Notice (8): Undefined index: name_eng [APP/View/Elements/menu.ctp, line 56]
Code Context
                        <div class="accordion-heading">

                            <a class="accordion-toggle" <?php if(!empty($dm_c2)){?>data-toggle="collapse" data-parent="#accordion2" href="#collapse<?php echo $cap1['Catproduct']['id'];?>" title="<?php echo $cap1['Catproduct']['name'.LANGUAGE];?>"<?php }else{?>href="<?php echo DOMAIN.$cap1['Catproduct']['slug'];?>"<?php }?>>

                                <?php echo $cap1['Catproduct']['name'.LANGUAGE];?>
$viewFile = '/home/tracdiathanhda/domains/tracdiathanhdat.vn/public_html/app/View/Elements/menu.ctp'
$dataForView = array(
	'cat12' => array(
		'Catproduct' => array(
			'id' => '40',
			'name' => 'Blogs',
			'parent_id' => null,
			'alias' => 'blogs',
			'images' => '',
			'lft' => '103',
			'rght' => '104',
			'pos' => '5',
			'status' => '1',
			'title_seo' => 'tin tức trắc địa, cập nhật xu hướng đo đạc mới, công nghệ đo đạc, thiết bị đo đạc hiện đại, mẹo kỹ thuật trắc địa, sai số đo đạc, hệ tọa độ VN-2000, GNSS, RTK, GPS trắc địa, phần mềm trắc địa, phần mềm GIS, SurPad, LandStar, Magnet Field, Leica Captivate, Trimble Access',
			'meta_key' => 'tin tức trắc địa, cập nhật xu hướng đo đạc mới, công nghệ đo đạc, thiết bị đo đạc hiện đại, mẹo kỹ thuật trắc địa, sai số đo đạc, hệ tọa độ VN-2000, GNSS, RTK, GPS trắc địa, phần mềm trắc địa, phần mềm GIS, SurPad, LandStar, Magnet Field, Leica Captivate, Trimble Access',
			'meta_des' => 'phần mềm máy đo đạc, phần mềm GIS, phần mềm trút dữ liệu',
			'created' => '2015-12-16',
			'modified' => '2025-10-29',
			'slug' => 'blogs',
			'cate' => '4',
			'link' => 'tin-tuc',
			'name_eng' => '',
			'name_tq' => '',
			'type' => 'new',
			'hot' => '0',
			'content' => '',
			'display' => '0',
			'content_eng' => null
		)
	),
	'description_for_layout' => 'Chuyên cung cấp máy định vị vệ tinh GPS RTK, máy thủy bình, máy toàn đạc điện tử, UAV, ống nhòm, máy định vị GPS cầm tay, ... chính hãng, uy tín, giá tốt hàng đầu tại Việt Nam! Hotline: 0913051734!',
	'keywords_for_layout' => 'Chuyên cung cấp máy định vị vệ tinh GPS RTK, máy thủy bình, máy toàn đạc điện tử, UAV, ống nhòm, máy định vị GPS cầm tay, ... chính hãng, uy tín, giá tốt hàng đầu tại Việt Nam! Hotline: 0913051734!',
	'title_for_layout' => 'Máy toàn đạc điện tử',
	'tinmoiup' => array(
		(int) 0 => array(
			'Post' => array(
				[maximum depth reached]
			),
			'Catproduct' => array(
				[maximum depth reached]
			)
		),
		(int) 1 => array(
			'Post' => array(
				[maximum depth reached]
			),
			'Catproduct' => array(
				[maximum depth reached]
			)
		),
		(int) 2 => array(
			'Post' => array(
				[maximum depth reached]
			),
			'Catproduct' => array(
				[maximum depth reached]
			)
		),
		(int) 3 => array(
			'Post' => array(
				[maximum depth reached]
			),
			'Catproduct' => array(
				[maximum depth reached]
			)
		),
		(int) 4 => array(
			'Post' => array(
				[maximum depth reached]
			),
			'Catproduct' => array(
				[maximum depth reached]
			)
		),
		(int) 5 => array(
			'Post' => array(
				[maximum depth reached]
			),
			'Catproduct' => array(
				[maximum depth reached]
			)
		),
		(int) 6 => array(
			'Post' => array(
				[maximum depth reached]
			),
			'Catproduct' => array(
				[maximum depth reached]
			)
		),
		(int) 7 => array(
			'Post' => array(
				[maximum depth reached]
			),
			'Catproduct' => array(
				[maximum depth reached]
			)
		),
		(int) 8 => array(
			'Post' => array(
				[maximum depth reached]
			),
			'Catproduct' => array(
				[maximum depth reached]
			)
		),
		(int) 9 => array(
			'Post' => array(
				[maximum depth reached]
			),
			'Catproduct' => array(
				[maximum depth reached]
			)
		)
	),
	'tinlq' => array(
		(int) 0 => array(
			'Post' => array(
				[maximum depth reached]
			),
			'Catproduct' => array(
				[maximum depth reached]
			)
		),
		(int) 1 => array(
			'Post' => array(
				[maximum depth reached]
			),
			'Catproduct' => array(
				[maximum depth reached]
			)
		),
		(int) 2 => array(
			'Post' => array(
				[maximum depth reached]
			),
			'Catproduct' => array(
				[maximum depth reached]
			)
		),
		(int) 3 => array(
			'Post' => array(
				[maximum depth reached]
			),
			'Catproduct' => array(
				[maximum depth reached]
			)
		),
		(int) 4 => array(
			'Post' => array(
				[maximum depth reached]
			),
			'Catproduct' => array(
				[maximum depth reached]
			)
		),
		(int) 5 => array(
			'Post' => array(
				[maximum depth reached]
			),
			'Catproduct' => array(
				[maximum depth reached]
			)
		),
		(int) 6 => array(
			'Post' => array(
				[maximum depth reached]
			),
			'Catproduct' => array(
				[maximum depth reached]
			)
		),
		(int) 7 => array(
			'Post' => array(
				[maximum depth reached]
			),
			'Catproduct' => array(
				[maximum depth reached]
			)
		),
		(int) 8 => array(
			'Post' => array(
				[maximum depth reached]
			),
			'Catproduct' => array(
				[maximum depth reached]
			)
		),
		(int) 9 => array(
			'Post' => array(
				[maximum depth reached]
			),
			'Catproduct' => array(
				[maximum depth reached]
			)
		)
	),
	'detailNews' => array(
		'Post' => array(
			'id' => '721',
			'name' => 'Định vị công trình bằng máy toàn đạc điện tử',
			'code' => null,
			'alias' => 'dinh-vi-cong-trinh-bang-may-toan-dac-dien-tu',
			'cat_id' => '40',
			'price' => '0',
			'type' => 'new',
			'shortdes' => '<p style="margin: 0in 0in 15.6pt; text-align: justify; background-image: initial; background-position: initial; background-size: initial; background-repeat: initial; background-attachment: initial; background-origin: initial; background-clip: initial;">
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="color: rgb(51, 51, 51);">Định vị thi c&ocirc;ng c&ocirc;ng tr&igrave;nh l&agrave; c&ocirc;ng t&aacute;c trắc địa nhằm x&aacute;c định vị tr&iacute; mặt&nbsp;<span style="box-sizing: border-box; touch-action: manipulation; color: rgb(51, 72, 98);">bằng</span>&nbsp;của c&aacute;c điểm, c&aacute;c đường thẳng, c&aacute;c điểm chi tiết của c&ocirc;ng tr&igrave;nh x&acirc;y dựng tr&ecirc;n đất liền cũng như tr&ecirc;n mặt nước theo đ&uacute;ng thiết kế.</span></span></span><span style="font-size:11.5pt;
font-family:Montserrat;color:#333333"><o:p></o:p></span></p>
',
			'content' => '<h2>
	<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>I. T&igrave;m hiểu về định vị thi c&ocirc;ng c&ocirc;ng tr&igrave;nh&nbsp;</strong></span></span></span></h2>
<br />
<p>
	<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Định vị thi c&ocirc;ng c&ocirc;ng tr&igrave;nh l&agrave; c&ocirc;ng t&aacute;c trắc địa nhằm x&aacute;c định vị tr&iacute; mặt&nbsp;bằng&nbsp;của c&aacute;c điểm, c&aacute;c đường thẳng, c&aacute;c điểm chi tiết của c&ocirc;ng tr&igrave;nh x&acirc;y dựng tr&ecirc;n đất liền cũng như tr&ecirc;n mặt nước theo đ&uacute;ng thiết kế.<br />
	<br />
	Định vị c&ocirc;ng tr&igrave;nh bằng m&aacute;y to&agrave;n đạc c&oacute; thể hiểu l&agrave; thao t&aacute;c sử dụng m&aacute;y to&agrave;n đạc để khảo s&aacute;t, x&aacute;c định vị tr&iacute; tọa độ c&ocirc;ng tr&igrave;nh chi tiết, nhanh ch&oacute;ng v&agrave; ch&iacute;nh x&aacute;c. C&aacute;c kỹ sư sẽ nhập c&aacute;c tham số tr&ecirc;n bản vẽ v&agrave;o m&aacute;y. Sau đ&oacute;, c&aacute;c thuật to&aacute;n của m&aacute;y to&agrave;n đạc sẽ xử l&yacute; những số liệu n&agrave;y. Cuối c&ugrave;ng, m&aacute;y to&agrave;n đạc&nbsp;sẽ khảo s&aacute;t, x&aacute;c định chi tiết v&agrave; x&aacute;c thực những vị tr&iacute; điểm ra thực địa.&nbsp;<br />
	<br />
	Chỉ cần tr&iacute;ch xuất những vị tr&iacute; tọa độ ch&iacute;nh x&aacute;c điểm tr&ecirc;n bản vẽ sang&nbsp;<strong><a href="https://tracdiathanhdat.vn/may-toan-dac-dien-tu">m&aacute;y to&agrave;n đạc điện tử</a> , </strong>&nbsp;m&aacute;y sẽ xử l&yacute; c&aacute;c th&ocirc;ng số n&agrave;y. Sau đ&oacute;, m&aacute;y triển khai vị tr&iacute; những tim trục tr&ecirc;n bản đồ l&ecirc;n thực địa. Nhờ vậy, sẽ định vị được x&aacute;c thực tim trục của nền m&oacute;ng cho những bước thi c&ocirc;ng tiếp theo.</span></span></span></p>
<p style="text-align: center;">
	<br />
	<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/dinh-vi-cong-trinh-bang-may-toan-dac.jpg" style="width: 620px; height: 360px;" /></span></span></span></p>
<h2>
	<br />
	<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>II. Phương ph&aacute;p thực hiện định vị c&ocirc;ng tr&igrave;nh bằng m&aacute;y to&agrave;n đạc điện tử</strong></span></span></span></h2>
<p style="text-align: center;">
	<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">&nbsp; &nbsp; &nbsp;&nbsp;<img alt="" 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" style="height: 411px; width: 620px;" /></span></span></span></p>
<p style="text-align: center;">
	<em><span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">&nbsp; &nbsp; &nbsp;Bản vẽ mặt bằng mộtt nh&agrave; xưởng</span></span></span></em><br />
	&nbsp;</p>
<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Reference Line (Định ᴠị c&ocirc;ng tr&igrave;nh theo đường chuẩn l&agrave; đường thẳng): một đường chuẩn c&oacute; thể được х&aacute;c định bằng c&aacute;ch tham chiếu tới 1 đường thẳng gốc đ&atilde; biết.&nbsp;<br />
<br />
1. X&aacute;c định đường gốc<br />
<br />
Một đường gốc được gắn ᴠới 2 điểm gốc ᴠ&agrave; được х&aacute;c định theo 3 c&aacute;ch: Đo đến điểm gốc; Nhập toạ độ bằng taу; Gọi điểm từ bộ nhớ.<br />
<br />
a) Đo tới điểm gốc. Nhập t&ecirc;n điểm <strong>PtID</strong> ᴠ&agrave; đo bằng ph&iacute;m&nbsp;<br />
b) Với điểm gốc đ&atilde; biết toạ độ t&igrave;m kiếm điểm <strong>PtID</strong> trong bộ nhớ. Nhập toạ độ bằng taу. Hiển thị những điểm ѕẵn trong m&aacute;у.<br />
&nbsp; &nbsp; (1) Điểm gốc trang bị 1&nbsp;<br />
&nbsp; &nbsp; (2) Điểm gốc thứ hai.<br />
&nbsp; &nbsp; (3) Đường gốc.<br />
&nbsp; &nbsp; (4) Đường chuẩn.<br />
<br />
2. Dịch chuуển/Quaу đường gốc<br />
Đường gốc được dịch chuуển ѕong ѕong, chiều dọc, chiều đứng hoặc l&agrave; quaу. Tất cả c&aacute;c kết quả đo ѕau đ&oacute; ѕẽ ảnh hưởng đến đường chuẩn.<br />
&nbsp; &nbsp; <strong>BP</strong>: Điểm gốc.<br />
&nbsp; &nbsp; <strong>BL</strong>: Đường gốc.<br />
&nbsp; &nbsp; <strong>RP</strong>: Điểm chuẩn.<br />
&nbsp; &nbsp; <strong>RL</strong>: Đường chuẩn.<br />
&nbsp; &nbsp; <strong>Off</strong>: Dịch chuуển ѕong ѕong.<br />
&nbsp; &nbsp; <strong>L</strong>: Dịch chuуển theo chiều dọc.<br />
&nbsp; &nbsp; <strong>R</strong>: Th&ocirc;ng ѕố quaу.<br />
<br />
Nhập th&ocirc;ng ѕố: Sử dụng ph&iacute;m n&agrave;у để chuуển con trỏ đến trường th&ocirc;ng ѕố bắt buộc nhập.&nbsp;Ta c&oacute; thể nhập c&aacute;c th&ocirc;ng ѕố như ѕau:<br />
&nbsp; &nbsp; <strong>Offѕet</strong>: Dịch chuуển đường chuẩn ѕong ѕong ᴠề ph&iacute;a b&ecirc;n cần của đường gốc, ᴠ&agrave;o hướng của đường gốc (BP1-BP2).<br />
&nbsp; &nbsp; <strong>Line</strong>: Dịch chuуển đường chuẩn theo chiều dọc t&iacute;nh từ điểm gốc trước ti&ecirc;n theo hướng từ điểm gốc đầu ti&ecirc;n tới điểm gốc vật dụng hai.<br />
&nbsp; &nbsp; <strong>Rotate</strong>: Quaу đường chuẩn theo chiều kim đồng hồ хung quanh điểm gốc.<br />
&nbsp; &nbsp; <strong>Height</strong>: Đường chuẩn cao hơn đường gốc.<br />
&nbsp; &nbsp; <strong>Ref.Hgt:Point1:</strong> Ch&ecirc;nh cao ѕo ᴠới điểm gốc chuẩn nhất.<br />
&nbsp; &nbsp; <strong>Point 2</strong>: Ch&ecirc;nh cao ѕo ᴠới điểm gốc chuẩn hai.<br />
&nbsp; &nbsp; <strong>Interpolated:</strong> Ch&ecirc;nh cao dọc theo đường chuẩn.<br />
&nbsp; &nbsp; <strong>No height</strong>: Ch&ecirc;nh cao kh&ocirc;ng được t&iacute;nh to&aacute;n ᴠ&agrave; hiển thị.<br />
<br />
3. Tiến h&agrave;nh đo hoặc chuуển ѕang chế độ chuуển điểm bề ngo&agrave;i ra thực địa. Tiến h&agrave;nh đo đến điểm đ&iacute;ch. Chuуển ѕang chế độ chuуển điểm bề ngo&agrave;i ra thực địa.<br />
<br />
4. Ứng dụng tương trợ &ldquo;Line&amp;Offѕet&rdquo;:&nbsp;t&iacute;nh to&aacute;n ra ᴠị tr&iacute; của điểm đo ѕo ᴠới đường chuẩn bằng c&aacute;ch hiển thị c&aacute;c lệch dọc trục, lệch ngang, ch&ecirc;nh cao&hellip;<br />
&nbsp;</span></span></span><br />
<p style="box-sizing: border-box; margin-bottom: 1.3em; margin-top: 0px; color: rgb(66, 66, 66); font-family: Roboto, sans-serif; font-size: 15px; text-align: justify;">
	<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trắc đạc c&ocirc;ng tr&igrave;nh hay đo đạc c&ocirc;ng tr&igrave;nh l&agrave; khảo s&aacute;t v&agrave; khai triển bản vẽ thiết kế của c&ocirc;ng tr&igrave;nh ra thực địa, d&ugrave;ng cho thi c&ocirc;ng v&agrave; gi&aacute;m s&aacute;t x&acirc;y dựng c&ocirc;ng tr&igrave;nh đ&uacute;ng bản vẽ thiết kế. Quan trắc dịch chuyển của c&ocirc;ng tr&igrave;nh ra thực địa, chuy&ecirc;n dụng cho thi c&ocirc;ng v&agrave; gi&aacute;m s&aacute;t x&acirc;y dựng c&ocirc;ng tr&igrave;nh đ&uacute;ng bản vẽ thiết kế. C&ocirc;ng cụ đo bằng những mẫu m&aacute;y đo đạc như m&aacute;y kinh vĩ, m&aacute;y thủy b&igrave;nh,m&aacute;y đo khoảng c&aacute;ch laser, m&aacute;y to&agrave;n đạc điện tử&nbsp;&hellip;&nbsp;</span></span></span></p>
<p style="box-sizing: border-box; margin-bottom: 1.3em; margin-top: 0px; color: rgb(66, 66, 66); font-family: Roboto, sans-serif; font-size: 15px; text-align: justify;">
	<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Nhiệm vụ chủ đạo của c&ocirc;ng t&aacute;c trắc địa trong x&acirc;y dựng l&agrave; đảm bảo cho c&ocirc;ng tr&igrave;nh được x&acirc;y dựng đ&uacute;ng k&iacute;ch thước h&igrave;nh học v&agrave; đ&uacute;ng vị tr&iacute; thiết kế. Chỉ khi hai y&ecirc;u cầu n&agrave;y được đ&aacute;p ứng th&igrave; c&ocirc;ng tr&igrave;nh mới mang thể vận h&agrave;nh an to&agrave;n.&nbsp;</span></span></span></p>
<h2 style="box-sizing: border-box; margin-bottom: 1.3em; margin-top: 0px; color: rgb(66, 66, 66); font-family: Roboto, sans-serif; font-size: 15px; text-align: justify;">
	<span style="font-weight: var(--h2_typography-font-weight); font-family: tahoma, geneva, sans-serif; font-size: 14px; color: rgb(0, 0, 0);">III. Những thiết bị được sử dụng trong định vị thi c&ocirc;ng c&ocirc;ng tr&igrave;nh</span></h2>
<ul style="box-sizing: border-box; color: rgb(73, 73, 73); font-family: &quot;Open Sans&quot;, Arial, Helvetica, sans-serif; font-size: 15px;">
	<li style="box-sizing: border-box;">
		<span style="color:#ff0000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><a href="https://tracdiathanhdat.vn/may-thuy-binh-tu-dong"><strong>M&aacute;y thủy b&igrave;nh tự động, m&aacute;y thủy b&igrave;nh điện tử</strong></a></span></span></span><span style="color:#000080;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">:</span></span></span><span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> X&aacute;c định cao độ, dẫn mốc cao độ, đo ch&ecirc;nh cao, quan trắc l&uacute;n&hellip;</span></span></span></li>
</ul>
<ul style="box-sizing: border-box; color: rgb(73, 73, 73); font-family: &quot;Open Sans&quot;, Arial, Helvetica, sans-serif; font-size: 15px;">
	<li style="box-sizing: border-box;">
		<span style="color:#000080;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="box-sizing: border-box; font-weight: bolder;"><a href="https://tracdiathanhdat.vn/may-toan-dac-dien-tu">M&aacute;y to&agrave;n đạc điện tử</a></span></span></span></span><span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="box-sizing: border-box; font-weight: bolder;">:</span>&nbsp;Bố tr&iacute; tr&iacute; tọa độ thiết kế ra thực địa; t&iacute;nh to&aacute;n khoảng c&aacute;ch ngang, đứng, g&oacute;c phương vị của đường, tọa độ điểm, diện t&iacute;ch v&agrave; bố tr&iacute; đường thẳng, đường cong; dẫn lưới lập mốc đường chuyền&hellip;</span></span></span></li>
</ul>
<ul style="box-sizing: border-box; color: rgb(73, 73, 73); font-family: &quot;Open Sans&quot;, Arial, Helvetica, sans-serif; font-size: 15px;">
	<li style="box-sizing: border-box;">
		<span style="color:#000080;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="box-sizing: border-box; font-weight: bolder;"><a href="https://tracdiathanhdat.vn/may-dinh-vi-ve-tinh-gps-2-tan-so-rtk">M&aacute;y định vị GNSS</a></span></span></span></span><span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="box-sizing: border-box; font-weight: bolder;">:</span>&nbsp;Khảo s&aacute;t th&agrave;nh lập lưới khống chế tọa độ; bố tr&iacute; điểm phục vụ cho c&ocirc;ng t&aacute;c chuyển điểm thiết kế ra thực địa; giao hội, bố tr&iacute; đường cong, t&iacute;nh diện t&iacute;ch&hellip;</span></span></span></li>
</ul>
<p style="box-sizing: border-box; margin-bottom: 1.3em; margin-top: 0px; color: rgb(66, 66, 66); font-family: Roboto, sans-serif; font-size: 15px; text-align: center;">
	<span style="color:#000000;"><img alt="" src="/admin/webroot/upload/image/images/Banner (665 × 295 px) (31).png" style="width: 665px; height: 295px;" /></span></p>
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			'lft' => '103',
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			'title_seo' => 'tin tức trắc địa, cập nhật xu hướng đo đạc mới, công nghệ đo đạc, thiết bị đo đạc hiện đại, mẹo kỹ thuật trắc địa, sai số đo đạc, hệ tọa độ VN-2000, GNSS, RTK, GPS trắc địa, phần mềm trắc địa, phần mềm GIS, SurPad, LandStar, Magnet Field, Leica Captivate, Trimble Access',
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		'title' => 'Chuyên phân phối máy đo đạc, trắc địa: Máy GPS RTK, máy thủy bình, máy toàn đạc, máy scanner, UAV chính hãng (LEICA, TOPCON, NIKON, TRIMPLE, SOKKIA, DJI, PENTAX, GARMIN,...)',
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		'address' => '<p>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong><u>Văn ph&ograve;ng</u></strong></span></span><span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">: Số 157&nbsp;Đặng Văn Ngữ, Phường Kim Li&ecirc;n, H&agrave; Nội</span></span></p>
<p>
	<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">MST:<strong><a href="javascript: void(0)" style="font-size:11px;"><span style="color:#ffffff;"> 0103764857 </span></a></strong>do Sở KHĐT TP. H&agrave; Nội cấp ng&agrave;y 28-04-2009<br />
	Điện thoại:&nbsp;<a href="javascript: void(0)" style="font-family: tahoma, geneva, sans-serif;font-size:11px;"><span style="color: rgb(255, 255, 255);"><strong style="font-family: arial, helvetica, sans-serif;">(</strong><strong style="font-family: arial, helvetica, sans-serif;">024) 3776 4930</strong></span></a></span></span></p>
<div>
	<p>
		<strong style="font-size: 14px; font-family: tahoma, geneva, sans-serif;"><u>Cửa h&agrave;ng</u></strong><span style="font-size: 14px; font-family: tahoma, geneva, sans-serif;">:</span></p>
</div>
<p>
	<span style="font-family: tahoma, geneva, sans-serif;">- <span style="font-size:12px;">Số <strong><span style="font-size:14px;">145 </span></strong></span></span><span style="font-size:12px;"><span style="font-family: tahoma, geneva, sans-serif;">L&aacute;ng Hạ, Phường L&aacute;ng Hạ, H&agrave; Nội</span></span></p>
<p>
	<span style="font-size:12px;"><span style="font-family: tahoma, geneva, sans-serif;">- Số 5/161 Nguyễn Tu&acirc;n, Phường Thanh Xu&acirc;n, H&agrave; Nội</span></span><br />
	<br />
	&nbsp;</p>
',
		'contactinfo_eng' => '',
		'taikhoan' => '<strong><span style="color:#04529a;">Số T&agrave;i&nbsp; khoản c&aacute;c ng&acirc;n h&agrave;ng của c&ocirc;ng ty T&acirc;n &Aacute;</span></strong><br />
<br />
1. 13022-0506-5430 - Nguyễn Văn Hiệu - Agribank - CN Trung Y&ecirc;n, HN<br />
2. 0011-00404-0367 - Nguyễn Văn Hiệu - Vietcombank - CN Sở Giao dịch, HN<br />
3. 711A-6202-9713 - Nguyễn Văn Hiệu - Vietinbank - CN Thanh Xu&acirc;n, HN<br />
4. 190-256-018-210-13 - Nguyễn Văn Hiệu - Techcombank, H&agrave; Nội<br />
5. 1231-0000-368-767 - Nguyễn Văn Hiệu - BIDV CN Quang Trung, H&agrave; Nội',
		'contactinfo' => '<div dir="rtl" style="text-align: left;">
	<u style="font-family: tahoma, geneva, sans-serif; font-size: 14px;"><strong>Văn Ph&ograve;ng</strong></u></div>
<div style="">
	<br />
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Địa chỉ:&nbsp; Số 157 Đặng Văn Ngữ, Phường Kim Li&ecirc;n, H&agrave; Nội, Việt Nam<br />
	Tel:&nbsp; &nbsp; &nbsp; &nbsp; (024) 3776 4930 &nbsp; &nbsp;<br />
	Fax:&nbsp; &nbsp; &nbsp; &nbsp;(024) 3776 5908<br />
	Email:&nbsp; &nbsp; thanhdatsurvey.JSC@gmail.com/ tracdiathanhdat@gmail.com<br />
	Hotline:&nbsp; <strong>0913 051 734</strong><br />
	<br />
	<strong><u>C</u></strong><strong><u>ửa h&agrave;ng</u></strong></span></span><br />
	<br />
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">- Số 145 L&aacute;ng Hạ, Phường L&aacute;ng Hạ, H&agrave; Nội</span></span><br />
	<img alt="" src="data:image/png;base64,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" style="height: 12px; width: 16px;" /><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">&nbsp;<strong>0942 288 388</strong></span><br />
	&nbsp;</div>
<div style="">
	<span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">- Số 5/161 Nguyễn Tu&acirc;n, Phường Thanh Xu&acirc;n, H&agrave; Nội</span></div>
<div style="">
	<img alt="" src="data:image/png;base64,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" style="height: 12px; width: 16px;" /><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">&nbsp;<strong>0949 322 456</strong></span></div>
<div style="">
	<br />
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong><u>VPĐD tại Tp. Hồ Ch&iacute; Minh</u></strong><br />
	<br />
	- 1/56 Nguyễn Th&aacute;i Sơn, Phường Hạnh Th&ocirc;ng, Hồ Ch&iacute; Minh</span></span><br />
	<img alt="" src="data:image/png;base64,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" style="height: 12px; width: 16px;" /><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">&nbsp;<strong>0904 925 936</strong></span></div>
',
		'telephone' => '01659 014592',
		'hotline' => '0913051734',
		'email' => 'tracdiathanhdat@yahoo.com',
		'url' => '',
		'meta_key' => 'Leica Geosystems, Máy RTK, máy định vị GPS, GNSS, vngeonet, máy laser, thước đo, Yamayo, máy toàn đạc điện tử, máy toàn đạc robotic, máy toàn đạc tự động, Leica, Sokkia, Nikon, Trimple, Nikon, Spectra, Topcon, ống nhòm, máy bộ đàm, thước đo Yamayo, Máy toàn đạc điện tử, Máy toàn đạc Leica, Máy toàn đạc Sokkia, máy toàn đạc Nikon, Máy toàn đạc Geomax,	Máy toàn đạc Topcon, Máy toàn đạc Trimble, Máy thủy bình tự động, Máy thủy bình leica, Máy thủy bình sokkia, Máy thủy bình Nikon, Máy thủy bình Topcon, Máy thủy bình pentax, Máy thủy bình điện tử, Máy cân bằng laser, Máy kinh vĩ nikon, Máy kinh vĩ Topcon, Máy kinh vĩ sokkia, Máy kinh vĩ geomax, Máy cân bằng laser sabaru, Máy cân bằng laser sincon, Máy cân bằng laser fukuda, Máy cân bằng laser acuza, Máy đo khoảng cách laser leica, Máy đo khoảng cách laser sincon, Máy đo khoảng cách laser bosch, Máy định vị gps 2 tần, Máy định vị gps cầm tay, Máy đo sâu, Máy bộ đàm, Phụ kiện trắc địa, Máy định vị GPS RTK GNSS, Máy định vị GPS RTK Trimble, Máy định vị GPS RTK Sokkia, Máy định vị GPS RTK Sanding, Máy định vị GPS RTK CHC, Máy định vị GPS RTK Comnav, Máy định vị GPS RTK Efix, Máy định vị GPS RTK FOIF, Máy định vị GPS RTK Geomax, Máy định vị GPS RTK Topcon, Máy định vị GPS RTK Nikon, Máy định vị GPS RTK South, Máy định vị GPS RTK Ruide, Máy định vị GPS RTK Kolida, Máy định vị GPS RTK Leica, máy định vị điểm, đo đạc, khảo sát, bản đồ, RINEX, CORS, ',
		'meta_des' => 'Chuyên cung cấp máy định vị vệ tinh GNSS RTK, máy thủy bình, máy toàn đạc, máy laser, máy GPS cầm tay, UAV, ống nhòm (LEICA, TOPCON, NIKON, TRIMPLE, SOKKIA, DJI, PENTAX, GARMIN,...). Uy tín, chất lượng, giá tốt hàng đầu tại Việt Nam!',
		'created' => '2012-06-05',
		'modified' => '1769758152',
		'youtube' => 'http://youtube.com',
		'twitter' => 'https://twitter.com/',
		'myspace' => 'https://myspace.com/',
		'facebook' => 'https://www.facebook.com/thanhdatsurvey.jsc/',
		'email2' => 'duycuong7640',
		'skype' => 'hothihuyen.hn',
		'yahoo' => 'duycuong7640',
		'yahoo1' => 'duycuong7640',
		'content' => 'Thanks for your interest in Vn Discoverytours. For a fast response, please submit this basic Quick Enquiry form below by clicking &ldquo;Submit&rdquo;, and we&rsquo;ll get back to you by e-mail within 12 to 24 hours (in working days). For urgent booking, call us at +84 974 839 873',
		'video' => '<iframe width="1280" height="720" src="https://www.youtube.com/embed/mR4kOuAkEtY" title="YouTube video player" frameborder="0" allow="accelerometer; autoplay; clipboard-write; encrypted-media; gyroscope; picture-in-picture" allowfullscreen></iframe>',
		'slogan' => 'trung tâm sửa chữa và bảo hành máy giặt electrolux',
		'slogan_eng' => '',
		'printer' => '',
		'googleplus' => '',
		'bando' => '<p>
	<iframe allowfullscreen="" frameborder="0" height="410" src="https://www.google.com/maps/embed?pb=!1m18!1m12!1m3!1d1680.2372398112452!2d105.81212934716025!3d21.01437303922492!2m3!1f0!2f0!3f0!3m2!1i1024!2i768!4f13.1!3m3!1m2!1s0x3135ab63b645b665%3A0xa6797ac6008687bf!2zQ-G7rWEgSMOgbmcgVHLhuq9jIMSQ4buLYQ!5e0!3m2!1svi!2s!4v1449908805279" style="border:0" width="600"></iframe></p>
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		'gioithieu' => '<p style="text-align: center;">
	<img alt="" src="/admin/webroot/upload/image/images/gioithieu.png" /></p>
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		'thongtincongty' => 'Sửa máy lạnh tại nhà
Sửa máy lạnh tại HCM
Sửa tủ lạnh
Bơm ga máy lạnh ',
		'trogiupkh' => 'Tai nghe Iphone
Sua may tinh tai nha
Máy Ozone Z755',
		'dichvuft' => 'Sửa máy lạnh
Bảo dưỡng máy lạnh
Vệ sinh máy lạnh
Lắp đặt máy lạnh',
		'bb' => '',
		'zing' => '',
		'hotline2' => '0912 35 65 75',
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		'theh1' => 'thanhdatsurvey.JSC',
		'hanoi' => '<div>
	<strong>C&Ocirc;NG TY CỔ PHẦN THƯƠNG MẠI HMH VIỆT NAM</strong></div>
<div>
	<strong>Địa chỉ</strong> &nbsp;: Số 51 - Trần Duy Hưng, Trung H&ograve;a, Cầu Giấy, H&agrave; Nội</div>
<div>
	<strong>Điện thoại </strong>: (04) 3641.7498 - <strong>Fax</strong>: (04) 3543.0479</div>
<div>
	<strong>Email </strong>: info@ifes.vn</div>
',
		'tphcm' => '<div>
	<strong>C&Ocirc;NG TY CỔ PHẦN THƯƠNG MẠI HMH VIỆT NAM</strong></div>
<div>
	<strong>Địa chỉ</strong>&nbsp;&nbsp;: Số 51 - Trần Duy Hưng, Trung H&ograve;a, Cầu Giấy, H&agrave; Nội</div>
<div>
	<strong>Điện thoại&nbsp;</strong>: (04) 3641.7498 -&nbsp;<strong>Fax</strong>: (04) 3543.0479</div>
<div>
	<strong>Email&nbsp;</strong>: info@ifes.vn</div>
',
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			'id' => '802',
			'name' => 'Dữ liệu RINEX – Nền tảng cốt lõi của hạ tầng trắc địa hiện đại',
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			'alias' => 'du-lieu-rinex-–-nen-tang-cot-loi-cua-ha-tang-trac-dia-hien-dai',
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			'price' => '0',
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			'shortdes' => '<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trong hạ tầng trắc địa hiện đại, RINEX kh&ocirc;ng phải dữ liệu phụ, m&agrave; l&agrave; nền m&oacute;ng kỹ thuật của hệ tọa độ quốc gia.&nbsp;RTK gi&uacute;p đo nhanh h&ocirc;m nay,&nbsp;nhưng RINEX mới l&agrave; yếu tố đảm bảo bản đồ, mốc v&agrave; c&ocirc;ng tr&igrave;nh đứng vững trong nhiều năm tới.</span></span>',
			'content' => '<p>
	<em><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">Trong những năm gần đ&acirc;y, c&ocirc;ng nghệ GNSS RTK c&ugrave;ng c&aacute;c mạng trạm CORS ph&aacute;t triển mạnh mẽ, gi&uacute;p c&ocirc;ng t&aacute;c đo đạc, thi c&ocirc;ng v&agrave; bố tr&iacute; c&ocirc;ng tr&igrave;nh đạt được kết quả gần như tức thời với độ ch&iacute;nh x&aacute;c cao.</span></em></p>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><em>Tuy nhi&ecirc;n, nếu nh&igrave;n ở g&oacute;c độ x&acirc;y dựng v&agrave; duy tr&igrave; hạ tầng trắc địa quốc gia d&agrave;i hạn, nhiều quốc gia ph&aacute;t triển như Mỹ, ch&acirc;u &Acirc;u, Nhật Bản đều c&oacute; chung một quan điểm:&nbsp;RTK l&agrave; lớp ứng dụng đo nhanh ngo&agrave;i hiện trường,&nbsp;trong khi RINEX &ndash; dữ liệu GNSS đo tĩnh &ndash; mới l&agrave; lớp nền cốt l&otilde;i của hệ tọa độ.</em><br />
<br />
<em>RTK cho ph&eacute;p định vị nhanh theo thời gian thực, nhưng độ ổn định v&agrave; khả năng kiểm chứng của kết quả RTK phụ thuộc mạnh v&agrave;o điều kiện truyền cải ch&iacute;nh tại thời điểm đo.&nbsp;Ngược lại, dữ liệu RINEX cho ph&eacute;p xử l&yacute; hậu kỳ, kiểm chứng, đối so&aacute;t v&agrave; duy tr&igrave; độ ổn định tọa độ trong thời gian d&agrave;i.<br />
&nbsp;</em></span></span>
<h2>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">1. RINEX l&agrave; g&igrave;?</span></span></h2>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">RINEX (<em>Receiver Independent Exchange Format</em>) l&agrave; định dạng dữ liệu GNSS th&ocirc; chuẩn quốc tế, được ph&aacute;t triển v&agrave; duy tr&igrave; bởi cộng đồng GNSS to&agrave;n cầu dưới sự điều phối&nbsp;của c&aacute;c tổ chức quốc tế như IGS (International GNSS Service) v&agrave; RTCM SC-104.</span></span><br />
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">RINEX cho ph&eacute;p trao đổi dữ liệu GNSS giữa c&aacute;c thiết bị v&agrave; phần mềm kh&aacute;c nhau, kh&ocirc;ng phụ thuộc h&atilde;ng sản xuất, v&agrave; được sử dụng rộng r&atilde;i tr&ecirc;n to&agrave;n thế giới cho c&aacute;c mục đ&iacute;ch kỹ thuật chuy&ecirc;n s&acirc;u.&nbsp;Dữ liệu RINEX cho ph&eacute;p:</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Xử l&yacute; hậu kỳ GNSS (Static / PPK)</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">B&igrave;nh sai mạng lưới GNSS</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kiểm so&aacute;t chất lượng v&agrave; truy xuất nguồn gốc số liệu</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Duy tr&igrave; v&agrave; kiểm chứng hệ tọa độ theo thời gian d&agrave;i</span></span></li>
</ul>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">RTK cho kết quả nhanh &ndash; RINEX cho kết quả bền v&agrave; kiểm chứng được.<br />
&nbsp;</span></span>
<h2>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">2. C&aacute;ch c&aacute;c quốc gia khai th&aacute;c RINEX trong hạ tầng trắc địa</span></span></h2>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tại nhiều quốc gia, mạng CORS quốc gia kh&ocirc;ng chỉ phục vụ RTK thời gian thực m&agrave; c&ograve;n coi dữ liệu RINEX li&ecirc;n tục l&agrave; t&agrave;i sản dữ liệu cốt l&otilde;i.&nbsp;M&ocirc; h&igrave;nh khai th&aacute;c phổ biến:</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Lưu trữ dữ liệu GNSS 24/7.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Cho ph&eacute;p tải RINEX theo c&aacute;c khoảng thời gian:</span></span>
		<ul>
			<li>
				<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">15 ph&uacute;t</span></span></li>
			<li>
				<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">1 giờ</span></span></li>
			<li>
				<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">6 giờ</span></span></li>
			<li>
				<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">24 giờ</span></span></li>
		</ul>
	</li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Cung cấp đầy đủ metadata:</span></span>
		<ul>
			<li>
				<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Th&ocirc;ng tin trạm GNSS</span></span></li>
			<li>
				<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Thời gian quan s&aacute;t</span></span></li>
			<li>
				<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Chu kỳ ghi (1s, 15s, 30s&hellip;)</span></span></li>
			<li>
				<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hệ quy chiếu v&agrave; m&ocirc; h&igrave;nh tham chiếu.</span></span></li>
		</ul>
	</li>
</ul>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">&gt; V&iacute; dụ ti&ecirc;u biểu:</span></span><br />
<br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Mỹ: NOAA CORS Network cung cấp dữ liệu RINEX phục vụ đo tĩnh v&agrave; xử l&yacute; hậu kỳ.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Ch&acirc;u &Acirc;u: EUREF Permanent Network (EPN) lưu trữ dữ liệu RINEX cho b&igrave;nh sai lưới khu vực.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Nhật Bản: GEONET do GSI vận h&agrave;nh, cung cấp dữ liệu RINEX cho xử l&yacute; hậu kỳ v&agrave; nghi&ecirc;n cứu GNSS.</span></span></li>
</ul>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Điểm chung của c&aacute;c m&ocirc; h&igrave;nh n&agrave;y l&agrave; coi RINEX li&ecirc;n tục mới l&agrave; nền tảng bền vững của hệ tọa độ quốc gia.<br />
&nbsp;</span></span>
<p style="text-align: center;">
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/ncn_agol.png" style="width: 800px; height: 511px;" /></span></span></p>
<h2>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">3. Vai tr&ograve; của RINEX trong hệ thống trắc địa hiện đại</span></span></h2>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Nhiều quốc gia đang triển khai m&ocirc; h&igrave;nh tổng hợp:</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">GNSS CORS + RINEX &rarr; lớp khống chế nền, duy tr&igrave; hệ tọa độ d&agrave;i hạn</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Mốc khống chế vật l&yacute; &rarr; đối tượng kiểm chứng v&agrave; cơ sở ph&aacute;p l&yacute;</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">RTK &rarr; c&ocirc;ng cụ đo nhanh ngo&agrave;i hiện trường</span></span></li>
</ul>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đ&acirc;y kh&ocirc;ng phải xu hướng &ldquo;bỏ mốc&rdquo;, m&agrave; l&agrave;:</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Giảm phụ thuộc v&agrave;o việc chạy mốc thủ c&ocirc;ng tốn thời gian</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Chuyển vai tr&ograve; mốc từ nguồn gốc duy nhất sang đối tượng kiểm chứng</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tăng vai tr&ograve; của dữ liệu GNSS chuẩn h&oacute;a trong duy tr&igrave; hệ tọa độ</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">&nbsp;</span></span>
<h2>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">4. RINEX gi&uacute;p ổn định v&agrave; kiểm so&aacute;t hệ tọa độ theo thời gian như thế n&agrave;o?</span></span></h2>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Dữ liệu RINEX cho ph&eacute;p xử l&yacute; hậu kỳ v&agrave; b&igrave;nh sai mạng lưới, nhờ đ&oacute;:</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Giảm ảnh hưởng của thời điểm đo</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hạn chế t&aacute;c động của điều kiện kh&iacute; quyển v&agrave; m&ocirc;i trường</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tăng khả năng đối so&aacute;t v&agrave; truy nguy&ecirc;n số liệu</span></span></li>
</ul>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kh&aacute;i niệm &ldquo;ổn định&rdquo; ở đ&acirc;y được hiểu theo nghĩa kỹ thuật: Cho ph&eacute;p t&aacute;i xử l&yacute;, kiểm chứng v&agrave; so s&aacute;nh tọa độ tại c&aacute;c thời điểm kh&aacute;c nhau, tr&aacute;nh sai lệch t&iacute;ch lũy do đo nhanh tức thời.<br />
&nbsp;</span></span>
<h2>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">5. Ứng dụng thực tế của dữ liệu RINEX v&agrave; lợi &iacute;ch khai th&aacute;c RINEX hiệu quả</span></span></h2>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Dữ liệu RINEX hiện được sử dụng rộng r&atilde;i trong:</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Lập mốc khống chế GNSS</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">B&igrave;nh sai lưới quốc gia v&agrave; khu vực</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Quan trắc dịch chuyển c&ocirc;ng tr&igrave;nh, địa chất</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">L&agrave;m cơ sở kỹ thuật v&agrave; ph&aacute;p l&yacute; d&agrave;i hạn cho bản đồ v&agrave; hạ tầng kỹ thuật</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">&nbsp;<br />
Khai th&aacute;c RINEX b&agrave;i bản mang lại:</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Giảm thời gian v&agrave; chi ph&iacute; thiết lập lưới khống chế</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">N&acirc;ng cao độ ổn định v&agrave; khả năng kiểm chứng số liệu</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Ph&ugrave; hợp với dự &aacute;n lớn, triển khai d&agrave;i hạn, y&ecirc;u cầu ph&aacute;p l&yacute; cao</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Chủ động khi RTK kh&ocirc;ng ổn định hoặc mất hiệu chỉnh</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">&nbsp;</span></span>
<h2>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">6. Cấu tr&uacute;c dữ liệu RINEX gồm những g&igrave;?</span></span></h2>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Dữ liệu RINEX kh&ocirc;ng phải l&agrave; một file đơn lẻ, m&agrave; l&agrave; tập hợp nhiều file th&agrave;nh phần, mỗi file đảm nhiệm một vai tr&ograve; ri&ecirc;ng.<br />
<br />
6.1. File quan s&aacute;t &ndash; Observation file (*.obs). Bao gồm:</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">S&oacute;ng mang v&agrave; m&atilde; giả</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Dữ liệu GPS, GLONASS, Galileo, BeiDou&hellip;</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Th&ocirc;ng tin thời gian, tần số, t&iacute;n hiệu</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">File bắt buộc khi xử l&yacute; GNSS hậu kỳ v&agrave; b&igrave;nh sai.<br />
&nbsp;<br />
6.2. File quỹ đạo vệ tinh &ndash; Navigation file (*.nav, *.gnav&hellip;) c&oacute; chứa q</span></span><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">uỹ đạo vệ tinh (broadcast ephemeris) - d</span><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">ữ liệu cần thiết để t&iacute;nh vị tr&iacute; vệ tinh theo thời gian.<br />
<br />
T&ugrave;y phi&ecirc;n bản RINEX v&agrave; hệ vệ tinh, file điều hướng (Navigation file) c&oacute; thể được đặt t&ecirc;n kh&aacute;c nhau.<br />
Trong c&aacute;c hệ thống v&agrave; phần mềm cũ (RINEX 2.x), file điều hướng thường được t&aacute;ch theo từng hệ GNSS, với c&aacute;c đu&ocirc;i phổ biến như:</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">GPS: .N</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">GLONASS: .G</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">BeiDou: .C</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Galileo: .E</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trong c&aacute;c hệ thống hiện đại sử dụng RINEX 3.x trở l&ecirc;n, file điều hướng thường được gộp đa hệ GNSS v&agrave; sử dụng chung đu&ocirc;i .nav (hoặc .rnx), trong đ&oacute; chứa đồng thời dữ liệu GPS, GLONASS, Galileo, BeiDou&hellip;</span></span><br />
&nbsp;<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">6.3. File đồng hồ vệ tinh &ndash; Clock file (*.clk)</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hiệu chỉnh sai số đồng hồ vệ tinh v&agrave; trạm</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Độ ch&iacute;nh x&aacute;c cao hơn dữ liệu quảng b&aacute;</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">D&ugrave;ng cho b&igrave;nh sai ch&iacute;nh x&aacute;c cao v&agrave; nghi&ecirc;n cứu d&agrave;i hạn.<br />
&nbsp;<br />
6.4. File quỹ đạo ch&iacute;nh x&aacute;c &ndash; Precise orbit (*.sp3)</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Quỹ đạo vệ tinh độ ch&iacute;nh x&aacute;c cao</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kết hợp với .clk để n&acirc;ng cao chất lượng xử l&yacute;</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">&nbsp;<br />
6.5. C&aacute;c file phụ trợ</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Metadata trạm, antenna, receiver</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">File kh&iacute; quyển, site log</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Gi&uacute;p n&acirc;ng cao độ tin cậy v&agrave; truy xuất nguồn gốc số liệu.<br />
&nbsp;<br />
&gt;&gt;&gt; Phi&ecirc;n bản RINEX v&agrave; xu hướng hiện nay:</span></span><br />
<br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">RINEX 2.x: cũ, hạn chế hệ GNSS.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">RINEX 3.x: đa hệ, phổ biến hiện nay.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">RINEX 4.x: hỗ trợ t&iacute;n hiệu hiện đại, độ ch&iacute;nh x&aacute;c cao.</span></span></li>
</ul>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trong thực tế xử l&yacute; GNSS hậu kỳ, RINEX 2.11 vẫn được sử dụng rộng r&atilde;i nhờ t&iacute;nh ổn định v&agrave; khả năng tương th&iacute;ch cao. Nhiều lỗi xử l&yacute; hiện nay ph&aacute;t sinh từ việc chuyển đổi RINEX kh&ocirc;ng đ&uacute;ng chuẩn hoặc thiếu dữ liệu đi k&egrave;m.</span></span><br />
<p style="text-align: center;">
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/Bài viết 30_1_26.png" style="width: 800px; height: 526px;" /></span></span></p>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">RINEX 3 &amp; 4 l&agrave; xu hướng ch&iacute;nh trong c&aacute;c hệ thống CORS hiện đại.<br />
&nbsp;<br />
Hiểu đ&uacute;ng v&agrave; khai th&aacute;c đ&uacute;ng dữ liệu RINEX ch&iacute;nh l&agrave; bước chuyển từ đo nhanh sang đo bền vững trong trắc địa hiện đại &ndash; đặc biệt trong bối cảnh Việt Nam đang vận h&agrave;nh c&aacute;c mạng CORS v&agrave; duy tr&igrave; hệ tọa độ VN-2000.<br />
<br />
<em>&gt;&gt;&gt; Nguồn tham khảo:</em></span></span><br />
<ul>
	<li>
		<em><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">IGS &amp; RTCM &ndash; Chuẩn dữ liệu RINEX</span></span></em></li>
	<li>
		<em><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">NOAA CORS Network (Mỹ)</span></span></em></li>
	<li>
		<em><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">EUREF Permanent Network (Ch&acirc;u &Acirc;u)</span></span></em></li>
	<li>
		<em><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">GEONET &ndash; GSI (Nhật Bản)</span></span></em></li>
</ul>
<p style="text-align: center;">
	<img alt="" src="/admin/webroot/upload/image/images/RINEX - GNSS DATA (665 x 295 px).png" style="width: 800px; height: 355px;" /></p>
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			'shortdes' => '<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đo kh&ocirc;ng gương (Non-Prism) tr&ecirc;n m&aacute;y to&agrave;n đạc l&agrave; g&igrave;? Khi n&agrave;o n&ecirc;n d&ugrave;ng, khi n&agrave;o kh&ocirc;ng n&ecirc;n d&ugrave;ng? Ph&acirc;n t&iacute;ch ưu nhược điểm, sai số giao hội v&agrave; khuyến nghị kỹ thuật khi đo Non-Prism tr&ecirc;n m&aacute;y to&agrave;n đạc.</span></span>',
			'content' => '<em><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trong thực tế thi c&ocirc;ng v&agrave; đo đạc, đo kh&ocirc;ng gương (Non-Prism) l&agrave; một t&iacute;nh năng rất hữu &iacute;ch của m&aacute;y to&agrave;n đạc, nhưng cũng tiềm ẩn nhiều rủi ro sai số nếu sử dụng kh&ocirc;ng đ&uacute;ng mục đ&iacute;ch. B&agrave;i viết dưới đ&acirc;y sẽ ph&acirc;n t&iacute;ch bản chất đo Non-Prism, phạm vi ứng dụng, ưu &ndash; nhược điểm, ảnh hưởng đến giao hội v&agrave; c&aacute;c khuyến nghị kỹ thuật cần tu&acirc;n thủ.</span></span></em><br />
<br />
<h2>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">1. Đo kh&ocirc;ng gương (Non-Prism) l&agrave; g&igrave;?</span></span></h2>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trong thực tế đo đạc, kh&ocirc;ng phải l&uacute;c n&agrave;o cũng c&oacute; thể đặt được gương phản xạ. C&aacute;c vị tr&iacute; như tường cao, taluy, v&aacute;ch hầm, kết cấu th&eacute;p, khu vực đang thi c&ocirc;ng hoặc nguy hiểm l&agrave; những trường hợp điển h&igrave;nh.<br />
Đo kh&ocirc;ng gương (Non-Prism) l&agrave; phương ph&aacute;p đo khoảng c&aacute;ch kh&ocirc;ng sử dụng gương phản xạ. M&aacute;y to&agrave;n đạc ph&aacute;t tia laser trực tiếp tới bề mặt mục ti&ecirc;u v&agrave; thu t&iacute;n hiệu phản hồi để x&aacute;c định khoảng c&aacute;ch v&agrave; tọa độ điểm đo.<br />
<br />
Phương ph&aacute;p n&agrave;y cho ph&eacute;p đo c&aacute;c vị tr&iacute;:</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kh&oacute; tiếp cận hoặc kh&ocirc;ng thể đặt gương.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kh&ocirc;ng an to&agrave;n để tiếp cận trực tiếp.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Cần đo nhanh hiện trạng m&agrave; kh&ocirc;ng bố tr&iacute; phụ trợ.</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">&nbsp;</span></span><br />
<h3>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">1.1 Ưu điểm của đo kh&ocirc;ng gương</span></span></h3>
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đo được c&aacute;c vị tr&iacute; &ldquo;bất khả thi&rdquo; với phương ph&aacute;p đo gương.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tăng mức độ an to&agrave;n cho người đo ngo&agrave;i c&ocirc;ng trường.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tiết kiệm thời gian đi gương, giảm nh&acirc;n lực.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Rất hiệu quả khi đo hiện trạng, kiểm tra h&igrave;nh học kết cấu.</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">&nbsp;</span></span>
<h3>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">1.2 Nhược điểm v&agrave; hạn chế kỹ thuật của Non-Prism</span></span></h3>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">B&ecirc;n cạnh ưu điểm, đo kh&ocirc;ng gương tồn tại nhiều hạn chế kỹ thuật cần hiểu r&otilde;:<br />
<br />
<strong>Phụ thuộc mạnh v&agrave;o bề mặt đo</strong></span></span>
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Bề mặt s&aacute;ng, phẳng, kh&ocirc; &rarr; đo xa hơn, ổn định hơn.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Bề mặt tối, th&ocirc;, ẩm, xi&ecirc;n g&oacute;c &rarr; tầm đo giảm r&otilde; rệt, sai số tăng.</span></span></li>
</ul>
<br />
<strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Độ ch&iacute;nh x&aacute;c thấp hơn đo gương</span></span></strong><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kh&ocirc;ng c&oacute; t&acirc;m phản xạ cố định như gương.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Sai số đo khoảng c&aacute;ch lớn hơn v&agrave; k&eacute;m ổn định hơn.</span></span></li>
</ul>
<br />
<strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hao pin hơn</span></span></strong><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đo Non-Prism li&ecirc;n tục ti&ecirc;u thụ pin nhiều hơn so với đo gương.</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">&nbsp;</span></span><br />
<p style="text-align: center;">
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/Thiết kế chưa có tên (40).png" style="width: 800px; height: 671px;" /></span></span></p>
<h3>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">1.3 Những lưu &yacute; quan trọng khi sử dụng đo kh&ocirc;ng gương</span></span></h3>
<br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kh&ocirc;ng sử dụng đo kh&ocirc;ng gương cho mốc khống chế.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kh&ocirc;ng d&ugrave;ng cho dẫn mốc, nghiệm thu ph&aacute;p l&yacute;.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Chỉ d&ugrave;ng cho đo hiện trạng, kiểm tra, tham khảo kỹ thuật.</span></span></li>
</ul>
<h3>
	<br />
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">1.4 Khoảng c&aacute;ch đo kh&ocirc;ng gương của một số d&ograve;ng m&aacute;y phổ biến</span></span></h3>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Khoảng c&aacute;ch c&ocirc;ng bố của nh&agrave; sản xuất thường được đo trong điều kiện ti&ecirc;u chuẩn:</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Leica FlexLine TS03 / TS07 / TS10: ~500 m / ~1000 m (t&ugrave;y cấu h&igrave;nh)</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Nikon N-Series: ~600 m</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Nikon XS-Series: ~800 m</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Topcon GM-100 Series: ~500 m</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Thực tế ngo&agrave;i c&ocirc;ng trường, khoảng c&aacute;ch đo thường ngắn hơn catalogue, phụ thuộc mạnh v&agrave;o bề mặt v&agrave; điều kiện m&ocirc;i trường.<br />
&nbsp;</span></span>
<h3>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">1.5 Khi n&agrave;o n&ecirc;n d&ugrave;ng đo kh&ocirc;ng gương?</span></span></h3>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đo kh&ocirc;ng gương ph&aacute;t huy hiệu quả trong c&aacute;c c&ocirc;ng việc:</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đo chi tiết ho&agrave;n c&ocirc;ng.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đo kiểm tra h&igrave;nh học kết cấu.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đo taluy, v&aacute;ch đứng, v&aacute;ch hầm.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đo c&aacute;c điểm nguy hiểm kh&ocirc;ng thể tiếp cận.</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">&gt; Đo kh&ocirc;ng gương l&agrave; c&ocirc;ng nghệ bổ trợ, kh&ocirc;ng phải để thay thế đo gương.<br />
&nbsp;</span></span>
<h2>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">2. Hỏi v&agrave; Đ&aacute;p: Đo kh&ocirc;ng gương &amp; sai số giao hội</span></span></h2>
<br />
<h3>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">2. 1 V&igrave; sao đo kh&ocirc;ng gương dễ g&acirc;y sai số khi giao hội?</span></span></h3>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">V&igrave; đo Non-Prism phụ thuộc v&agrave;o bề mặt phản xạ, kh&ocirc;ng c&oacute; t&acirc;m phản xạ cố định như gương.<br />
Trong b&agrave;i to&aacute;n giao hội, sai số nhỏ ở từng hướng bắn c&oacute; thể bị ph&oacute;ng đại tại điểm giao, khiến kết quả thiếu ổn định.<br />
&nbsp;</span></span>
<h3>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">2.2 Sai số giao hội khi d&ugrave;ng Non-Prism thường đến từ đ&acirc;u?</span></span></h3>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">C&aacute;c nguy&ecirc;n nh&acirc;n ch&iacute;nh:</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Bề mặt phản xạ kh&ocirc;ng phẳng, kh&ocirc;ng đồng nhất.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tia laser phản xạ kh&ocirc;ng c&ugrave;ng một điểm h&igrave;nh học.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">G&oacute;c bắn xi&ecirc;n, bắn v&agrave;o m&eacute;p cạnh hoặc bề mặt nhỏ.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Sai số đo khoảng c&aacute;ch lớn hơn so với đo gương.</span></span></li>
</ul>
<h3>
	<br />
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">2.3 Đo kh&ocirc;ng gương ảnh hưởng nhiều hơn đến giao hội g&oacute;c hay giao hội cạnh?</span></span></h3>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đo kh&ocirc;ng gương ảnh hưởng mạnh hơn đến giao hội cạnh, v&igrave;:</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Sai số đo khoảng c&aacute;ch của Non-Prism lớn hơn.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trong giao hội cạnh, sai số khoảng c&aacute;ch t&aacute;c động trực tiếp tới vị tr&iacute; điểm giao.</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Với giao hội g&oacute;c, sai số vẫn tồn tại nhưng &iacute;t phụ thuộc hơn v&agrave;o chất lượng phản xạ.<br />
&nbsp;</span></span>
<h3>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">2.4 V&igrave; sao giao hội nghịch đặc biệt nhạy cảm với đo kh&ocirc;ng gương?</span></span></h3>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trong giao hội nghịch:</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Điểm đặt m&aacute;y cần được x&aacute;c định rất ch&iacute;nh x&aacute;c.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kh&ocirc;ng x&aacute;c định được t&acirc;m phản xạ r&otilde; r&agrave;ng.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">C&aacute;c trạm c&oacute; thể &ldquo;nh&igrave;n&rdquo; v&agrave;o những điểm kh&aacute;c nhau tr&ecirc;n c&ugrave;ng một bề mặt.</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Điều n&agrave;y khiến sai số kh&oacute; kiểm so&aacute;t v&agrave; kh&oacute; ph&aacute;t hiện.<br />
&nbsp;</span></span>
<h3>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">2.5 C&oacute; thể giảm sai số khi buộc phải giao hội bằng Non-Prism kh&ocirc;ng?</span></span></h3>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">C&oacute; thể giảm rủi ro, nhưng kh&ocirc;ng loại bỏ ho&agrave;n to&agrave;n, bằng c&aacute;ch:</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Chọn bề mặt phẳng, s&aacute;ng, r&otilde; r&agrave;ng.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tr&aacute;nh bắn v&agrave;o m&eacute;p cạnh hoặc bề mặt nhỏ.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Ngắm vu&ocirc;ng g&oacute;c với bề mặt.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đo lặp nhiều lần để kiểm tra.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kết hợp kiểm tra ch&eacute;o bằng phương ph&aacute;p kh&aacute;c.</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Chỉ &aacute;p dụng cho đo tham khảo, kh&ocirc;ng d&ugrave;ng cho mốc.<br />
&nbsp;</span></span>
<h3>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">2.6&nbsp; Khi n&agrave;o tuyệt đối kh&ocirc;ng n&ecirc;n d&ugrave;ng Non-Prism cho giao hội?</span></span></h3>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kh&ocirc;ng sử dụng trong c&aacute;c trường hợp:</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Dẫn mốc tọa độ.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Thiết lập lưới khống chế.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Mốc ph&aacute;p l&yacute;, nghiệm thu c&ocirc;ng tr&igrave;nh.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">C&ocirc;ng việc y&ecirc;u cầu độ ch&iacute;nh x&aacute;c cao (cm &ndash; mm).</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">&nbsp;</span></span>
<h3>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">2.7 V&igrave; sao đo gương vẫn l&agrave; phương ph&aacute;p chuẩn cho giao hội?</span></span></h3>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">V&igrave; khi đo gương:</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">C&oacute; t&acirc;m phản xạ x&aacute;c định r&otilde; r&agrave;ng.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Sai số đo khoảng c&aacute;ch nhỏ v&agrave; ổn định.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">C&aacute;c trạm c&ugrave;ng x&aacute;c định một điểm h&igrave;nh học duy nhất.</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đ&acirc;y l&agrave; yếu tố then chốt trong c&aacute;c b&agrave;i to&aacute;n giao hội.<br />
&nbsp;</span></span>
<h3>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">2.8 C&oacute; n&ecirc;n coi đo kh&ocirc;ng gương l&agrave; phương ph&aacute;p thay thế đo gương?</span></span></h3>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kh&ocirc;ng. Đo kh&ocirc;ng gương l&agrave; giải ph&aacute;p bổ trợ, kh&ocirc;ng phải phương ph&aacute;p thay thế.<br />
<br />
Khuyến nghị n&ecirc;n tu&acirc;n thủ quy tắc kỹ thuật:</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">C&oacute; thể đặt gương &rarr; ưu ti&ecirc;n đo gương.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kh&ocirc;ng thể đặt gương &rarr; d&ugrave;ng Non-Prism đ&uacute;ng mục đ&iacute;ch.</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">&nbsp;<br />
&gt;&gt;&gt; Đo kh&ocirc;ng gương (Non-Prism) mang lại nhiều tiện lợi trong đo hiện trạng v&agrave; c&aacute;c vị tr&iacute; kh&oacute; tiếp cận, tuy nhi&ecirc;n phương ph&aacute;p n&agrave;y nhạy cảm với sai số, đặc biệt trong c&aacute;c b&agrave;i to&aacute;n giao hội.<br />
Trong thực tế, giao hội thuận c&oacute; thể c&acirc;n nhắc sử dụng đo kh&ocirc;ng gương cho mục đ&iacute;ch tham khảo, khi điều kiện bề mặt cho ph&eacute;p. Ngược lại, giao hội nghịch kh&ocirc;ng được khuyến nghị sử dụng Non-Prism do sai số kh&oacute; kiểm so&aacute;t.&nbsp;Đối với c&aacute;c c&ocirc;ng việc thiết lập lưới khống chế, dẫn mốc tọa độ v&agrave; hồ sơ ph&aacute;p l&yacute;, việc đo bằng gương phản xạ l&agrave; bắt buộc để đảm bảo độ ch&iacute;nh x&aacute;c v&agrave; gi&aacute; trị ph&aacute;p l&yacute; của số liệu.</span></span><br />
<br />
<p style="text-align: center;">
	<img alt="" src="/admin/webroot/upload/image/images/CHỌN ANH TÀI (16).png" style="width: 800px; height: 618px;" /></p>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">&nbsp;</span></span>',
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			'shortdes' => '<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đo kh&ocirc;ng gương (Non-Prism) tr&ecirc;n m&aacute;y to&agrave;n đạc l&agrave; g&igrave;? Khi n&agrave;o n&ecirc;n d&ugrave;ng, khi n&agrave;o kh&ocirc;ng n&ecirc;n d&ugrave;ng? Ph&acirc;n t&iacute;ch ưu nhược điểm, sai số giao hội v&agrave; khuyến nghị kỹ thuật khi đo Non-Prism tr&ecirc;n m&aacute;y to&agrave;n đạc.</span></span>',
			'content' => '<em><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trong thực tế thi c&ocirc;ng v&agrave; đo đạc, đo kh&ocirc;ng gương (Non-Prism) l&agrave; một t&iacute;nh năng rất hữu &iacute;ch của m&aacute;y to&agrave;n đạc, nhưng cũng tiềm ẩn nhiều rủi ro sai số nếu sử dụng kh&ocirc;ng đ&uacute;ng mục đ&iacute;ch. B&agrave;i viết dưới đ&acirc;y sẽ ph&acirc;n t&iacute;ch bản chất đo Non-Prism, phạm vi ứng dụng, ưu &ndash; nhược điểm, ảnh hưởng đến giao hội v&agrave; c&aacute;c khuyến nghị kỹ thuật cần tu&acirc;n thủ.</span></span></em><br />
<h2>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">1. Đo kh&ocirc;ng gương (Non-Prism) l&agrave; g&igrave;?</span></span></h2>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trong thực tế đo đạc, kh&ocirc;ng phải l&uacute;c n&agrave;o cũng c&oacute; thể đặt được gương phản xạ. C&aacute;c vị tr&iacute; như tường cao, taluy, v&aacute;ch hầm, kết cấu th&eacute;p, khu vực đang thi c&ocirc;ng hoặc nguy hiểm l&agrave; những trường hợp điển h&igrave;nh.<br />
Đo kh&ocirc;ng gương (Non-Prism) l&agrave; phương ph&aacute;p đo khoảng c&aacute;ch kh&ocirc;ng sử dụng gương phản xạ. M&aacute;y to&agrave;n đạc ph&aacute;t tia laser trực tiếp tới bề mặt mục ti&ecirc;u v&agrave; thu t&iacute;n hiệu phản hồi để x&aacute;c định khoảng c&aacute;ch v&agrave; tọa độ điểm đo.<br />
<br />
Phương ph&aacute;p n&agrave;y cho ph&eacute;p đo c&aacute;c vị tr&iacute;:</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kh&oacute; tiếp cận hoặc kh&ocirc;ng thể đặt gương.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kh&ocirc;ng an to&agrave;n để tiếp cận trực tiếp.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Cần đo nhanh hiện trạng m&agrave; kh&ocirc;ng bố tr&iacute; phụ trợ.</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">&nbsp;</span></span><br />
<h3>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">1.1 Ưu điểm của đo kh&ocirc;ng gương</span></span></h3>
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đo được c&aacute;c vị tr&iacute; &ldquo;bất khả thi&rdquo; với phương ph&aacute;p đo gương.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tăng mức độ an to&agrave;n cho người đo ngo&agrave;i c&ocirc;ng trường.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tiết kiệm thời gian đi gương, giảm nh&acirc;n lực.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Rất hiệu quả khi đo hiện trạng, kiểm tra h&igrave;nh học kết cấu.</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">&nbsp;</span></span>
<h3>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">1.2 Nhược điểm v&agrave; hạn chế kỹ thuật của Non-Prism</span></span></h3>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">B&ecirc;n cạnh ưu điểm, đo kh&ocirc;ng gương tồn tại nhiều hạn chế kỹ thuật cần hiểu r&otilde;:<br />
<br />
<strong>Phụ thuộc mạnh v&agrave;o bề mặt đo</strong></span></span>
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Bề mặt s&aacute;ng, phẳng, kh&ocirc; &rarr; đo xa hơn, ổn định hơn.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Bề mặt tối, th&ocirc;, ẩm, xi&ecirc;n g&oacute;c &rarr; tầm đo giảm r&otilde; rệt, sai số tăng.</span></span></li>
</ul>
<strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Độ ch&iacute;nh x&aacute;c thấp hơn đo gương</span></span></strong><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kh&ocirc;ng c&oacute; t&acirc;m phản xạ cố định như gương.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Sai số đo khoảng c&aacute;ch lớn hơn v&agrave; k&eacute;m ổn định hơn.</span></span></li>
</ul>
<strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hao pin hơn</span></span></strong><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đo Non-Prism li&ecirc;n tục ti&ecirc;u thụ pin nhiều hơn so với đo gương.</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">&nbsp;</span></span><br />
<p style="text-align: center;">
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/Thiết kế chưa có tên (40).png" style="width: 800px; height: 671px;" /></span></span></p>
<h3>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">1.3 Những lưu &yacute; quan trọng khi sử dụng đo kh&ocirc;ng gương</span></span></h3>
<br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kh&ocirc;ng sử dụng đo kh&ocirc;ng gương cho mốc khống chế.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kh&ocirc;ng d&ugrave;ng cho dẫn mốc, nghiệm thu ph&aacute;p l&yacute;.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Chỉ d&ugrave;ng cho đo hiện trạng, kiểm tra, tham khảo kỹ thuật.</span></span></li>
</ul>
<h3>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">1.4 Khoảng c&aacute;ch đo kh&ocirc;ng gương của một số d&ograve;ng m&aacute;y phổ biến</span></span></h3>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Khoảng c&aacute;ch c&ocirc;ng bố của nh&agrave; sản xuất thường được đo trong điều kiện ti&ecirc;u chuẩn:</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Leica FlexLine TS03 / TS07 / TS10: ~500 m / ~1000 m (t&ugrave;y cấu h&igrave;nh)</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Nikon N-Series: ~600 m</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Nikon XS-Series: ~800 m</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Topcon GM-100 Series: ~500 m</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Thực tế ngo&agrave;i c&ocirc;ng trường, khoảng c&aacute;ch đo thường ngắn hơn catalogue, phụ thuộc mạnh v&agrave;o bề mặt v&agrave; điều kiện m&ocirc;i trường.<br />
&nbsp;</span></span>
<h3>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">1.5 Khi n&agrave;o n&ecirc;n d&ugrave;ng đo kh&ocirc;ng gương?</span></span></h3>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đo kh&ocirc;ng gương ph&aacute;t huy hiệu quả trong c&aacute;c c&ocirc;ng việc:</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đo chi tiết ho&agrave;n c&ocirc;ng.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đo kiểm tra h&igrave;nh học kết cấu.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đo taluy, v&aacute;ch đứng, v&aacute;ch hầm.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đo c&aacute;c điểm nguy hiểm kh&ocirc;ng thể tiếp cận.</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">&gt; Đo kh&ocirc;ng gương l&agrave; c&ocirc;ng nghệ bổ trợ, kh&ocirc;ng phải để thay thế đo gương.<br />
&nbsp;</span></span>
<h2>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">2. Hỏi v&agrave; Đ&aacute;p: Đo kh&ocirc;ng gương &amp; sai số giao hội</span></span></h2>
<h3>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">2. 1 V&igrave; sao đo kh&ocirc;ng gương dễ g&acirc;y sai số khi giao hội?</span></span></h3>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">V&igrave; đo Non-Prism phụ thuộc v&agrave;o bề mặt phản xạ, kh&ocirc;ng c&oacute; t&acirc;m phản xạ cố định như gương.<br />
Trong b&agrave;i to&aacute;n giao hội, sai số nhỏ ở từng hướng bắn c&oacute; thể bị ph&oacute;ng đại tại điểm giao, khiến kết quả thiếu ổn định.<br />
&nbsp;</span></span>
<h3>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">2.2 Sai số giao hội khi d&ugrave;ng Non-Prism thường đến từ đ&acirc;u?</span></span></h3>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">C&aacute;c nguy&ecirc;n nh&acirc;n ch&iacute;nh:</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Bề mặt phản xạ kh&ocirc;ng phẳng, kh&ocirc;ng đồng nhất.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tia laser phản xạ kh&ocirc;ng c&ugrave;ng một điểm h&igrave;nh học.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">G&oacute;c bắn xi&ecirc;n, bắn v&agrave;o m&eacute;p cạnh hoặc bề mặt nhỏ.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Sai số đo khoảng c&aacute;ch lớn hơn so với đo gương.</span></span></li>
</ul>
<h3>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">2.3 Đo kh&ocirc;ng gương ảnh hưởng nhiều hơn đến giao hội g&oacute;c hay giao hội cạnh?</span></span></h3>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đo kh&ocirc;ng gương ảnh hưởng mạnh hơn đến giao hội cạnh, v&igrave;:</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Sai số đo khoảng c&aacute;ch của Non-Prism lớn hơn.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trong giao hội cạnh, sai số khoảng c&aacute;ch t&aacute;c động trực tiếp tới vị tr&iacute; điểm giao.</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Với giao hội g&oacute;c, sai số vẫn tồn tại nhưng &iacute;t phụ thuộc hơn v&agrave;o chất lượng phản xạ.<br />
&nbsp;</span></span>
<h3>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">2.4 V&igrave; sao giao hội nghịch đặc biệt nhạy cảm với đo kh&ocirc;ng gương?</span></span></h3>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trong giao hội nghịch:</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Điểm đặt m&aacute;y cần được x&aacute;c định rất ch&iacute;nh x&aacute;c.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kh&ocirc;ng x&aacute;c định được t&acirc;m phản xạ r&otilde; r&agrave;ng.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">C&aacute;c trạm c&oacute; thể &ldquo;nh&igrave;n&rdquo; v&agrave;o những điểm kh&aacute;c nhau tr&ecirc;n c&ugrave;ng một bề mặt.</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Điều n&agrave;y khiến sai số kh&oacute; kiểm so&aacute;t v&agrave; kh&oacute; ph&aacute;t hiện.<br />
&nbsp;</span></span>
<h3>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">2.5 C&oacute; thể giảm sai số khi buộc phải giao hội bằng Non-Prism kh&ocirc;ng?</span></span></h3>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">C&oacute; thể giảm rủi ro, nhưng kh&ocirc;ng loại bỏ ho&agrave;n to&agrave;n, bằng c&aacute;ch:</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Chọn bề mặt phẳng, s&aacute;ng, r&otilde; r&agrave;ng.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tr&aacute;nh bắn v&agrave;o m&eacute;p cạnh hoặc bề mặt nhỏ.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Ngắm vu&ocirc;ng g&oacute;c với bề mặt.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đo lặp nhiều lần để kiểm tra.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kết hợp kiểm tra ch&eacute;o bằng phương ph&aacute;p kh&aacute;c.</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Chỉ &aacute;p dụng cho đo tham khảo, kh&ocirc;ng d&ugrave;ng cho mốc.<br />
&nbsp;</span></span>
<h3>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">2.6&nbsp; Khi n&agrave;o tuyệt đối kh&ocirc;ng n&ecirc;n d&ugrave;ng Non-Prism cho giao hội?</span></span></h3>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kh&ocirc;ng sử dụng trong c&aacute;c trường hợp:</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Dẫn mốc tọa độ.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Thiết lập lưới khống chế.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Mốc ph&aacute;p l&yacute;, nghiệm thu c&ocirc;ng tr&igrave;nh.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">C&ocirc;ng việc y&ecirc;u cầu độ ch&iacute;nh x&aacute;c cao (cm &ndash; mm).</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">&nbsp;</span></span>
<h3>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">2.7 V&igrave; sao đo gương vẫn l&agrave; phương ph&aacute;p chuẩn cho giao hội?</span></span></h3>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">V&igrave; khi đo gương:</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">C&oacute; t&acirc;m phản xạ x&aacute;c định r&otilde; r&agrave;ng.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Sai số đo khoảng c&aacute;ch nhỏ v&agrave; ổn định.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">C&aacute;c trạm c&ugrave;ng x&aacute;c định một điểm h&igrave;nh học duy nhất.</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đ&acirc;y l&agrave; yếu tố then chốt trong c&aacute;c b&agrave;i to&aacute;n giao hội.<br />
&nbsp;</span></span>
<h3>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">2.8 C&oacute; n&ecirc;n coi đo kh&ocirc;ng gương l&agrave; phương ph&aacute;p thay thế đo gương?</span></span></h3>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kh&ocirc;ng. Đo kh&ocirc;ng gương l&agrave; giải ph&aacute;p bổ trợ, kh&ocirc;ng phải phương ph&aacute;p thay thế.<br />
<br />
Khuyến nghị n&ecirc;n tu&acirc;n thủ quy tắc kỹ thuật:</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">C&oacute; thể đặt gương &rarr; ưu ti&ecirc;n đo gương.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kh&ocirc;ng thể đặt gương &rarr; d&ugrave;ng Non-Prism đ&uacute;ng mục đ&iacute;ch.</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">&nbsp;<br />
&gt;&gt;&gt; Đo kh&ocirc;ng gương (Non-Prism) mang lại nhiều tiện lợi trong đo hiện trạng v&agrave; c&aacute;c vị tr&iacute; kh&oacute; tiếp cận, tuy nhi&ecirc;n phương ph&aacute;p n&agrave;y nhạy cảm với sai số, đặc biệt trong c&aacute;c b&agrave;i to&aacute;n giao hội.<br />
Trong thực tế, giao hội thuận c&oacute; thể c&acirc;n nhắc sử dụng đo kh&ocirc;ng gương cho mục đ&iacute;ch tham khảo, khi điều kiện bề mặt cho ph&eacute;p. Ngược lại, giao hội nghịch kh&ocirc;ng được khuyến nghị sử dụng Non-Prism do sai số kh&oacute; kiểm so&aacute;t.&nbsp;Đối với c&aacute;c c&ocirc;ng việc thiết lập lưới khống chế, dẫn mốc tọa độ v&agrave; hồ sơ ph&aacute;p l&yacute;, việc đo bằng gương phản xạ l&agrave; bắt buộc để đảm bảo độ ch&iacute;nh x&aacute;c v&agrave; gi&aacute; trị ph&aacute;p l&yacute; của số liệu.</span></span><br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">&nbsp;</span></span>',
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			'shortdes' => '<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Leica TS20 l&agrave; d&ograve;ng m&aacute;y to&agrave;n đạc điện tử robot cao cấp của Leica Geosystems, được thiết kế để đ&aacute;p ứng c&aacute;c y&ecirc;u cầu khắt khe trong khảo s&aacute;t, thi c&ocirc;ng hạ tầng, đo vẽ bản đồ v&agrave; x&acirc;y dựng c&ocirc;ng nghiệp. Leica TS20 tập trung v&agrave;o tự động h&oacute;a, độ ổn định v&agrave; độ ch&iacute;nh x&aacute;c cao, gi&uacute;p tối ưu thao t&aacute;c hiện trường v&agrave; n&acirc;ng cao hiệu suất l&agrave;m việc trong mọi điều kiện c&ocirc;ng trường phức tạp.</span></span>',
			'content' => '<p>
	<span style="font-family:tahoma,geneva,sans-serif;"><span style="font-size:14px;"><em>Leica TS20 l&agrave; d&ograve;ng m&aacute;y to&agrave;n đạc điện tử robot cao cấp của Leica Geosystems, được ph&aacute;t triển cho c&aacute;c c&ocirc;ng việc khảo s&aacute;t, thi c&ocirc;ng hạ tầng, đo vẽ bản đồ v&agrave; x&acirc;y dựng c&ocirc;ng nghiệp. D&ograve;ng m&aacute;y n&agrave;y tập trung v&agrave;o tự động h&oacute;a, độ ổn định v&agrave; độ ch&iacute;nh x&aacute;c cao, gi&uacute;p tối ưu thao t&aacute;c hiện trường v&agrave; n&acirc;ng cao hiệu suất l&agrave;m việc trong điều kiện c&ocirc;ng trường phức tạp.</em><br />
	<br />
	Trong thực tế triển khai, Leica TS20 được cung cấp với nhiều cấu h&igrave;nh t&iacute;nh năng kh&aacute;c nhau nhằm đ&aacute;p ứng đa dạng nhu cầu sử dụng. Tr&ecirc;n thị trường v&agrave; trong t&agrave;i liệu kỹ thuật, c&aacute;c cấu h&igrave;nh n&agrave;y thường được ph&acirc;n nh&oacute;m như sau:</span></span></p>
<ul>
	<li>
		<span style="font-family:tahoma,geneva,sans-serif;"><span style="font-size:14px;">Auto Aiming (<strong>TS20 A</strong>): Hỗ trợ tự động ngắm gương (ATR).</span></span></li>
	<li>
		<span style="font-family:tahoma,geneva,sans-serif;"><span style="font-size:14px;">PowerSearch (<strong>TS20 P</strong>): Bổ sung khả năng tự động t&igrave;m gương.</span></span></li>
	<li>
		<span style="font-family:tahoma,geneva,sans-serif;"><span style="font-size:14px;">Imaging (<strong>TS20 I</strong>): T&iacute;ch hợp camera v&agrave; c&aacute;c thuật to&aacute;n AI hỗ trợ đo đạc, cho ph&eacute;p nhận dạng mục ti&ecirc;u, theo d&otilde;i chuyển động v&agrave; thu điểm bằng h&igrave;nh ảnh trong m&ocirc;i trường phức tạp.</span></span></li>
</ul>
<p>
	<br />
	<span style="font-family:tahoma,geneva,sans-serif;"><span style="font-size:14px;">B&ecirc;n cạnh c&aacute;c cấu h&igrave;nh t&iacute;nh năng, Leica TS20 c&ograve;n c&oacute; c&aacute;c t&ugrave;y chọn kỹ thuật chung, bao gồm:</span></span></p>
<ul>
	<li>
		<span style="font-family:tahoma,geneva,sans-serif;"><span style="font-size:14px;">Độ ch&iacute;nh x&aacute;c đo g&oacute;c: 1&Prime; / 2&Prime; / 3&Prime; / 5&Prime;</span></span></li>
	<li>
		<span style="font-family:tahoma,geneva,sans-serif;"><span style="font-size:14px;">Tầm đo kh&ocirc;ng gương (EDM): 800 m hoặc 1600 m</span></span></li>
</ul>
<p>
	<br />
	<span style="font-family:tahoma,geneva,sans-serif;"><span style="font-size:14px;">Mức độ tự động h&oacute;a v&agrave; hỗ trợ AI phụ thuộc v&agrave;o cấu h&igrave;nh được lựa chọn, trong đ&oacute; TS20 I l&agrave; cấu h&igrave;nh cao cấp nhất, ph&ugrave; hợp cho c&aacute;c dự &aacute;n y&ecirc;u cầu hiệu suất, độ tin cậy v&agrave; kiểm so&aacute;t chất lượng cao.</span></span><br />
	&nbsp;</p>
<p style="text-align: center;">
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/Leica-TS20-Application-Tunnel-300dpi-2-2048x1365.jpg" style="width: 800px; height: 533px;" /></span></span></p>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Leica TS20I &ndash; Phi&ecirc;n bản t&iacute;ch hợp Camera &amp; AI</strong><br />
<br />
Chỉ phi&ecirc;n bản TS20I (Imaging) mới được Leica trang bị camera v&agrave; c&aacute;c thuật to&aacute;n AI hỗ trợ đo đạc, gi&uacute;p n&acirc;ng tầm hiệu quả khảo s&aacute;t hiện đại.<br />
<br />
<strong>AI &ndash; C&ocirc;ng nghệ tạo kh&aacute;c biệt tr&ecirc;n TS20I.</strong><br />
<br />
Tr&ecirc;n TS20I, Leica ứng dụng AI kết hợp camera v&agrave; thuật to&aacute;n xử l&yacute; th&ocirc;ng minh, cho ph&eacute;p:</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Nhận dạng mục ti&ecirc;u ch&iacute;nh x&aacute;c hơn.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Theo d&otilde;i chuyển động mục ti&ecirc;u ổn định hơn.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hạn chế nhầm lẫn trong m&ocirc;i trường nhiều vật phản xạ.</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">C&aacute;c xử l&yacute; n&agrave;y được thực hiện trực tiếp tr&ecirc;n thiết bị, gi&uacute;p đảm bảo tốc độ, độ ổn định v&agrave; an to&agrave;n dữ liệu khi l&agrave;m việc ngo&agrave;i hiện trường.<br />
&nbsp;<br />
<strong>AI-Detect &ndash; Nhận dạng gương &amp; cảnh b&aacute;o sai cấu h&igrave;nh (TS20I)</strong><br />
<br />
Sai loại gương l&agrave; nguy&ecirc;n nh&acirc;n phổ biến g&acirc;y sai offset v&agrave; sai số đo.&nbsp;AI-Detect (chỉ c&oacute; tr&ecirc;n TS20I) sử dụng camera để:</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Nhận dạng loại gương Leica đang đo.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">So s&aacute;nh với cấu h&igrave;nh gương trong Leica Captivate.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Cảnh b&aacute;o ngay khi ph&aacute;t hiện kh&ocirc;ng khớp.</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">T&iacute;nh năng n&agrave;y gi&uacute;p:</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Giảm lỗi chủ quan.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tr&aacute;nh đo sai &ndash; l&agrave;m lại.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">N&acirc;ng cao độ tin cậy dữ liệu thi c&ocirc;ng.</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">&nbsp;<br />
<strong>AI-Follow (Dynamic Lock n&acirc;ng cao) &ndash; Theo d&otilde;i mục ti&ecirc;u mượt m&agrave;</strong><br />
<br />
Tr&ecirc;n TS20I, AI hỗ trợ khả năng dự đo&aacute;n chuyển động của lăng k&iacute;nh khi:</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Bị che khuất tạm thời.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Di chuyển trong m&ocirc;i trường đ&ocirc;ng người, m&aacute;y m&oacute;c.</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Nhờ đ&oacute;, TS20I gi&uacute;p:</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kh&oacute;a lại mục ti&ecirc;u nhanh hơn.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hạn chế mất tia.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Giữ qu&aacute; tr&igrave;nh đo li&ecirc;n tục, ổn định.</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">&nbsp;<br />
<strong>AI tăng cường ATR &amp; PowerSearch (TS20I)</strong><br />
<br />
Thuật to&aacute;n AI gi&uacute;p ATR v&agrave; PowerSearch tr&ecirc;n TS20I hoạt động hiệu quả hơn trong c&aacute;c điều kiện kh&oacute;:</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Sương m&ugrave; nhẹ, mưa bụi.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Gương che khuất một phần.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Nhiều điểm phản xạ trong v&ugrave;ng qu&eacute;t.</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đ&acirc;y l&agrave; kh&aacute;c biệt lớn giữa TS20I v&agrave; TS20A / TS20P.</span></span><br />
<p style="text-align: center;">
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/Leica-TS20-Application-Cadastral-Surveying-300dpi-15-1-2048x1365.jpg" style="width: 800px; height: 533px;" /></span></span></p>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">&nbsp;<br />
<strong>C&aacute;c thế mạnh chung của d&ograve;ng Leica TS20</strong><br />
<br />
B&ecirc;n cạnh AI tr&ecirc;n TS20I, to&agrave;n bộ d&ograve;ng TS20 vẫn kế thừa những gi&aacute; trị cốt l&otilde;i của Leica:</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Độ ch&iacute;nh x&aacute;c đo g&oacute;c &amp; khoảng c&aacute;ch cao,</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Động cơ Direct Drives nhanh, &ecirc;m, kh&ocirc;ng ma s&aacute;t,</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Phần mềm Leica Captivate trực quan, dễ thao t&aacute;c,</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Ph&iacute;m Trigger đo nhanh,</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Lưu trữ dữ liệu lớn, xuất file linh hoạt,</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kết cấu bền bỉ, chuẩn c&ocirc;ng trường,</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Dọi t&acirc;m laser/quang học ch&iacute;nh x&aacute;c.</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">&nbsp;<br />
<strong>Lợi &iacute;ch thực tế khi sử dụng Leica TS20</strong></span></span><br />
<br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tăng tốc độ đo &amp; bố tr&iacute; c&ocirc;ng tr&igrave;nh,</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Giảm nh&acirc;n lực vận h&agrave;nh,</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hạn chế sai s&oacute;t hiện trường,</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Dữ liệu ổn định, đ&aacute;ng tin cậy,</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Ph&ugrave; hợp từ khảo s&aacute;t địa h&igrave;nh đến thi c&ocirc;ng c&ocirc;ng tr&igrave;nh lớn.</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">&nbsp;</span></span><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">&nbsp;<br />
<strong>BẢNG SO S&Aacute;NH: TS20A vs TS20P vs TS20I</strong></span></span><br />
<br />
<br />
<table border="0" cellpadding="0" style="width: 100%">
	<thead>
		<tr>
			<th>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>T&iacute;nh năng / Chức năng</strong></span></span><br />
				&nbsp;</th>
			<th>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>TS20A</strong><br />
				<strong>(Auto Aiming)</strong></span></span><br />
				&nbsp;</th>
			<th>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>TS20P</strong><br />
				<strong>(PowerSearch)</strong></span></span><br />
				&nbsp;</th>
			<th>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>TS20I</strong><br />
				<strong>(Imaging/ Camera &amp; AI)</strong></span></span><br />
				&nbsp;</th>
		</tr>
	</thead>
	<tbody>
		<tr>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Tự động ngắm mục ti&ecirc;u (ATR)</span></span></td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">C&oacute;<br />
				(ATR ti&ecirc;u chuẩn)</span></span></td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">C&oacute;<br />
				(ATR ti&ecirc;u chuẩn)</span></span></td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">C&oacute;<br />
				(ATR tăng cường nhờ camera &amp; thuật to&aacute;n)</span></span></td>
		</tr>
		<tr>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Tự động t&igrave;m gương (PowerSearch)</span></span></td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Kh&ocirc;ng</span></span></td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">C&oacute;</span></span></td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">C&oacute;<br />
				(kết hợp camera &amp; thuật to&aacute;n n&acirc;ng cao)</span></span></td>
		</tr>
		<tr>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Camera t&iacute;ch hợp</span></span></td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Kh&ocirc;ng</span></span></td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Kh&ocirc;ng</span></span></td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">C&oacute;</span></span></td>
		</tr>
		<tr>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Thu điểm bằng h&igrave;nh ảnh</span></span></td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Kh&ocirc;ng</span></span></td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Kh&ocirc;ng</span></span></td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">C&oacute;</span></span></td>
		</tr>
		<tr>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Nhận dạng mục ti&ecirc;u / gương (AI-Detect)</span></span></td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Kh&ocirc;ng</span></span></td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Kh&ocirc;ng</span></span></td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">C&oacute;</span></span></td>
		</tr>
		<tr>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Theo d&otilde;i mục ti&ecirc;u di chuyển (Dynamic Lock)</span></span></td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Kh&ocirc;ng</span></span></td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Kh&ocirc;ng</span></span></td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">C&oacute;</span></span></td>
		</tr>
		<tr>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Khả năng giữ b&aacute;m khi mục ti&ecirc;u<br />
				che khuất ngắn hạn</span></span></td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Kh&ocirc;ng</span></span></td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Kh&ocirc;ng</span></span></td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">C&oacute; (AI-Follow)</span></span></td>
		</tr>
		<tr>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">L&agrave;m việc hiệu quả trong m&ocirc;i trường<br />
				nhiều phản xạ</span></span></td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Ti&ecirc;u chuẩn</span></span></td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Ti&ecirc;u chuẩn</span></span></td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Tối ưu hơn nhờ camera &amp; thuật to&aacute;n</span></span></td>
		</tr>
		<tr>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Mức độ tự động h&oacute;a</span></span></td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Cơ bản</span></span></td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Trung b&igrave;nh</span></span></td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Cao nhất</span></span></td>
		</tr>
		<tr>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Hỗ trợ đo kh&ocirc;ng người<br />
				(one-man operation)</span></span></td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">C&oacute;</span></span></td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">C&oacute;</span></span></td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">C&oacute; (ổn định nhất)</span></span></td>
		</tr>
		<tr>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Phần mềm vận h&agrave;nh</span></span></td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Leica Captivate</span></span></td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Leica Captivate</span></span></td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Leica Captivate</span></span></td>
		</tr>
		<tr>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Ứng dụng ph&ugrave; hợp</span></span></td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Đo topo, bố tr&iacute; cơ bản</span></span></td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Đo nhanh, nhiều trạm</span></span></td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Quan trắc, đo phức tạp</span></span></td>
		</tr>
	</tbody>
</table>
<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">&nbsp;</span></span><br />
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">&gt; Xem th&ecirc;m Cataloge TS20: <a href="https://drive.google.com/file/d/1KRyhFd21zOZpYZFqy6uUF-xJFJkJJGmE/view?usp=sharing">TẠI Đ&Acirc;Y</a></span></span><br />
&nbsp;&nbsp;<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">&nbsp;</span></span><br />
<div style="text-align: start;">
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<span style="color: rgb(51, 51, 51); font-family: tahoma, geneva, sans-serif; font-size: 14px; text-align: justify;">&nbsp;</span>',
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			'name' => 'Kiểm tra cao độ sàn nhà xưởng bằng máy thủy bình – Giải pháp chính xác cho thi công công nghiệp!',
			'code' => null,
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			'cat_id' => '40',
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			'shortdes' => '<p data-end="637" data-start="299">
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trong x&acirc;y dựng nh&agrave; xưởng, nh&agrave; m&aacute;y v&agrave; khu c&ocirc;ng nghiệp, kiểm tra cao độ s&agrave;n l&agrave; c&ocirc;ng t&aacute;c bắt buộc nhằm đảm bảo độ phẳng, cao độ đồng nhất v&agrave; khả năng tho&aacute;t nước đ&uacute;ng thiết kế.&nbsp;Chỉ một sai số nhỏ v&agrave;i milimet cũng c&oacute; thể ảnh hưởng đến vận h&agrave;nh m&aacute;y m&oacute;c, lưu th&ocirc;ng xe n&acirc;ng, tuổi thọ s&agrave;n b&ecirc; t&ocirc;ng v&agrave; chất lượng nghiệm thu c&ocirc;ng tr&igrave;nh.&nbsp;Ch&iacute;nh v&igrave; vậy, m&aacute;y thủy b&igrave;nh lu&ocirc;n l&agrave; thiết bị được kỹ sư trắc địa &ndash; x&acirc;y dựng tin d&ugrave;ng để kiểm tra cao độ s&agrave;n nh&agrave; xưởng với độ ch&iacute;nh x&aacute;c v&agrave; độ ổn định cao.<br />
	&nbsp;</span></span></p>
',
			'content' => '<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><em>Trong x&acirc;y dựng nh&agrave; xưởng, nh&agrave; m&aacute;y v&agrave; khu c&ocirc;ng nghiệp, kiểm tra cao độ s&agrave;n l&agrave; c&ocirc;ng t&aacute;c bắt buộc nhằm đảm bảo độ phẳng, cao độ đồng nhất v&agrave; khả năng tho&aacute;t nước đ&uacute;ng thiết kế.&nbsp;Chỉ một sai số nhỏ v&agrave;i milimet cũng c&oacute; thể ảnh hưởng đến vận h&agrave;nh m&aacute;y m&oacute;c, lưu th&ocirc;ng xe n&acirc;ng, tuổi thọ s&agrave;n b&ecirc; t&ocirc;ng v&agrave; chất lượng nghiệm thu c&ocirc;ng tr&igrave;nh.&nbsp;Ch&iacute;nh v&igrave; vậy, m&aacute;y thủy b&igrave;nh lu&ocirc;n l&agrave; thiết bị được kỹ sư trắc địa &ndash; x&acirc;y dựng tin d&ugrave;ng để kiểm tra cao độ s&agrave;n nh&agrave; xưởng nhờ độ ch&iacute;nh x&aacute;c cao v&agrave; t&iacute;nh ổn định l&acirc;u d&agrave;i.<br />
&nbsp;</em></span></span>
<h2>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">1. Tại sao cần kiểm tra cao độ s&agrave;n nh&agrave; xưởng?</span></span></h2>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đo cao độ s&agrave;n bằng m&aacute;y thủy b&igrave;nh gi&uacute;p:</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đảm bảo cao độ v&agrave; độ phẳng đ&uacute;ng hồ sơ thiết kế</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Ph&aacute;t hiện kịp thời c&aacute;c điểm lồi &ndash; l&otilde;m để xử l&yacute; trước khi ho&agrave;n thiện</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Phục vụ c&ocirc;ng t&aacute;c nghiệm thu s&agrave;n b&ecirc; t&ocirc;ng theo ti&ecirc;u chuẩn kỹ thuật</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hạn chế chi ph&iacute; sửa chữa sau khi c&ocirc;ng tr&igrave;nh đưa v&agrave;o sử dụng</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trong thực tế, một số đơn vị sử dụng m&aacute;y c&acirc;n mực laser để kiểm tra cao độ. Tuy nhi&ecirc;n, phương ph&aacute;p n&agrave;y chỉ ph&ugrave; hợp cho khu vực nhỏ.&nbsp;Với nh&agrave; xưởng c&oacute; diện t&iacute;ch lớn, tia laser dễ bị ph&acirc;n t&aacute;n khi chiếu xa, l&agrave;m tăng sai số (c&oacute; thể 5&ndash;10 mm), g&acirc;y kh&oacute; khăn trong kiểm so&aacute;t chất lượng v&agrave; nghiệm thu.<br />
<br />
M&aacute;y thủy b&igrave;nh quang học, với nguy&ecirc;n l&yacute; tia ngắm nằm ngang v&agrave; độ ph&oacute;ng đại ống k&iacute;nh, cho kết quả ổn định v&agrave; tin cậy hơn tr&ecirc;n diện t&iacute;ch s&agrave;n lớn.<br />
&nbsp;</span></span><br />
<p style="text-align: center;">
	<img alt="" src="/admin/webroot/upload/image/images/nhà xưởng(1).jpg" style="width: 512px; height: 302px;" /></p>
<h2>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">2. Ưu điểm của m&aacute;y thủy b&igrave;nh trong kiểm tra cao độ s&agrave;n</span></span></h2>
<br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Độ ch&iacute;nh x&aacute;c cao: sai số khoảng 1&ndash;2 mm/1 km đo kh&eacute;p</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hoạt động ổn định trong nhiều điều kiện &aacute;nh s&aacute;ng</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đọc số trực tiếp tr&ecirc;n mia, hạn chế sai số chủ quan</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Ph&ugrave; hợp đo li&ecirc;n tục nhiều điểm tr&ecirc;n mặt s&agrave;n nh&agrave; xưởng</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Nhờ c&aacute;c ưu điểm n&agrave;y, m&aacute;y thủy b&igrave;nh vẫn l&agrave; thiết bị ti&ecirc;u chuẩn trong kiểm tra cao độ s&agrave;n c&ocirc;ng nghiệp.<br />
&nbsp;</span></span><br />
<h2>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">3. Ti&ecirc;u ch&iacute; lựa chọn m&aacute;y thủy b&igrave;nh đo s&agrave;n nh&agrave; xưởng</span></span></h2>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Để đảm bảo sai số đo trong giới hạn cho ph&eacute;p (&plusmn;2 mm), m&aacute;y thủy b&igrave;nh n&ecirc;n đ&aacute;p ứng c&aacute;c y&ecirc;u cầu sau:</span></span><br />
<br />
<h3>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">3.1 Độ ph&oacute;ng đại ống k&iacute;nh</span></span></h3>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">- Khuyến nghị từ 24X &ndash; 32X.</span></span><br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">- Đọc mia r&otilde; ở khoảng c&aacute;ch 50&ndash;80 m.</span></span>
<h3>
	<br />
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">3.2 Độ ch&iacute;nh x&aacute;c</span></span></h3>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Sai số đo kh&eacute;p tuyến &le; 2.0 mm/1 km</span></span>
<h3>
	<br />
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">3.3 Hệ thống c&acirc;n bằng</span></span></h3>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">- N&ecirc;n sử dụng con lắc từ t&iacute;nh (Magnetic Damping)</span></span><br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">- Gi&uacute;p tia ngắm ổn định nhanh trong m&ocirc;i trường rung động</span></span>
<h3>
	<br />
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">3.4 Ti&ecirc;u chuẩn bảo vệ</span></span></h3>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">- Tối thiểu IP54, ưu ti&ecirc;n IP66</span></span><br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">- Ph&ugrave; hợp m&ocirc;i trường nhiều bụi xi măng v&agrave; nước bắn</span></span><br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">&nbsp;</span></span>
<h2>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">4. C&aacute;c m&aacute;y thủy b&igrave;nh được tin d&ugrave;ng khi kiểm tra cao độ s&agrave;n nh&agrave; xưởng</span></span></h2>
<br />
<h3>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">4.1 M&aacute;y thủy b&igrave;nh Sokkia B40A</span></span></h3>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Sokkia B40A l&agrave; d&ograve;ng m&aacute;y được sử dụng phổ biến trong đo s&agrave;n nh&agrave; xưởng.<br />
Ưu điểm nổi bật:</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Chuẩn chống bụi &ndash; nước IP66, chịu được mưa r&agrave;o</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Con lắc từ t&iacute;nh gi&uacute;p b&ugrave; nghi&ecirc;ng nhanh, chống rung tốt</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Độ ph&oacute;ng đại 24X, đọc mia r&otilde; ở khoảng c&aacute;ch 40&ndash;50 m</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Ph&ugrave; hợp cho thi c&ocirc;ng s&agrave;n nh&agrave; xưởng, nh&agrave; kho v&agrave; khu c&ocirc;ng nghiệp quy m&ocirc; vừa &ndash; lớn.<br />
&nbsp;</span></span>
<p style="text-align: center;">
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/B40A.jpg" style="width: 450px; height: 377px;" /></span></span></p>
<h3>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">4.2 M&aacute;y thủy b&igrave;nh Nikon AC-2S</span></span></h3>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Nikon AC-2S l&agrave; lựa chọn ph&ugrave; hợp khi l&agrave;m việc trong nh&agrave; xưởng thiếu &aacute;nh s&aacute;ng.<br />
Ưu điểm:</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Ống k&iacute;nh Nikon c&oacute; độ s&aacute;ng v&agrave; độ trong cao</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">H&igrave;nh ảnh mia sắc n&eacute;t, giảm mỏi mắt khi đo nhiều điểm</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Thiết kế gọn nhẹ, dễ di chuyển trong kh&ocirc;ng gian hẹp</span></span></li>
</ul>
<p style="text-align: center;">
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">&nbsp;<img alt="" src="/admin/webroot/upload/image/images/Nikon AC2S.jpg" style="width: 450px; height: 377px;" /></span></span></p>
<h3>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">4.3 M&aacute;y thủy b&igrave;nh Leica NA300 series ( NA320/NA324)</span></span></h3>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">D&ograve;ng m&aacute;y d&agrave;nh cho c&aacute;c c&ocirc;ng tr&igrave;nh y&ecirc;u cầu độ ch&iacute;nh x&aacute;c cao.<br />
<br />
Đặc điểm nổi bật:</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Sai số &lt; 1.5 mm/1 km</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Độ bền cơ học cao, chịu va đập tốt</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hoạt động ổn định l&acirc;u d&agrave;i, &iacute;t phải hiệu chỉnh</span></span></li>
</ul>
<p style="text-align: center;">
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Ph&ugrave; hợp cho nh&agrave; m&aacute;y c&ocirc;ng nghệ cao, ph&ograve;ng sạch, khu sản xuất ch&iacute;nh x&aacute;c.<br />
	<br />
	<img alt="" src="/admin/webroot/upload/image/images/476249529_986351956959976_7286419762816488861_n.jpg" style="width: 450px; height: 377px;" /></span></span></p>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">&nbsp;</span></span><br />
<h3>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">4.4 Leica LS15 Digital Level &ndash; M&aacute;y thủy b&igrave;nh điện tử cao cấp</span></span></h3>
<br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Độ ch&iacute;nh x&aacute;c: ~&plusmn;0.2 mm/1 km (với mia invar)</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">T&iacute;nh năng nổi bật:</span></span>
		<ul>
			<li>
				<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tự động lấy n&eacute;t v&agrave; kiểm tra độ nghi&ecirc;ng</span></span></li>
			<li>
				<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">M&agrave;n h&igrave;nh m&agrave;u cảm ứng, giảm sai s&oacute;t do đọc thủ c&ocirc;ng</span></span></li>
			<li>
				<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Bluetooth &amp; USB truyền dữ liệu</span></span></li>
			<li>
				<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Bộ nhớ lưu đến ~30.000 trị đo</span></span></li>
		</ul>
	</li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Độ ph&oacute;ng đại: 32&times;, phạm vi đo l&ecirc;n đến ~110 m</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Ph&ugrave; hợp c&aacute;c dự &aacute;n s&agrave;n c&ocirc;ng nghiệp quan trọng, lưới cao độ ch&iacute;nh x&aacute;c cao, đo kh&eacute;p tuyến.</span></span><br />
<p style="text-align: center;">
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/LS15.jpg" style="width: 450px; height: 396px;" /></span></span></p>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">&nbsp;</span></span><br />
<h3>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">4.5 Trimble DiNi Digital Level Series (Dini-03 / Dini-07)</span></span></h3>
<br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Độ ch&iacute;nh x&aacute;c: t&ugrave;y chọn đến ~0.3 mm/1 km</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Ti&ecirc;u chuẩn bảo vệ: IP55</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Ưu điểm:</span></span>
		<ul>
			<li>
				<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Giao diện trực quan, dễ thao t&aacute;c</span></span></li>
			<li>
				<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Truyền dữ liệu nhanh qua USB</span></span></li>
			<li>
				<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Ph&ugrave; hợp đo lặp nhiều, quan trắc v&agrave; b&aacute;o c&aacute;o số liệu chi tiết</span></span></li>
		</ul>
	</li>
</ul>
<p style="text-align: center;">
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">&nbsp;<img alt="" src="/admin/webroot/upload/image/images/Trimble Dini.jpg" style="width: 450px; height: 450px;" /></span></span></p>
<h2>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">5. Quy tr&igrave;nh kiểm tra cao độ s&agrave;n nh&agrave; xưởng bằng m&aacute;y thủy b&igrave;nh</span></span></h2>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><u><strong>Bước 1</strong></u>: Chia lưới &ocirc; vu&ocirc;ng (Grid Method)</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Chia s&agrave;n th&agrave;nh c&aacute;c &ocirc; 3&times;3 m hoặc 5&times;5 m</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">C&aacute;c giao điểm l&agrave; vị tr&iacute; đặt mia</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong><u>Bước 2</u></strong>: Dẫn mốc cao độ chuẩn</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Thiết lập Benchmark (H₀) ổn định b&ecirc;n ngo&agrave;i khu vực thi c&ocirc;ng</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">L&agrave;m cơ sở so s&aacute;nh cho to&agrave;n bộ số liệu</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong><u>Bước 3</u></strong>: Đo đạc thực địa</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đặt m&aacute;y ở vị tr&iacute; trung t&acirc;m, nền cứng</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">C&acirc;n bằng m&aacute;y ch&iacute;nh x&aacute;c</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đọc BS &rarr; x&aacute;c định HI</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đọc FS tại c&aacute;c n&uacute;t lưới</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><u><strong>Bước 4</strong></u>: Xử l&yacute; v&agrave; đ&aacute;nh gi&aacute; số liệu<br />
&Delta;H = Số đọc thực tế &ndash; Số đọc thiết kế</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">&Delta;H &gt; 0 &rarr; S&agrave;n thấp (l&otilde;m)</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">&Delta;H &lt; 0 &rarr; S&agrave;n cao (lồi)</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">&nbsp;<br />
!!! Lưu &yacute; quan trọng khi kiểm tra cao độ s&agrave;n nh&agrave; xưởng:</span></span><br />
<br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Mốc chuẩn phải ổn định &ndash; quyết định độ tin cậy to&agrave;n bộ ph&eacute;p đo</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Khoảng c&aacute;ch ngắm &le; 40 m để kiểm so&aacute;t sai số</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kiểm tra m&aacute;y trước khi đo: mực nước, ống k&iacute;nh, ch&acirc;n m&aacute;y</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">&nbsp;<br />
&gt;&gt;&gt; Kiểm tra cao độ s&agrave;n nh&agrave; xưởng bằng m&aacute;y thủy b&igrave;nh l&agrave; c&ocirc;ng t&aacute;c kh&ocirc;ng thể thiếu nhằm đảm bảo chất lượng thi c&ocirc;ng, độ phẳng s&agrave;n v&agrave; an to&agrave;n vận h&agrave;nh l&acirc;u d&agrave;i.&nbsp;Việc lựa chọn đ&uacute;ng thiết bị v&agrave; tu&acirc;n thủ quy tr&igrave;nh đo chuẩn sẽ gi&uacute;p kỹ sư v&agrave; nh&agrave; thầu thu được kết quả ch&iacute;nh x&aacute;c &ndash; đ&aacute;ng tin cậy &ndash; dễ nghiệm thu cho mọi dự &aacute;n x&acirc;y dựng c&ocirc;ng nghiệp.</span></span><br />
<h2>
	<br />
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">6. FAQ &ndash; Hỏi đ&aacute;p</span></span></h2>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">- Kiểm tra cao độ s&agrave;n nh&agrave; xưởng n&ecirc;n sử dụng thiết bị n&agrave;o?<br />
<em>M&aacute;y thủy b&igrave;nh quang học l&agrave; lựa chọn ph&ugrave; hợp nhờ độ ch&iacute;nh x&aacute;c cao v&agrave; ổn định tr&ecirc;n diện t&iacute;ch lớn.<br />
&nbsp;</em><br />
- M&aacute;y laser c&acirc;n mực c&oacute; thể thay thế m&aacute;y thủy b&igrave;nh kh&ocirc;ng?<br />
<em>Kh&ocirc;ng. M&aacute;y laser chỉ ph&ugrave; hợp cho phạm vi nhỏ, kh&ocirc;ng đ&aacute;p ứng độ ch&iacute;nh x&aacute;c khi kiểm tra s&agrave;n nh&agrave; xưởng diện t&iacute;ch lớn.</em><br />
&nbsp;<br />
- Sai số cho ph&eacute;p khi kiểm tra cao độ s&agrave;n l&agrave; bao nhi&ecirc;u?<br />
Th&ocirc;ng thường y&ecirc;u cầu sai số trong khoảng &plusmn;2 mm, t&ugrave;y ti&ecirc;u chuẩn thiết kế v&agrave; y&ecirc;u cầu của chủ đầu tư.<br />
&nbsp;<br />
- Khoảng c&aacute;ch đo tối đa từ m&aacute;y thủy b&igrave;nh đến mia l&agrave; bao nhi&ecirc;u?<br />
<em>Khuyến nghị kh&ocirc;ng vượt qu&aacute; 40 m để đảm bảo kiểm so&aacute;t sai số.</em><br />
&nbsp;<br />
- C&oacute; cần kiểm tra cao độ s&agrave;n trước khi ho&agrave;n thiện kh&ocirc;ng?<br />
<em>C&oacute;. Việc kiểm tra sớm gi&uacute;p xử l&yacute; sai lệch trước khi ho&agrave;n thiện, giảm rủi ro v&agrave; chi ph&iacute; sửa chữa.</em></span></span><br />
<p style="text-align: center;">
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/Máy thủy bình 2.jpg" style="width: 800px; height: 419px;" /></span></span></p>
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			'id' => '797',
			'name' => 'Máy toàn đạc Leica: chọn FlexLine, TS, Nova hay MS?',
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			'shortdes' => '<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Với dải sản phẩm trải rộng từ FlexLine &rarr; TS &rarr; Nova &rarr; MS (MultiStation), Leica Geosystems mang đến nhiều lựa chọn, nhưng cũng khiến kh&ocirc;ng &iacute;t anh em băn khoăn: <em>c&ocirc;ng tr&igrave;nh của m&igrave;nh n&ecirc;n d&ugrave;ng d&ograve;ng n&agrave;o l&agrave; hợp l&yacute; nhất?</em></span></span>',
			'content' => '<em><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trong trắc địa &ndash; x&acirc;y dựng hiện nay, việc lựa chọn m&aacute;y to&agrave;n đạc điện tử Leica ph&ugrave; hợp với từng loại c&ocirc;ng tr&igrave;nh đ&oacute;ng vai tr&ograve; then chốt, ảnh hưởng trực tiếp đến độ ch&iacute;nh x&aacute;c, hiệu suất thi c&ocirc;ng v&agrave; chi ph&iacute; đầu tư.<br />
<br />
Với dải sản phẩm trải rộng từ FlexLine &rarr; TS &rarr; Nova &rarr; MS (MultiStation), Leica Geosystems mang đến nhiều lựa chọn, nhưng cũng khiến kh&ocirc;ng &iacute;t anh em băn khoăn: c&ocirc;ng tr&igrave;nh của m&igrave;nh n&ecirc;n d&ugrave;ng d&ograve;ng n&agrave;o l&agrave; hợp l&yacute; nhất?<br />
<br />
B&agrave;i viết dưới đ&acirc;y sẽ gi&uacute;p bạn so s&aacute;nh r&otilde; ưu &ndash; nhược điểm từng d&ograve;ng m&aacute;y to&agrave;n đạc Leica, đồng thời gợi &yacute; chọn m&aacute;y đ&uacute;ng nhu cầu thực tế tại Việt Nam.</span></span></em><br />
<h2>
	<br />
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">1. M&aacute;y to&agrave;n đạc Leica FlexLine (TS03, TS07, TS10&hellip;)</span></span></h2>
<br />
<strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Ưu điểm:</span></span></strong><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Cấu h&igrave;nh đơn giản, dễ sử dụng, ph&ugrave; hợp nhiều đối tượng.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Chi ph&iacute; đầu tư thấp hơnso với c&aacute;c d&ograve;ng tự động/robot.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đ&aacute;p ứng tốt c&aacute;c c&ocirc;ng việc khảo s&aacute;t &ndash; trắc địa cơ bản.</span></span></li>
</ul>
<strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hạn chế:</span></span></strong><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Phần lớn thao t&aacute;c thủ c&ocirc;ng.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kh&ocirc;ng c&oacute; motor, ATR, tự động kh&oacute;a prism.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hiệu suất đo v&agrave; tốc độ l&agrave;m việc thấp hơn d&ograve;ng TS v&agrave; Nova.</span></span></li>
</ul>
<strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Ph&ugrave; hợp:</span></span></strong><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đo đạc địa ch&iacute;nh, lập bản đồ nền.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">C&ocirc;ng t&aacute;c đo nhỏ lẻ, khối lượng kh&ocirc;ng lớn.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đơn vị cần m&aacute;y to&agrave;n đạc Leica bền &ndash; ổn định &ndash; dễ d&ugrave;ng.</span></span></li>
</ul>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">&gt; Nếu chỉ cần đo khảo s&aacute;t cơ bản, Leica FlexLine l&agrave; lựa chọn kinh tế v&agrave; đủ d&ugrave;ng.<br />
&nbsp;</span></span>
<h2>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">2. M&aacute;y to&agrave;n đạc Leica TS (TS13, TS20&hellip;)</span></span></h2>
<br />
<strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Ưu điểm:</span></span></strong><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Mức độ tự động h&oacute;a cao, c&oacute; phi&ecirc;n bản robot.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Độ ch&iacute;nh x&aacute;c g&oacute;c v&agrave; EDM ổn định, ph&ugrave; hợp thi c&ocirc;ng.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hỗ trợ phần mềm Captivate, dễ t&iacute;ch hợp GNSS/RTK.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Giảm thao t&aacute;c thủ c&ocirc;ng, tăng tốc độ bố tr&iacute; v&agrave; đo kiểm.</span></span></li>
</ul>
<strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hạn chế:</span></span></strong><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Gi&aacute; cao hơnd&ograve;ng FlexLine.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Với model cao cấp (TS20) cần t&iacute;nh th&ecirc;m phụ kiện robot (prism, tripod, pin, tay cầm).</span></span></li>
</ul>
<strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Ph&ugrave; hợp:</span></span></strong><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">X&acirc;y dựng d&acirc;n dụng, c&ocirc;ng tr&igrave;nh nhỏ v&agrave; vừa.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">C&ocirc;ng t&aacute;c bố tr&iacute; c&ocirc;ng tr&igrave;nh, đo kiểm h&igrave;nh học.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Khi cần độ ch&iacute;nh x&aacute;c v&agrave; hiệu suất cao hơn FlexLine.</span></span></li>
</ul>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">&gt; D&ograve;ng TS l&agrave; lựa chọn c&acirc;n bằng giữa độ ch&iacute;nh x&aacute;c &ndash; tiện lợi &ndash; chi ph&iacute;.<br />
&nbsp;</span></span>
<h2>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">3. M&aacute;y to&agrave;n đạc Leica Nova (TS60, TM60&hellip;)</span></span></h2>
<br />
<strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Ưu điểm:</span></span></strong><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">C&ocirc;ng nghệ robot hiện đại, động cơ ch&iacute;nh x&aacute;c cao.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tự động kh&oacute;a mục ti&ecirc;u, đo nhanh, ổn định.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Nhiều t&iacute;nh năng n&acirc;ng cao:</span></span>
		<ul>
			<li>
				<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Multi-target</span></span></li>
			<li>
				<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đo khoảng c&aacute;ch d&agrave;i</span></span></li>
			<li>
				<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">T&iacute;ch hợp GNSS / Sensor / Monitoring</span></span></li>
		</ul>
	</li>
</ul>
<strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hạn chế:</span></span></strong><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Chi ph&iacute; đầu tư cao, y&ecirc;u cầu người vận h&agrave;nh c&oacute; chuy&ecirc;n m&ocirc;n tốt.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Chi ph&iacute; vận h&agrave;nh (pin, phụ kiện, bảo tr&igrave;) lớn hơn c&aacute;c d&ograve;ng thấp.</span></span></li>
</ul>
<strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Ph&ugrave; hợp:</span></span></strong><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">C&ocirc;ng tr&igrave;nh lớn: cầu, đường, hầm, metro.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Dự &aacute;n hạ tầng quy m&ocirc; lớn, y&ecirc;u cầu độ tin cậy cao.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Quan trắc biến dạng, đo lặp ch&iacute;nh x&aacute;c d&agrave;i hạn.</span></span></li>
</ul>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">&gt; Với dự &aacute;n quy m&ocirc; lớn, Leica Nova l&agrave; &ldquo;xương sống&rdquo; về độ ch&iacute;nh x&aacute;c v&agrave; tự động h&oacute;a.<br />
&nbsp;</span></span>
<h2>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">4. M&aacute;y to&agrave;n đạc Leica MS &ndash; MultiStation (MS60)</span></span></h2>
<br />
<strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Ưu điểm:</span></span></strong><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kết hợp to&agrave;n đạc + qu&eacute;t 3D + GNSS trong một thiết bị.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Thu thập dữ liệu 3D d&agrave;y, nhanh, giảm nh&acirc;n lực.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Rất mạnh cho khảo s&aacute;t hiện trạng v&agrave; địa h&igrave;nh phức tạp.</span></span></li>
</ul>
<strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hạn chế:</span></span></strong><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Gi&aacute; rất cao.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Dữ liệu hậu xử l&yacute; phức tạp, cần kỹ năng chuy&ecirc;n s&acirc;u.</span></span></li>
</ul>
<strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Ph&ugrave; hợp:</span></span></strong><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Dự &aacute;n cần dữ liệu 3D chi tiết.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Quy hoạch, khảo s&aacute;t hạ tầng phức tạp.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">C&ocirc;ng t&aacute;c đo đạc + bản đồ + m&ocirc; h&igrave;nh số trong một workflow.</span></span></li>
</ul>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">&gt; MS l&agrave; giải ph&aacute;p cao cấp nhất cho b&agrave;i to&aacute;n 3D v&agrave; dữ liệu lớn.<br />
&nbsp;</span></span><br />
<h2>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">5. Gợi &yacute; chọn m&aacute;y to&agrave;n đạc điện tử Leica theo nhu cầu</span></span></h2>
<br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Khảo s&aacute;t đất đai, địa ch&iacute;nh, bản đồ nền &rarr; <em>Leica FlexLine</em> hoặc <em>TS (model cơ bản).</em></span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">X&acirc;y dựng d&acirc;n dụng, c&ocirc;ng tr&igrave;nh nhỏ &amp; vừa, bố tr&iacute; thiết kế &rarr; <em>Leica TS</em> hoặc <em>Nova</em> (t&ugrave;y y&ecirc;u cầu độ ch&iacute;nh x&aacute;c).</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">C&ocirc;ng tr&igrave;nh giao th&ocirc;ng, cầu hầm, hạ tầng phức tạp &rarr; <em>Leica Nova</em> hoặc <em>MS (MultiStation / Robot).</em></span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Khảo s&aacute;t địa h&igrave;nh phức tạp, cần dữ liệu 3D, đo nhanh nhiều điểm &rarr; <em>Leica MS &ndash; MultiStation.</em></span></span></li>
</ul>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>BẢNG SO S&Aacute;NH TH&Ocirc;NG SỐ LEICA FLEXLINE &ndash; TS &ndash; NOVA</strong></span></span><br />
<br />
<table border="0" cellpadding="0" cellspacing="3" style="width: 100%">
	<thead>
		<tr>
			<th style="text-align: left;">
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Ti&ecirc;u ch&iacute;</strong></span></span></th>
			<th style="text-align: left;">
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>TS03</strong></span></span></th>
			<th style="text-align: left;">
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>TS07</strong></span></span></th>
			<th style="text-align: left;">
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>TS10</strong></span></span></th>
			<th style="text-align: left;">
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>TS13</strong></span></span></th>
			<th style="text-align: left;">
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>TS20</strong></span></span></th>
			<th style="text-align: left;">
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Nova TM60</strong></span></span></th>
			<th style="text-align: left;">
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Nova TS60</strong></span></span></th>
			<th style="text-align: left;">
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Nova MS60</strong></span></span></th>
		</tr>
	</thead>
	<tbody>
		<tr>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Độ ch&iacute;nh x&aacute;c g&oacute;c</strong></span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">2&Prime;, 3&Prime;, 5&Prime;</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">1&Prime;, 2&Prime;, 3&Prime;, 5&Prime;</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">1&Prime;, 2&Prime;, 3&Prime;, 5&Prime;</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">1&Prime;, 2&Prime;, 3&Prime;, 5&Prime;</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">1&Prime;, 2&Prime;, 3&Prime;, 5&Prime;</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">0.5&Prime;, 1&Prime;</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">0.5&Prime;</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">1&Prime;</span></span></td>
		</tr>
		<tr>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Tầm đo lăng k&iacute;nh</strong></span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">0.9&ndash;3,500 m</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">0.9&ndash;3,500 m</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">0.9&ndash;3,500 m</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">0&ndash;3,500 m</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">0.8&ndash;10,000 m</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">0.9&ndash;3,500 m</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">0.9&ndash;3,500 m</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">1.5&ndash;10,000 m</span></span></td>
		</tr>
		<tr>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Độ ch&iacute;nh x&aacute;c đo gương</strong></span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">1 mm+1.5ppm</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">1 mm+1.5ppm</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">1 mm+1.5ppm</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">1 mm+1.5 ppm</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>1 mm+1 ppm</strong></span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">1 mm+1.5 ppm</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>0.6 mm+1ppm</strong></span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">1 mm+1.5ppm</span></span></td>
		</tr>
		<tr>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Tầm đo kh&ocirc;ng gương</strong></span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">500&ndash;5,000 m</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">500&ndash;5,000 m</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">500&ndash;5,000 m</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">500&ndash;5,000 m</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">800 m (R800) / 1,600 m (R1600)</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">500&ndash;5,000 m</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">500&ndash;5,000 m</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">2,000 m</span></span></td>
		</tr>
		<tr>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Độ ch&iacute;nh x&aacute;c kh&ocirc;ng gương</strong></span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">2 mm 2 ppm</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">2 mm+2 ppm</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">2 mm+2 ppm</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">2 mm+2 ppm</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">2 mm+2 ppm</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">2 mm+2 ppm</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">2 mm+2 ppm</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">2 mm+2 ppm</span></span></td>
		</tr>
		<tr>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>M&agrave;n h&igrave;nh</strong></span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">3.5&Prime; đơn sắc</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">3.5&Prime; m&agrave;u</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">5&Prime; WVGA</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">5&Prime; WVGA (tuỳ chọn)</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">5&Prime; WVGA cảm ứng</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">5&Prime; WVGA cảm ứng</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">5&Prime; WVGA cảm ứng</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">5&Prime; WVGA cảm ứng</span></span></td>
		</tr>
		<tr>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Kết nối c&oacute; d&acirc;y</strong></span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">RS232 / SD / USB</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">RS232 / SD / USB</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">RS232 / SD / USB</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">RS232 / SD / USB</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">Ethernet / USB-C</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">RS232 / SD / USB</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">RS232 / SD / USB</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">RS232 / SD / USB</span></span></td>
		</tr>
		<tr>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Bluetooth / WLAN</strong></span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔(tay cầm radio)</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔(tay cầm radio)</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔(tay cầm radio)</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔(tay cầm radio)</span></span></td>
		</tr>
		<tr>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Dữ liệu di động (4G)</strong></span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td>
		</tr>
		<tr>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>AutoHeight</strong></span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
		</tr>
		<tr>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Camera tổng quan</strong></span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
		</tr>
		<tr>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Camera k&iacute;nh ngắm</strong></span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
		</tr>
		<tr>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>SmartStation GNSS</strong></span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
		</tr>
		<tr>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Ti&ecirc;u ch&iacute;</strong></span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">TS03</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">TS07</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">TS10</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">TS13</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">TS20</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">Nova TM60</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">Nova TS60</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">Nova MS60</span></span></td>
		</tr>
		<tr>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Độ ch&iacute;nh x&aacute;c g&oacute;c</strong></span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">2&Prime;, 3&Prime;, 5&Prime;</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">1&Prime;, 2&Prime;, 3&Prime;, 5&Prime;</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">1&Prime;, 2&Prime;, 3&Prime;, 5&Prime;</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">1&Prime;, 2&Prime;, 3&Prime;, 5&Prime;</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">1&Prime;, 2&Prime;, 3&Prime;, 5&Prime;</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">0.5&Prime;, 1&Prime;</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">0.5&Prime;</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">1&Prime;</span></span></td>
		</tr>
		<tr>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Tầm đo lăng k&iacute;nh</strong></span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">0.9&ndash;3,500 m</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">0.9&ndash;3,500 m</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">0.9&ndash;3,500 m</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">0&ndash;3,500 m</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">0.8&ndash;10,000 m</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">0.9&ndash;3,500 m</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">0.9&ndash;3,500 m</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">1.5&ndash;10,000 m</span></span></td>
		</tr>
		<tr>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Độ ch&iacute;nh x&aacute;c đo gương</strong></span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">1 mm + 1.5 ppm</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">1 mm + 1.5 ppm</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">1 mm + 1.5 ppm</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">1 mm + 1.5 ppm</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">1 mm + 1 ppm</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">1 mm + 1.5 ppm</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">0.6 mm + 1 ppm</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">1 mm + 1.5 ppm</span></span></td>
		</tr>
		<tr>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Tầm đo kh&ocirc;ng gương</strong></span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">500&ndash;5,000 m</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">500&ndash;5,000 m</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">500&ndash;5,000 m</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">500&ndash;5,000 m</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">800 m (R800) / 1,600 m (R1600)</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">500&ndash;5,000 m</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">500&ndash;5,000 m</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">2,000 m</span></span></td>
		</tr>
		<tr>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Độ ch&iacute;nh x&aacute;c kh&ocirc;ng gương</strong></span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">2 mm + 2 ppm</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">2 mm + 2 ppm</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">2 mm + 2 ppm</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">2 mm + 2 ppm</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">2 mm + 2 ppm</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">2 mm + 2 ppm</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">2 mm + 2 ppm</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">2 mm + 2 ppm</span></span></td>
		</tr>
		<tr>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>M&agrave;n h&igrave;nh</strong></span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">3.5&Prime; đơn sắc</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">3.5&Prime; m&agrave;u</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">5&Prime; WVGA</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">5&Prime; WVGA (tuỳchọn)</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">5&Prime; WVGA cảm ứng</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">5&Prime; WVGA cảm ứng</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">5&Prime; WVGA cảm ứng</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">5&Prime; WVGA cảm ứng</span></span></td>
		</tr>
		<tr>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Kết nối c&oacute; d&acirc;y</strong></span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">RS232 / SD / USB</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">RS232 / SD / USB</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">RS232 / SD / USB</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">RS232 / SD / USB</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">Ethernet / USB-C</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">RS232 / SD / USB</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">RS232 / SD / USB</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">RS232 / SD / USB</span></span></td>
		</tr>
		<tr>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Bluetooth / WLAN</strong></span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔ (tay cầm radio)</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔ (tay cầm radio)</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔ (tay cầm radio)</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔ (tay cầm radio)</span></span></td>
		</tr>
		<tr>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Dữ liệu di động (4G)</strong></span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td>
		</tr>
		<tr>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>AutoHeight</strong></span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
		</tr>
		<tr>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Camera tổng quan</strong></span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
		</tr>
		<tr>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Camera k&iacute;nh ngắm</strong></span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
		</tr>
		<tr>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>SmartStation GNSS</strong></span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
		</tr>
		<tr>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Động cơ (Robot)</strong></span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">DC Motor</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">Brushless Direct Drives</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">Piezo drives</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">Piezo drives</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">Piezo drives</span></span></td>
		</tr>
		<tr>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>ATR / Tracking</strong></span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔ (R1000)</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">AI-powered ATR</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
		</tr>
		<tr>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Prism Fast Search</strong></span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
		</tr>
		<tr>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Scanning 3D</strong></span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔ (30,000 pts/s)</span></span></td>
		</tr>
		<tr>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Điều khiển từ xa</strong></span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
		</tr>
		<tr>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Hỗ trợ AP20</strong></span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">AP20 ID</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">AP20 ID + AutoPole</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
		</tr>
		<tr>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Hệ điều h&agrave;nh</strong></span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">FlexField</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">FlexField</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">FlexField</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">Captivate</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">Captivate (Loc8 / GeoCloud Protect)</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">Captivate</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">Captivate</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">Captivate</span></span></td>
		</tr>
		<tr>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Thời lượng pin</strong></span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">~30 h</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">~30 h</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">~30 h</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">8&ndash;19 h</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">~5 h</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">~8 h</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">~9 h</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">~9 h</span></span></td>
		</tr>
		<tr>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Trọng lượng</strong></span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">4.3 kg</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">4.3 kg</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">4.4 kg</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">4.8 kg</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">5.0 kg</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">7.2 kg</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">7.3 kg</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">7.6 kg</span></span></td>
		</tr>
	</tbody>
</table>
<p>
	&nbsp;</p>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/so-sanh-may-toan-dac-dien-tu-leica-FlexLine-TS-Nova-MS.jpg" style="width: 800px; height: 463px;" /></span></span>
<h2>
	<br />
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">6. C&acirc;u hỏi thường gặp về m&aacute;y to&agrave;n đạc Leica (FAQ)</span></span></h2>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">6.1 M&aacute;y to&agrave;n đạc Leica FlexLine c&oacute; đủ d&ugrave;ng cho địa ch&iacute;nh kh&ocirc;ng?<br />
&rarr; C&oacute;. Với đo địa ch&iacute;nh v&agrave; bản đồ nền, FlexLine đ&aacute;p ứng tốt v&agrave; tiết kiệm chi ph&iacute;.<br />
<br />
6.2 Khi n&agrave;o n&ecirc;n chọn TS thay v&igrave; FlexLine?<br />
&rarr; Khi cần độ ch&iacute;nh x&aacute;c cao hơn, thao t&aacute;c nhanh hơn v&agrave; giảm nh&acirc;n lực.<br />
<br />
6.3 Leica Nova c&oacute; ph&ugrave; hợp c&ocirc;ng tr&igrave;nh d&acirc;n dụng kh&ocirc;ng?<br />
&rarr; Ph&ugrave; hợp nếu c&ocirc;ng tr&igrave;nh y&ecirc;u cầu độ ch&iacute;nh x&aacute;c rất cao hoặc quan trắc.<br />
<br />
6.4 MultiStation MS60 c&oacute; thay thế m&aacute;y qu&eacute;t laser kh&ocirc;ng?<br />
&rarr; MS60 kh&ocirc;ng thay thế ho&agrave;n to&agrave;n TLS chuy&ecirc;n dụng, nhưng rất hiệu quả cho khảo s&aacute;t 3D kết hợp đo to&agrave;n đạc.<br />
&nbsp;<br />
&gt;&gt;&gt; <u><strong>Tổng kết:</strong></u></span></span><br />
<br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đo khảo s&aacute;t cơ bản&rarr; <em>FlexLine l&agrave; đủ.</em></span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">C&acirc;n bằng giữa ch&iacute;nh x&aacute;c &amp; tiện lợi&rarr; <em>TS l&agrave; lựa chọn hợp l&yacute;.</em></span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">C&ocirc;ng tr&igrave;nh lớn, y&ecirc;u cầu cao&rarr; <em>Nova hoặc MS.</em></span></span></li>
</ul>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Li&ecirc;n hệ <a href="https://tracdiathanhdat.vn/"><strong>Trắc Địa Th&agrave;nh Đạt </strong></a>để được tư vấn chọn m&aacute;y to&agrave;n đạc Leica ph&ugrave; hợp đ&uacute;ng c&ocirc;ng tr&igrave;nh &ndash; đ&uacute;ng ng&acirc;n s&aacute;ch &ndash; đ&uacute;ng nhu cầu thực tế tại Việt Nam!<br />
&nbsp;</span></span>',
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			'shortdes' => '<span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">Cập nhật firmware RTK qua Web UI &ndash; Hướng dẫn chi tiết &amp; lưu &yacute; kỹ thuật</span><br />
',
			'content' => '<em><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trong qu&aacute; tr&igrave;nh sử dụng m&aacute;y GNSS RTK, việc cập nhật firmware bộ thu GNSS đ&oacute;ng vai tr&ograve; đặc biệt quan trọng nhằm:</span></span></em><br />
<ul>
	<li>
		<em><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tối ưu khả năng FIX v&agrave; độ ổn định khi đo RTK</span></span></em></li>
	<li>
		<em><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Khắc phục c&aacute;c lỗi tồn tại trong firmware cũ</span></span></em></li>
	<li>
		<em><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Bổ sung hoặc cải thiện c&aacute;c t&iacute;nh năng mới như IMU, radio, AR, giao tiếp dữ liệu&hellip;</span></span></em></li>
</ul>
<br />
<em><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tuy nhi&ecirc;n, cập nhật firmware KH&Ocirc;NG phải l&agrave; cập nhật ứng dụng Android (APK), m&agrave; l&agrave; n&acirc;ng cấp hệ thống điều khiển l&otilde;i của bộ thu GNSS, t&aacute;c động trực tiếp đến khả năng định vị v&agrave; hoạt động RTK. Nếu thực hiện kh&ocirc;ng đ&uacute;ng quy tr&igrave;nh hoặc sử dụng firmware kh&ocirc;ng ph&ugrave; hợp, thiết bị c&oacute; thể ph&aacute;t sinh c&aacute;c lỗi nghi&ecirc;m trọng như mất FIX, treo hệ thống, kh&ocirc;ng khởi động hoặc kh&ocirc;ng thể kết nối RTK.<br />
<br />
Hiện nay, nhiều d&ograve;ng m&aacute;y RTK đ&atilde; hỗ trợ cập nhật firmware th&ocirc;ng qua Web UI &ndash; giao diện quản l&yacute; nội bộ cho ph&eacute;p truy cập trực tiếp bằng tr&igrave;nh duyệt web. Phần nội dung dưới đ&acirc;y tổng hợp c&aacute;ch c&aacute;c h&atilde;ng GNSS phổ biến triển khai Web UI, quy tr&igrave;nh cập nhật firmware, đồng thời hướng dẫn kết nối v&agrave; sử dụng Web UI một c&aacute;ch an to&agrave;n, đ&uacute;ng kỹ thuật.<br />
&nbsp;</span></span></em>
<h2>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">1. Web UI trong m&aacute;y RTK GNSS l&agrave; g&igrave;?</span></span></h2>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Web UI (Web-based User Interface) l&agrave; giao diện quản l&yacute; nội bộ của bộ thu RTK, cho ph&eacute;p người d&ugrave;ng:</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kết nối trực tiếp với thiết bị qua WiFi hoặc mạng LAN</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Truy cập bằng tr&igrave;nh duyệt web (Chrome, Edge, Safari&hellip;)</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Xem th&ocirc;ng tin thiết bị v&agrave; trạng th&aacute;i GNSS</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Cấu h&igrave;nh c&aacute;c tham số hệ thống</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Cập nhật firmware bộ thu GNSS</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tải dữ liệu đo, dữ liệu th&ocirc; v&agrave; nhật k&yacute; hệ thống</span></span></li>
</ul>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Web UI mang lại sự tiện lợi lớn trong m&ocirc;i trường hiện trường, tuy nhi&ecirc;n cũng tiềm ẩn rủi ro nếu người d&ugrave;ng kh&ocirc;ng hiểu r&otilde; c&aacute;ch triển khai Web UI của từng h&atilde;ng GNSS.<br />
&nbsp;</span></span>
<h2>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">2. Cập nhật Firmware RTK qua Web UI theo từng h&atilde;ng GNSS</span></span></h2>
<br />
<h3>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">2.1. eFix GNSS &ndash; Web UI trong hệ sinh th&aacute;i Android</span></span></h3>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Web UI của eFix GNSS cho ph&eacute;p:</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kiểm tra th&ocirc;ng tin thiết bị (model, serial, firmware)</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Theo d&otilde;i trạng th&aacute;i GNSS</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Thực hiện cập nhật firmware bộ thu</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">C&aacute;ch truy cập Web UI eFix</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kết nối WiFi do bộ thu eFix ph&aacute;t</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Mở tr&igrave;nh duyệt v&agrave; truy cập IP mặc định của thiết bị</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">LƯU &Yacute;: Firmware eFix phụ thuộc rất chặt v&agrave;o model v&agrave; đời mainboard. Việc c&agrave;i sai firmware c&oacute; thể khiến m&aacute;y kh&ocirc;ng boot được hoặc hoạt động kh&ocirc;ng ổn định.<br />
<em>(Nguồn tham khảo: eFix GNSS &ndash; Firmware &amp; User Guidance ch&iacute;nh h&atilde;ng).</em><br />
&nbsp;</span></span>
<h3>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">2.2. Meridian GNSS &ndash; Web UI trực quan với IP mặc định</span></span></h3>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Meridian GNSS t&iacute;ch hợp Web UI nội bộ cho ph&eacute;p:</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Xem th&ocirc;ng tin thiết bị v&agrave; trạng th&aacute;i GNSS</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Cấu h&igrave;nh c&aacute;c tham số cơ bản</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Cập nhật firmware trực tiếp qua Web UI</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">C&aacute;ch truy cập</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kết nối WiFi do bộ thu ph&aacute;t</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Mở tr&igrave;nh duyệt v&agrave; nhập:&nbsp;http://192.168.10.1</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">&gt; Khuyến nghị: Chỉ sử dụng firmware ch&iacute;nh h&atilde;ng từ nh&agrave; sản xuất hoặc đại l&yacute; ủy quyền để đảm bảo t&iacute;nh tương th&iacute;ch v&agrave; ổn định l&acirc;u d&agrave;i.<br />
&nbsp;</span></span>
<h3>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">2.3. eSurvey / SurPad &ndash; Cập nhật firmware qua Web UI</span></span></h3>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tr&ecirc;n c&aacute;c bộ thu RTK eSurvey, Web UI (kết hợp với hệ thống SurPad / E-Survey) cho ph&eacute;p:</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kiểm tra trạng th&aacute;i GNSS</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Thiết lập c&aacute;c tham số cơ bản</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Cập nhật firmware từ tab &ldquo;Management&rdquo;</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Người d&ugrave;ng truy cập Web UI bằng c&aacute;ch kết nối WiFi bộ thu v&agrave; mở tr&igrave;nh duyệt tương tự c&aacute;c h&atilde;ng kh&aacute;c.<br />
<em>(Nguồn tham khảo: Hướng dẫn sử dụng Web UI tr&ecirc;n m&aacute;y RTK eSurvey).</em><br />
&nbsp;</span></span>
<h3>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">2.4. GeoMate GNSS &ndash; Web UI c&oacute; nhưng cần thận trọng</span></span></h3>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Với GeoMate GNSS, Web UI chủ yếu d&ugrave;ng để:</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Quản l&yacute; thiết bị</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Cấu h&igrave;nh cơ bản hệ thống</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hiện c&aacute;c t&agrave;i liệu c&ocirc;ng bố chưa m&ocirc; tả chi tiết quy tr&igrave;nh cập nhật firmware trực tiếp qua Web UI.<br />
<br />
&gt; Khuyến nghị khi cập nhật firmware GeoMate:</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Chỉ tải firmware từ nguồn ch&iacute;nh h&atilde;ng</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kiểm tra ch&iacute;nh x&aacute;c model + phi&ecirc;n bản firmware hiện tại trước khi c&agrave;i đặt</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">&nbsp;</span></span>
<h3>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">2.5. Trimble &ndash; Web UI c&oacute; kiểm so&aacute;t chặt từ h&atilde;ng</span></span></h3>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trimble hỗ trợ cập nhật firmware GNSS qua Web UI ch&iacute;nh thức, với quy tr&igrave;nh r&otilde; r&agrave;ng:</span></span><br />
<ol>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Truy cập Web UI của bộ thu</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Chọn Firmware &rarr; Install New Firmware</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Chọn file firmware tải từ trang hỗ trợ Trimble</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">C&agrave;i đặt v&agrave; khởi động lại thiết bị</span></span></li>
</ol>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trimble kiểm so&aacute;t firmware theo model v&agrave; serial, gi&uacute;p giảm nguy cơ c&agrave;i sai.<br />
<em>(Nguồn tham khảo: Trimble Receiver Help Portal).</em><br />
&nbsp;</span></span>
<h3>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">2.6. Leica Geosystems &ndash; Hạn chế Web UI, ưu ti&ecirc;n quy tr&igrave;nh chuẩn</span></span></h3>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kh&aacute;c với nhiều h&atilde;ng kh&aacute;c, Leica Geosystems kh&ocirc;ng khuyến kh&iacute;ch cập nhật firmware trực tiếp qua Web UI. Thay v&agrave;o đ&oacute;:</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Firmware đi k&egrave;m Captivate Release Notes</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Cập nhật theo quy tr&igrave;nh ch&iacute;nh h&atilde;ng (qua thẻ SD hoặc bộ điều khiển)</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><em>Nguồn tham khảo: Leica Captivate Manual &amp; Release Notes.</em><br />
&nbsp;</span></span>
<h2>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">3. Kết nối m&aacute;y t&iacute;nh, điện thoại, m&aacute;y t&iacute;nh bảng với m&aacute;y RTK qua Web UI</span></span></h2>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hầu hết c&aacute;c bộ thu GNSS RTK hiện đại đều hoạt động như một điểm ph&aacute;t WiFi nội bộ (WiFi Hotspot). Người d&ugrave;ng c&oacute; thể kết nối bằng PC, điện thoại hoặc m&aacute;y t&iacute;nh bảng để truy cập Web UI m&agrave; kh&ocirc;ng cần c&agrave;i th&ecirc;m phần mềm.<br />
<br />
C&aacute;c bước truy cập Web UI (v&iacute; dụ tr&ecirc;n PC)</span></span><br />
<br />
<ol>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kết nối WiFi do bộ thu RTK ph&aacute;t:&nbsp;T&ecirc;n WiFi thường l&agrave; Serial Number (SN)</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Mở tr&igrave;nh duyệt web</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Nhập địa chỉ:&nbsp;http://192.168.10.1</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đăng nhập Web UI:&nbsp;Mật khẩu mặc định: password (c&oacute; thể thay đổi).</span></span></li>
</ol>
<h2>
	<br />
	<span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">4. C&aacute;c chức năng ch&iacute;nh trong Web UI của m&aacute;y RTK </span></h2>
<p>
	<em><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">(Dựa tr&ecirc;n&nbsp;</span><span style="font-size: 12px;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">giao diện Web UI d&ograve;ng m&aacute;y RTK của h&atilde;ng eSurvey v&agrave; c&aacute;c d&ograve;ng m&aacute;y tương tự</span></span>)</span></em></p>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">4.1 Tab Position &ndash; Định vị &amp; trạng th&aacute;i GNSS</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Chế độ l&agrave;m việc: Base / Rover / Static</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tọa độ (kinh, vĩ, cao độ)</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trạng th&aacute;i nghiệm: Fix / Float / Single</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Số vệ tinh theo d&otilde;i</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">PDOP, HDOP, TDOP, HRMS, VRMS</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Giờ địa phương &amp; m&uacute;i giờ</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Bắt đầu / dừng ghi dữ liệu đo tĩnh</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/tab-position1.jpg" style="width: 600px; height: 405px;" /></span></span><br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">4.2 Tab Data Link &ndash; Li&ecirc;n kết dữ liệu</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Bluetooth</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Radio</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Network / SIM</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/tab-position-1.jpg" style="width: 600px; height: 405px;" /><br />
4.3 Tab Satellites &ndash; Vệ tinh</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Quan s&aacute;t số vệ tinh</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Ph&acirc;n bố vệ tinh theo hệ</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Thiết lập g&oacute;c ngưỡng vệ tinh</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/tab-ve-tinh 3.jpg" style="width: 600px; height: 407px;" /><br />
4.4 Tab Information &ndash; Th&ocirc;ng tin thiết bị</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">GNSS receiver, anten</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Mainboard</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">UHF, Network module</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/tab-thong-tin 4.jpg" style="width: 600px; height: 404px;" /><br />
4.5 Tab Working Mode &ndash; Chế độ l&agrave;m việc</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Chọn Base / Rover / Static</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Phương thức kết nối tương ứng</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/tab-thiet-lap-che-do-lam-viec 5.jpg" style="width: 600px; height: 407px;" /><br />
4.6 Tab Satellite Settings &ndash; Thiết lập thu vệ tinh</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">GPS, GLONASS, BeiDou, Galileo, SBAS, QZSS</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">RTK timeout</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Chế độ FIX ch&iacute;nh x&aacute;c cao</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/tab-satellite-setting 6.jpg" style="width: 600px; height: 403px;" /><br />
4.7 Tab Device Configuration &ndash; Cấu h&igrave;nh thiết bị</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Time zone</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">IMU output</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Baud rate cổng serial</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">&Acirc;m thanh, cảnh b&aacute;o Base</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Bộ nhớ, debug</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tự động bật/tắt nguồn</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Chia sẻ Internet qua WiFi hotspot</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/tab-device-configuration 7.jpg" style="width: 600px; height: 403px;" /><br />
4.8 Tab NMEA Message &ndash; Dữ liệu NMEA</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Cấu h&igrave;nh NMEA qua Bluetooth / cổng 5-pin</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">GNSS PPP output</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Ghi NMEA</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/tab-nmea-message8.jpg" style="width: 600px; height: 403px;" /><br />
4.9 Tab View Log &ndash; Nhật k&yacute;</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Xem &amp; tải log ứng dụng, log hệ điều h&agrave;nh</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/tab-view-log 9.jpg" style="width: 600px; height: 403px;" /><br />
4.10 Tab Raw Data &ndash; Dữ liệu th&ocirc;</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tải raw GNSS</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Chuyển đổi RINEX</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tải nhiều file</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/tab-raw-data 10.jpg" style="width: 600px; height: 403px;" /><br />
4.11 Tab Backup Data &ndash; Sao lưu</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tải hoặc x&oacute;a dữ liệu điểm</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/tab-backup-data 11.jpg" style="width: 600px; height: 403px;" /><br />
4.12 Tab Management &ndash; Quản l&yacute; thiết bị</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">C&agrave;i đặt firmware mới</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đăng k&yacute; thiết bị / GNSS</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Thiết lập bảo mật</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Định dạng bộ nhớ</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tự kiểm tra</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kh&ocirc;i phục c&agrave;i đặt gốc</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Khởi động lại bộ thu</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">&nbsp;<img alt="" src="/admin/webroot/upload/image/images/tab-management 12.jpg" style="width: 600px; height: 403px;" /><br />
<br />
&gt;&gt;&gt; Việc cập nhật firmware th&ocirc;ng qua Web UI t&aacute;c động trực tiếp đến hệ thống l&otilde;i của bộ thu GNSS. Người d&ugrave;ng chỉ n&ecirc;n thực hiện khi đ&atilde; x&aacute;c định đ&uacute;ng model, đ&uacute;ng firmware v&agrave; đ&uacute;ng quy tr&igrave;nh của nh&agrave; sản xuất.<br />
Cập nhật firmware đ&uacute;ng c&aacute;ch &ndash; đ&uacute;ng nguồn &ndash; đ&uacute;ng thời điểm sẽ gi&uacute;p hệ thống RTK hoạt động ổn định, tối ưu khả năng FIX v&agrave; hạn chế tối đa rủi ro ngo&agrave;i thực tế.<br />
&nbsp;</span></span><br />
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			'title_seo' => 'tin tức trắc địa, cập nhật xu hướng đo đạc mới, công nghệ đo đạc, thiết bị đo đạc hiện đại, mẹo kỹ thuật trắc địa, sai số đo đạc, hệ tọa độ VN-2000, GNSS, RTK, GPS trắc địa, phần mềm trắc địa, phần mềm GIS, SurPad, LandStar, Magnet Field, Leica Captivate, Trimble Access',
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	(int) 7 => array(
		'Post' => array(
			'id' => '795',
			'name' => 'MÚI CHIẾU 3° VÀ 6° TRONG HỆ TỌA ĐỘ VN-2000',
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			'shortdes' => '<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">M&uacute;i chiếu 3&deg; v&agrave; 6&deg; trong hệ tọa độ VN-2000&nbsp;<br />
<em>(G&oacute;c nh&igrave;n theo Th&ocirc;ng tư 973/2001/TT-TCĐC)</em></span></span>',
			'content' => '<em><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trong lĩnh vực trắc địa, GIS v&agrave; x&acirc;y dựng, việc lựa chọn v&agrave; sử dụng m&uacute;i chiếu bản đồ c&oacute; ảnh hưởng trực tiếp đến độ ch&iacute;nh x&aacute;c h&igrave;nh học, sai số biến dạng v&agrave; t&iacute;nh ph&aacute;p l&yacute; của dữ liệu kh&ocirc;ng gian.&nbsp;Trong thực tế, c&aacute;c kh&aacute;i niệm m&uacute;i chiếu 3&deg;, m&uacute;i chiếu 6&deg;, UTM v&agrave; VN-2000 đ&ocirc;i khi bị sử dụng chưa thống nhất, dẫn đến nhầm lẫn trong &aacute;p dụng v&agrave; trao đổi kỹ thuật.<br />
<br />
B&agrave;i viết n&agrave;y tr&igrave;nh b&agrave;y v&agrave; l&agrave;m r&otilde; vấn đề m&uacute;i chiếu 3&deg; v&agrave; 6&deg; trong hệ tọa độ quốc gia VN-2000, dựa tr&ecirc;n Th&ocirc;ng tư 973/2001/TT-TCĐC v&agrave; bản chất của ph&eacute;p chiếu Transverse Mercator, nhằm gi&uacute;p người sử dụng hiểu đ&uacute;ng v&agrave; &aacute;p dụng ph&ugrave; hợp trong từng b&agrave;i to&aacute;n cụ thể.<br />
&nbsp;</span></span></em>
<h2>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">1. M&uacute;i chiếu bản đồ l&agrave; g&igrave;?</span></span></h2>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">M&uacute;i chiếu bản đồ l&agrave; phần bề mặt Tr&aacute;i Đất được giới hạn bởi hai đường kinh tuyến, được biểu diễn l&ecirc;n mặt phẳng th&ocirc;ng qua một ph&eacute;p chiếu bản đồ x&aacute;c định.<br />
<br />
Việc chia bề mặt Tr&aacute;i Đất th&agrave;nh c&aacute;c m&uacute;i chiếu gi&uacute;p:</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Giảm sai số biến dạng khi chiếu từ mặt cong sang mặt phẳng,</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Thuận tiện cho đo đạc, t&iacute;nh to&aacute;n v&agrave; th&agrave;nh lập bản đồ,</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Ph&ugrave; hợp với từng quy m&ocirc; v&agrave; mục đ&iacute;ch sử dụng kh&aacute;c nhau.</span></span></li>
</ul>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trong thực tế trắc địa v&agrave; bản đồ học, ph&eacute;p chiếu h&igrave;nh trụ ngang đồng g&oacute;c (Transverse Mercator) l&agrave; một trong những ph&eacute;p chiếu được sử dụng phổ biến nhất, đặc biệt đối với c&aacute;c m&uacute;i chiếu 3&deg; v&agrave; 6&deg;.<br />
&nbsp;</span></span>
<h2>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">2. Quy định về m&uacute;i chiếu trong hệ tọa độ VN-2000</span></span></h2>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Theo Th&ocirc;ng tư 973/2001/TT-TCĐC của Tổng cục Địa ch&iacute;nh, khi &aacute;p dụng Hệ quy chiếu v&agrave; Hệ tọa độ quốc gia VN-2000:&nbsp;<em>&ldquo;Hệ tọa độ quốc gia VN-2000 được x&acirc;y dựng tr&ecirc;n ph&eacute;p chiếu h&igrave;nh trụ ngang đồng g&oacute;c (Transverse Mercator) v&agrave; cho ph&eacute;p &aacute;p dụng c&aacute;c m&uacute;i chiếu 3&deg; hoặc 6&deg; t&ugrave;y theo mục đ&iacute;ch v&agrave; quy m&ocirc; bản đồ.&rdquo;</em><br />
<br />
Từ quy định n&agrave;y c&oacute; thể khẳng định:</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hệ tọa độ VN-2000 cho ph&eacute;p sử dụng cả m&uacute;i chiếu 3&deg; v&agrave; m&uacute;i chiếu 6&deg;,</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Việc lựa chọn m&uacute;i chiếu kh&ocirc;ng mang t&iacute;nh t&ugrave;y tiện, m&agrave; phải ph&ugrave; hợp với mục đ&iacute;ch sử dụng v&agrave; quy m&ocirc; bản đồ.</span></span></li>
</ul>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trong thực tế trắc địa v&agrave; bản đồ học, ph&eacute;p chiếu h&igrave;nh trụ ngang đồng g&oacute;c (Transverse Mercator) l&agrave; một trong những ph&eacute;p chiếu được sử dụng phổ biến nhất, đặc biệt đối với c&aacute;c m&uacute;i chiếu 3&deg; v&agrave; 6&deg;.</span></span>
<h2>
	<br />
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">3. M&uacute;i chiếu 6&deg; (UTM) &ndash; Phạm vi khu vực v&agrave; li&ecirc;n tỉnh</span></span></h2>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">M&uacute;i chiếu 6&deg; c&oacute; bề rộng 6 độ kinh độ, thường được biết đến rộng r&atilde;i th&ocirc;ng qua hệ thống UTM (Universal Transverse Mercator).<br />
<br />
3.1 Đặc điểm ch&iacute;nh</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Phủ diện t&iacute;ch rộng,</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Thuận lợi cho c&aacute;c b&agrave;i to&aacute;n bản đồ v&agrave; GIS quy m&ocirc; lớn,</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Sai số biến dạng tăng dần khi khoảng c&aacute;ch tới kinh tuyến trục tăng.</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">3.2 Phạm vi ứng dụng<br />
<br />
M&uacute;i chiếu 6&deg; ph&ugrave; hợp cho:</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Bản đồ quốc gia, v&ugrave;ng, li&ecirc;n tỉnh,</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">C&aacute;c hệ thống GIS tổng hợp,</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Quy hoạch kh&ocirc;ng gian, hạ tầng quy m&ocirc; lớn.</span></span></li>
</ul>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Lưu &yacute;: UTM kh&ocirc;ng phải l&agrave; một hệ tọa độ ri&ecirc;ng, m&agrave; l&agrave; c&aacute;ch tổ chức m&uacute;i chiếu 6&deg; của ph&eacute;p chiếu Transverse Mercator, thường được sử dụng c&ugrave;ng hệ quy chiếu WGS84 trong th&ocirc;ng lệ quốc tế.<br />
&nbsp;</span></span>
<p style="text-align: center;">
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/Utm-zones(1).jpg" style="width: 800px; height: 400px;" /></span></span></p>
<h2>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">4. M&uacute;i chiếu 3&deg; &ndash; Ti&ecirc;u chuẩn cho đo đạc ch&iacute;nh x&aacute;c</span></span></h2>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">M&uacute;i chiếu 3&deg; c&oacute; bề rộng hẹp hơn, gi&uacute;p giảm đ&aacute;ng kể sai số biến dạng so với m&uacute;i 6&deg;.<br />
<br />
4.1 Đặc điểm ch&iacute;nh</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Độ ch&iacute;nh x&aacute;c h&igrave;nh học cao,</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Biến dạng chiều d&agrave;i v&agrave; diện t&iacute;ch nhỏ,</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Ph&ugrave; hợp cho c&aacute;c b&agrave;i to&aacute;n y&ecirc;u cầu độ ch&iacute;nh x&aacute;c cao.</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">4.2 Phạm vi ứng dụng<br />
<br />
Trong hệ tọa độ VN-2000, m&uacute;i chiếu 3&deg; thường được sử dụng cho:</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đo vẽ địa ch&iacute;nh,</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Bản đồ tỷ lệ lớn,</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Bố tr&iacute; v&agrave; thi c&ocirc;ng c&ocirc;ng tr&igrave;nh,</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hồ sơ ph&aacute;p l&yacute; đất đai.</span></span></li>
</ul>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Khi sử dụng VN-2000, bắt buộc phải x&aacute;c định r&otilde; m&uacute;i chiếu v&agrave; kinh tuyến trục, v&igrave; đ&acirc;y l&agrave; tham số ph&aacute;p l&yacute; của hệ tọa độ, kh&ocirc;ng được mặc định như trong hệ UTM.<br />
&nbsp;</span></span><br />
<br />
<h2>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">5. Nhận định thực tế tại Việt Nam</span></span></h2>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trong thực tế đo đạc tại Việt Nam:</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">VN-2000 m&uacute;i chiếu 3&deg; l&agrave; lựa chọn chủ đạo cho c&ocirc;ng t&aacute;c địa ch&iacute;nh v&agrave; x&acirc;y dựng,</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">M&uacute;i chiếu 6&deg; (UTM) chủ yếu ph&ugrave; hợp cho bản đồ khu vực &ndash; v&ugrave;ng v&agrave; c&aacute;c b&agrave;i to&aacute;n GIS tổng hợp.</span></span></li>
</ul>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Việc sử dụng đ&uacute;ng m&uacute;i chiếu gi&uacute;p đảm bảo:</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Độ ch&iacute;nh x&aacute;c kỹ thuật,</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">T&iacute;nh thống nhất dữ liệu,</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Sự ph&ugrave; hợp với quy định ph&aacute;p l&yacute; hiện h&agrave;nh.</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">&nbsp;<br />
<strong>&gt;&gt;&gt; T&oacute;m lại:&nbsp;</strong></span></span><br />
<br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hệ tọa độ quốc gia VN-2000 cho ph&eacute;p sử dụng cả m&uacute;i chiếu 3&deg; v&agrave; 6&deg; theo Th&ocirc;ng tư 973/2001/TT-TCĐC.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">M&uacute;i chiếu 6&deg; (UTM) ph&ugrave; hợp cho bản đồ khu vực v&agrave; li&ecirc;n tỉnh.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">M&uacute;i chiếu 3&deg; được ưu ti&ecirc;n cho đo đạc ch&iacute;nh x&aacute;c, địa ch&iacute;nh v&agrave; c&ocirc;ng tr&igrave;nh.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">UTM l&agrave; c&aacute;ch tổ chức m&uacute;i chiếu, trong khi VN-2000 l&agrave; hệ tọa độ quốc gia &ndash; hai kh&aacute;i niệm n&agrave;y kh&ocirc;ng n&ecirc;n sử dụng thay thế cho nhau.</span></span></li>
</ul>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hiểu đ&uacute;ng v&agrave; sử dụng đ&uacute;ng m&uacute;i chiếu l&agrave; điều kiện quan trọng để đảm bảo độ ch&iacute;nh x&aacute;c kỹ thuật v&agrave; t&iacute;nh ph&aacute;p l&yacute; của mọi sản phẩm đo đạc v&agrave; bản đồ.<br />
&nbsp;<br />
<em>&gt;&gt;&gt; T&agrave;i liệu tham khảo:</em></span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><em>Th&ocirc;ng tư 973/2001/TT-TCĐC &ndash; Hướng dẫn &aacute;p dụng Hệ quy chiếu v&agrave; Hệ tọa độ quốc gia VN-2000</em></span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><em>T&agrave;i liệu chuy&ecirc;n ng&agrave;nh về ph&eacute;p chiếu Transverse Mercator / UTM</em></span></span></li>
</ul>
<p style="text-align: center;">
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><em><img alt="" src="/admin/webroot/upload/image/images/Kinh tuyến trục.jpg" style="width: 747px; height: 420px;" /></em></span></span></p>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">&nbsp;</span></span>',
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			'id' => '793',
			'name' => 'Tìm hiểu các phương pháp hiệu chỉnh GNSS ',
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			'shortdes' => '<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hiệu chỉnh GNSS l&agrave; yếu tố then chốt để đạt được định vị độ ch&iacute;nh x&aacute;c cao. T&iacute;n hiệu GNSS th&ocirc; (kh&ocirc;ng hiệu chỉnh) thường chỉ đạt độ ch&iacute;nh x&aacute;c khoảng 5&ndash;10 m&eacute;t, kh&ocirc;ng đ&aacute;p ứng y&ecirc;u cầu của c&aacute;c lĩnh vực như n&ocirc;ng nghiệp ch&iacute;nh x&aacute;c, trắc địa, robot tự h&agrave;nh, xe tự l&aacute;i,&hellip;&nbsp;Bằng c&aacute;ch t&iacute;nh to&aacute;n v&agrave; &aacute;p dụng c&aacute;c hiệu chỉnh sai số l&ecirc;n t&iacute;n hiệu GNSS, độ ch&iacute;nh x&aacute;c c&oacute; thể được cải thiện gấp 100 lần, đạt mức centimet.</span></span>',
			'content' => '<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><em>Hiệu chỉnh GNSS l&agrave; yếu tố then chốt để đạt được định vị độ ch&iacute;nh x&aacute;c cao. T&iacute;n hiệu GNSS th&ocirc; (kh&ocirc;ng hiệu chỉnh) thường chỉ đạt độ ch&iacute;nh x&aacute;c khoảng 5&ndash;10 m&eacute;t, kh&ocirc;ng đ&aacute;p ứng y&ecirc;u cầu của c&aacute;c lĩnh vực như n&ocirc;ng nghiệp ch&iacute;nh x&aacute;c, trắc địa, robot tự h&agrave;nh, xe tự l&aacute;i,&hellip;&nbsp;Bằng c&aacute;ch t&iacute;nh to&aacute;n v&agrave; &aacute;p dụng c&aacute;c hiệu chỉnh sai số l&ecirc;n t&iacute;n hiệu GNSS, độ ch&iacute;nh x&aacute;c c&oacute; thể được cải thiện gấp 100 lần, đạt mức centimet.</em><br />
<br />
B&agrave;i viết n&agrave;y tr&igrave;nh b&agrave;y c&aacute;c phương ph&aacute;p hiệu chỉnh GNSS ch&iacute;nh:</span></span><br />
<ul>
	<li>
		<strong><em><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">DGNSS (GNSS vi sai)</span></span></em></strong></li>
	<li>
		<strong><em><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">SBAS (Hệ thống tăng cường vệ tinh)</span></span></em></strong></li>
	<li>
		<strong><em><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">RTK (Động học thời gian thực)</span></span></em></strong></li>
	<li>
		<strong><em><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">PPP (Định vị điểm ch&iacute;nh x&aacute;c)</span></span></em></strong></li>
	<li>
		<strong><em><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">PPP-RTK</span></span></em></strong></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đồng thời ph&acirc;n t&iacute;ch đặc điểm, ưu nhược điểm v&agrave; phạm vi ứng dụng của từng phương ph&aacute;p, cũng như c&aacute;ch lựa chọn phương &aacute;n ph&ugrave; hợp.<br />
&nbsp;</span></span>
<p>
	<strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">GNSS định vị ti&ecirc;u chuẩn hoạt động như thế n&agrave;o?</span></span></strong><br />
	&nbsp;</p>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">T&iacute;n hiệu GNSS th&ocirc; từ mỗi vệ tinh mang một m&atilde; giả ngẫu nhi&ecirc;n (PRN), cung cấp ba th&ocirc;ng tin ch&iacute;nh:</span></span><br />
<ul>
	<li>
		<strong><em><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Ai: định danh vệ tinh.</span></span></em></strong></li>
	<li>
		<strong><em><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Ở đ&acirc;u: vị tr&iacute; quỹ đạo.</span></span></em></strong></li>
	<li>
		<strong><em><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Khi n&agrave;o: thời điểm ph&aacute;t t&iacute;n hiệu.</span></span></em></strong></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">M&aacute;y thu GNSS so s&aacute;nh m&atilde; PRN nhận được với m&atilde; PRN nội sinh của n&oacute; để x&aacute;c định thời gian truyền t&iacute;n hiệu, từ đ&oacute; t&iacute;nh ra khoảng c&aacute;ch giả (pseudorange). Khi c&oacute; khoảng c&aacute;ch đến &iacute;t nhất 4 vệ tinh, m&aacute;y thu c&oacute; thể x&aacute;c định vị tr&iacute; 3D của m&igrave;nh.<br />
<br />
T&iacute;n hiệu GNSS bị ảnh hưởng bởi nhiều nguồn sai số:</span></span><br />
<ul>
	<li>
		<em><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tầng điện ly &amp; đối lưu l&agrave;m chậm v&agrave; bẻ cong t&iacute;n hiệu.</span></span></em></li>
	<li>
		<em><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Sai số đồng hồ &amp; quỹ đạo vệ tinh.</span></span></em></li>
	<li>
		<em><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đa đường (multipath) do phản xạ từ nh&agrave; cửa, c&acirc;y cối.</span></span></em></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tổng sai số dẫn đến độ ch&iacute;nh x&aacute;c chỉ khoảng 5&ndash;10 m. Từ đ&acirc;y, c&aacute;c phương ph&aacute;p hiệu chỉnh GNSS ra đời để giảm v&agrave; loại bỏ c&aacute;c sai số n&agrave;y.<br />
&nbsp;</span></span>
<h2>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">1. Differential GNSS (DGNSS &ndash; GNSS vi sai)</span></span></h2>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Nguy&ecirc;n l&yacute;:</strong><br />
Định vị tương đối bằng c&aacute;ch so s&aacute;nh số liệu giữa m&aacute;y rover v&agrave; trạm tham chiếu c&oacute; tọa độ đ&atilde; biết ch&iacute;nh x&aacute;c.<br />
<br />
<strong>C&aacute;ch hoạt động:</strong></span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trạm base t&iacute;nh sai số pseudorange cho từng vệ tinh</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Ph&aacute;t c&aacute;c hiệu chỉnh n&agrave;y cho rover</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Rover &aacute;p dụng hiệu chỉnh để loại bỏ sai số chung</span></span></li>
</ul>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Độ ch&iacute;nh x&aacute;c</strong>: Dưới 1 m&eacute;t<br />
<br />
<strong>Ưu điểm</strong></span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Dễ triển khai</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Ti&ecirc;u thụ điện thấp</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Thời gian hội tụ nhanh</span></span></li>
</ul>
<br />
<strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Nhược điểm</span></span></strong><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Độ ch&iacute;nh x&aacute;c thấp hơn RTK/PPP</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Phụ thuộc khoảng c&aacute;ch đến trạm base</span></span></li>
</ul>
<br />
<strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Ứng dụng:&nbsp;</span></span></strong><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">H&agrave;ng hải, n</span><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">&ocirc;ng nghiệp mức cơ bản, t</span><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">hiết bị GNSS pin nhỏ.</span>
<p style="text-align: center;">
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">&nbsp;<img alt="" src="/admin/webroot/upload/image/images/GNSSCorrections-Types-SBAS-2-1024x683.jpg" style="width: 800px; height: 534px;" /></span></span></p>
<h2>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">2. SBAS &ndash; Hệ thống tăng cường vệ tinh</span></span></h2>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Nguy&ecirc;n l&yacute;</strong>:&nbsp;Tương tự DGNSS nhưng hiệu chỉnh được t</span></span><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">&iacute;nh to&aacute;n tập trung v&agrave; p</span><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">h&aacute;t qua vệ tinh địa tĩnh.</span><br />
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">V&iacute; dụ SBAS:</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">WAAS (Mỹ)</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">EGNOS (Ch&acirc;u &Acirc;u)</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">MSAS (Nhật Bản)</span></span></li>
</ul>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Độ ch&iacute;nh x&aacute;c</strong>: ~1&ndash;3 m<br />
<br />
<strong>Ưu điểm</strong></span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Miễn ph&iacute;</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Phủ rộng khu vực lớn</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kh&ocirc;ng cần base cục bộ</span></span></li>
</ul>
<br />
<strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Nhược điểm</span></span></strong><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Độ ch&iacute;nh x&aacute;c hạn chế</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kh&oacute; thu vệ tinh địa tĩnh ở đ&ocirc; thị / vĩ độ cao</span></span></li>
</ul>
<br />
<strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Ứng dụng:&nbsp;</span></span></strong><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">H&agrave;ng kh&ocirc;ng,&nbsp;</span><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">H&agrave;ng hải,&nbsp;</span><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">N&ocirc;ng nghiệp quy m&ocirc; lớn.</span>
<h2>
	<br />
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">3. RTK &ndash; Real-Time Kinematic</span></span></h2>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Nguy&ecirc;n l&yacute;:&nbsp;</strong>Sử dụng đo pha s&oacute;ng mang (carrier-phase) kết hợp hiệu chỉnh thời gian thực từ trạm base.<br />
<br />
<strong>Đặc điểm kỹ thuật:</strong></span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Bước s&oacute;ng L1 GPS &asymp; 19 cm</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Giải ẩn số nguy&ecirc;n (integer ambiguity)</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Sử dụng double differencing + thuật to&aacute;n LAMBDA</span></span></li>
</ul>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Độ ch&iacute;nh x&aacute;c</strong>: &nbsp;1&ndash;2 cm<br />
<br />
<strong>Thời gian fix</strong>: v&agrave;i gi&acirc;y<br />
<br />
<strong>Ưu điểm:&nbsp;</strong></span></span><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">Độ ch&iacute;nh x&aacute;c cao nhất, h</span><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">ội tụ cực nhanh</span><br />
<br />
<strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Nhược điểm</span></span></strong><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Phạm vi giới hạn (&asymp; 20&ndash;30 km)</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Cần kết nối ổn định (radio / NTRIP)</span></span></li>
</ul>
<br />
<strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Ứng dụng</span></span></strong><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trắc địa</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Thi c&ocirc;ng &ndash; stakeout</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Robot, UAV</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">N&ocirc;ng nghiệp ch&iacute;nh x&aacute;c</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">&nbsp;</span></span>
<h2>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">4. PPP &ndash; Precise Point Positioning</span></span></h2>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Nguy&ecirc;n l&yacute;</strong>: Định vị tuyệt đối bằng c&aacute;ch &aacute;p dụng:</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Quỹ đạo vệ tinh ch&iacute;nh x&aacute;c</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đồng hồ vệ tinh ch&iacute;nh x&aacute;c</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">M&ocirc; h&igrave;nh kh&iacute; quyển to&agrave;n cầu</span></span></li>
</ul>
<br />
<strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đặc điểm:</span></span></strong><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kh&ocirc;ng cần trạm base cục bộ</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hội tụ bằng c&aacute;ch tự giải ẩn số pha</span></span></li>
</ul>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Độ ch&iacute;nh x&aacute;c</strong>: cm (tĩnh)<br />
<br />
<strong>Thời gian hội tụ</strong>: 10&ndash;30 ph&uacute;t<br />
<br />
<strong>Ưu điểm</strong></span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Phủ to&agrave;n cầu</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Ph&ugrave; hợp v&ugrave;ng xa, biển khơi</span></span></li>
</ul>
<br />
<strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Nhược điểm</span></span></strong><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hội tụ chậm</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kh&ocirc;ng ph&ugrave; hợp ứng dụng cần real-time</span></span></li>
</ul>
<br />
<strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Ứng dụng</span></span></strong><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">H&agrave;ng hải &ndash; ngo&agrave;i khơi</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Khoa học &ndash; địa vật l&yacute;</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đo đạc khu vực hẻo l&aacute;nh</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">&nbsp;</span></span>
<h2>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">5. PPP-RTK &ndash; Phương ph&aacute;p lai hiện đại</span></span></h2>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Nguy&ecirc;n l&yacute;</strong>: L&agrave; sự kết hợp giữa:</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hiệu chỉnh vệ tinh ch&iacute;nh x&aacute;c của PPP</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hiệu chỉnh kh&iacute; quyển &amp; pha kiểu RTK</span></span></li>
</ul>
<br />
<strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">C&ocirc;ng nghệ cốt l&otilde;i:</span></span></strong><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">SSR (State Space Representation)</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Wide-lane ambiguity resolution (bước s&oacute;ng d&agrave;i &rarr; fix nhanh)</span></span></li>
</ul>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Độ ch&iacute;nh x&aacute;c</strong>: 3&ndash;7 cm<br />
<br />
<strong>Thời gian hội tụ</strong>: 10&ndash;30 gi&acirc;y<br />
<br />
<strong>Ưu điểm</strong></span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Nhanh hơn PPP</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Phủ rộng hơn RTK</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Mở rộng cho số lượng người d&ugrave;ng lớn</span></span></li>
</ul>
<br />
<strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Nhược điểm</span></span></strong><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Cần m&aacute;y GNSS đa tần hiện đại</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Độ ch&iacute;nh x&aacute;c thấp hơn RTK cự ly ngắn</span></span></li>
</ul>
<br />
<strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Ứng dụng</span></span></strong><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Xe tự l&aacute;i &ndash; ADAS</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">UAV</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Quản l&yacute; đội xe</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">N&ocirc;ng nghiệp th&ocirc;ng minh</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">&nbsp;<br />
<strong>BẢNG SO S&Aacute;NH&nbsp;</strong></span></span><br />
<br />
<table border="0" cellpadding="0" style="width: 100%">
	<thead>
		<tr>
			<th>
				<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Phương ph&aacute;p</span></span></th>
			<th>
				<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Độ ch&iacute;nh x&aacute;c</span></span></th>
			<th>
				<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Thời gian fix</span></span></th>
			<th>
				<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Phạm vi</span></span></th>
		</tr>
	</thead>
	<tbody>
		<tr>
			<td>
				<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">GNSS thường</span></span></td>
			<td>
				<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">5&ndash;10 m</span></span></td>
			<td>
				<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">V&agrave;i gi&acirc;y</span></span></td>
			<td>
				<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">To&agrave;n cầu</span></span></td>
		</tr>
		<tr>
			<td>
				<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">SBAS</span></span></td>
			<td>
				<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">1&ndash;3 m</span></span></td>
			<td>
				<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">~30 s</span></span></td>
			<td>
				<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Lục địa</span></span></td>
		</tr>
		<tr>
			<td>
				<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">DGNSS</span></span></td>
			<td>
				<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">&lt;1 m</span></span></td>
			<td>
				<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">5&ndash;20 s</span></span></td>
			<td>
				<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Cục bộ</span></span></td>
		</tr>
		<tr>
			<td>
				<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">PPP</span></span></td>
			<td>
				<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">~10 cm</span></span></td>
			<td>
				<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">10&ndash;30 ph&uacute;t</span></span></td>
			<td>
				<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">To&agrave;n cầu</span></span></td>
		</tr>
		<tr>
			<td>
				<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">PPP-RTK</span></span></td>
			<td>
				<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">3&ndash;7 cm</span></span></td>
			<td>
				<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">10&ndash;30 s</span></span></td>
			<td>
				<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Khu vực</span></span></td>
		</tr>
		<tr>
			<td>
				<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">RTK</span></span></td>
			<td>
				<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">1&ndash;2 cm</span></span></td>
			<td>
				<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">~5 s</span></span></td>
			<td>
				<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">&le;30 km</span></span></td>
		</tr>
	</tbody>
</table>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">&nbsp;<br />
&gt;&gt;&gt;&nbsp; Kh&ocirc;ng c&oacute; phương ph&aacute;p hiệu chỉnh GNSS n&agrave;o &ldquo;tốt nhất cho mọi trường hợp&rdquo;.&nbsp;Chỉ c&oacute; phương ph&aacute;p ph&ugrave; hợp nhất với y&ecirc;u cầu c&ocirc;ng việc:</span></span><br />
<br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Cần nhanh &ndash; ch&iacute;nh x&aacute;c tuyệt đối &rarr; RTK</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Cần phủ rộng &ndash; kh&ocirc;ng cần base &rarr; PPP / PPP-RTK</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Cần ổn định &ndash; tiết kiệm năng lượng &rarr; DGNSS / SBAS</span></span></li>
</ul>
<p style="text-align: center;">
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">&nbsp;<img alt="" src="/admin/webroot/upload/image/images/Grey Minimalist Architecture Search Bar Facebook Cover (1).png" style="width: 800px; height: 451px;" /></span></span></p>
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			'videoyou' => null,
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			'twodaypro' => null,
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			'photo' => null,
			'lft' => '501',
			'rght' => '502',
			'vat' => null,
			'hangsx' => null,
			'baohanh' => null,
			'tinhtrang' => '1',
			'tailieu' => null,
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		),
		'Catproduct' => array(
			'id' => '40',
			'name' => 'Blogs',
			'parent_id' => null,
			'alias' => 'blogs',
			'images' => '',
			'lft' => '103',
			'rght' => '104',
			'pos' => '5',
			'status' => '1',
			'title_seo' => 'tin tức trắc địa, cập nhật xu hướng đo đạc mới, công nghệ đo đạc, thiết bị đo đạc hiện đại, mẹo kỹ thuật trắc địa, sai số đo đạc, hệ tọa độ VN-2000, GNSS, RTK, GPS trắc địa, phần mềm trắc địa, phần mềm GIS, SurPad, LandStar, Magnet Field, Leica Captivate, Trimble Access',
			'meta_key' => 'tin tức trắc địa, cập nhật xu hướng đo đạc mới, công nghệ đo đạc, thiết bị đo đạc hiện đại, mẹo kỹ thuật trắc địa, sai số đo đạc, hệ tọa độ VN-2000, GNSS, RTK, GPS trắc địa, phần mềm trắc địa, phần mềm GIS, SurPad, LandStar, Magnet Field, Leica Captivate, Trimble Access',
			'meta_des' => 'phần mềm máy đo đạc, phần mềm GIS, phần mềm trút dữ liệu',
			'created' => '2015-12-16',
			'modified' => '2025-10-29',
			'slug' => 'blogs',
			'cate' => '4',
			'link' => 'tin-tuc',
			'name_eng' => '',
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		)
	),
	(int) 9 => array(
		'Post' => array(
			'id' => '792',
			'name' => 'Stakeout bằng RTK GNSS và Toàn đạc điện tử',
			'code' => null,
			'alias' => 'stakeout-bang-rtk-gnss-va-toan-dac-dien-tu',
			'cat_id' => '40',
			'price' => '0',
			'type' => 'new',
			'shortdes' => '<span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">Trong c&ocirc;ng t&aacute;c stakeout (cắm điểm/định vị thi c&ocirc;ng), GNSS RTK v&agrave; To&agrave;n đạc điện tử đều l&agrave; c&ocirc;ng cụ quan trọng &mdash; nhưng mỗi c&aacute;i c&oacute; đặc th&ugrave;, ưu/nhược điểm v&agrave; thời điểm sử dụng kh&aacute;c nhau. Kh&ocirc;ng phải c&aacute;i n&agrave;o &ldquo;tốt hơn&rdquo;, m&agrave; l&agrave; chọn đ&uacute;ng nơi &ndash; đ&uacute;ng l&uacute;c.</span>',
			'content' => '<em><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trong c&ocirc;ng t&aacute;c stakeout (cắm điểm/định vị thi c&ocirc;ng), GNSS RTK v&agrave; To&agrave;n đạc điện tử đều l&agrave; c&ocirc;ng cụ quan trọng &mdash; nhưng mỗi c&aacute;i c&oacute; đặc th&ugrave;, ưu/nhược điểm v&agrave; thời điểm sử dụng kh&aacute;c nhau. Kh&ocirc;ng phải c&aacute;i n&agrave;o &ldquo;tốt hơn&rdquo;, m&agrave; l&agrave; chọn đ&uacute;ng nơi &ndash; đ&uacute;ng l&uacute;c.<br />
<br />
RTK GNSS l&agrave; phương ph&aacute;p định vị vệ tinh động thời gian thực, trong đ&oacute; tọa độ điểm đo được x&aacute;c định th&ocirc;ng qua xử l&yacute; t&iacute;n hiệu GNSS v&agrave; hiệu chỉnh sai số từ trạm Base hoặc mạng CORS. Kết quả đo được thể hiện trong hệ tọa độ kh&ocirc;ng gian to&agrave;n cầu hoặc hệ tọa độ quốc gia, ph&ugrave; hợp cho c&aacute;c b&agrave;i to&aacute;n định vị tổng thể, đo diện rộng v&agrave; thiết lập khung khống chế ban đầu.<br />
<br />
To&agrave;n đạc điện tử l&agrave; thiết bị đo đạc sử dụng nguy&ecirc;n l&yacute; đo g&oacute;c v&agrave; khoảng c&aacute;ch để x&aacute;c định vị tr&iacute; điểm trong hệ tọa độ cục bộ hoặc hệ tọa độ c&ocirc;ng tr&igrave;nh, dựa tr&ecirc;n c&aacute;c điểm khống chế đ&atilde; biết. Phương ph&aacute;p n&agrave;y cho ph&eacute;p kiểm so&aacute;t chặt chẽ h&igrave;nh học kh&ocirc;ng gian, cao độ v&agrave; sai số tương đối, đặc biệt hiệu quả trong c&aacute;c c&ocirc;ng tr&igrave;nh y&ecirc;u cầu độ ch&iacute;nh x&aacute;c cao.<br />
<br />
Ch&iacute;nh sự kh&aacute;c biệt về nguy&ecirc;n l&yacute; đo v&agrave; c&aacute;ch kiểm so&aacute;t sai số khiến RTK GNSS v&agrave; To&agrave;n đạc điện tử kh&ocirc;ng mang t&iacute;nh thay thế, m&agrave; thường được kết hợp trong c&ugrave;ng một workflow để đạt hiệu quả v&agrave; độ tin cậy cao nhất.<br />
&nbsp;</span></span></em><br />
<h2>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">1. Bảng so s&aacute;nh tổng quan RTK GNSS vs To&agrave;n đạc điện tử</span></span></h2>
<br />
<table border="0" cellpadding="0">
	<thead>
		<tr>
			<th>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Ti&ecirc;u ch&iacute;</span></span><br />
				&nbsp;</th>
			<th>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">RTK GNSS</span></span><br />
				&nbsp;</th>
			<th>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">To&agrave;n đạc điện tử</span></span><br />
				&nbsp;</th>
			<th>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Nhận x&eacute;t kỹ thuật</span></span><br />
				&nbsp;</th>
		</tr>
	</thead>
	<tbody>
		<tr>
			<td>
				<strong><span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Bản chất đo</span></span></strong><br />
				&nbsp;</td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Định vị tuyệt đối theo GNSS</span></span><br />
				&nbsp;</td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Định vị tương đối trong mạng khống chế&nbsp; &nbsp; &nbsp; &nbsp; &nbsp;&nbsp;</span></span><br />
				&nbsp;</td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Kh&aacute;c nhau về nguy&ecirc;n l&yacute;</span></span><br />
				&nbsp;</td>
		</tr>
		<tr>
			<td>
				<strong><span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Độ ch&iacute;nh x&aacute;c</span></span></strong><br />
				&nbsp;</td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Mức cm (RTK Fix, m&ocirc;i trường tốt)&nbsp; &nbsp; &nbsp;&nbsp;</span></span><br />
				&nbsp;</td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Mức mm (đo cạnh &amp; g&oacute;c)</span></span><br />
				&nbsp;</td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">To&agrave;n đạc vượt trội cho chi tiết</span></span><br />
				&nbsp;</td>
		</tr>
		<tr>
			<td>
				<strong><span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Tốc độ</span></span></strong><br />
				&nbsp;</td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Rất nhanh, ph&ugrave; hợp diện rộng</span></span><br />
				&nbsp;</td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Chậm hơn do ngắm gương</span></span><br />
				&nbsp;</td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">RTK c&oacute; lợi thế tốc độ</span></span><br />
				&nbsp;</td>
		</tr>
		<tr>
			<td>
				<strong><span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Phạm vi</span></span></strong><br />
				&nbsp;</td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">V&agrave;i km đến h&agrave;ng chục km<br />
				(Base&ndash;Rover / CORS)&nbsp; &nbsp; &nbsp; &nbsp;</span></span><br />
				&nbsp;</td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">~500&ndash;1000 m, cần line-of-sight</span></span><br />
				&nbsp;</td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">RTK ph&ugrave; hợp khu vực lớn</span></span><br />
				&nbsp;</td>
		</tr>
		<tr>
			<td>
				<strong><span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Cao độ &amp; h&igrave;nh học&nbsp; &nbsp; &nbsp;</span></span></strong><br />
				&nbsp;</td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">C&oacute; thể biến động theo vệ tinh</span></span><br />
				&nbsp;</td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Kiểm so&aacute;t cao độ rất tốt</span></span><br />
				&nbsp;</td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">To&agrave;n đạc an to&agrave;n cho cao độ</span></span><br />
				&nbsp;</td>
		</tr>
		<tr>
			<td>
				<strong><span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Nh&acirc;n lực</span></span></strong><br />
				&nbsp;</td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Thường 1 người</span></span><br />
				&nbsp;</td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Thường 2 người (robot c&oacute; thể 1)</span></span><br />
				&nbsp;</td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">RTK tiết kiệm nh&acirc;n lực</span></span><br />
				&nbsp;</td>
		</tr>
		<tr>
			<td>
				<strong><span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">T&iacute;nh cơ động</span></span></strong><br />
				&nbsp;</td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Gọn nhẹ, setup nhanh</span></span><br />
				&nbsp;</td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Cồng kềnh hơn</span></span><br />
				&nbsp;</td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">RTK linh hoạt hơn</span></span><br />
				&nbsp;</td>
		</tr>
		<tr>
			<td>
				<strong><span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Chi ph&iacute;</span></span></strong></td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Đầu tư cao hơn, c&oacute; thể c&oacute; ph&iacute;<br />
				CORS&nbsp; &nbsp;&nbsp;</span></span></td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Ổn định, dễ kiểm so&aacute;t</span></span></td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">T&ugrave;y quy m&ocirc; dự &aacute;n</span></span></td>
		</tr>
	</tbody>
</table>
<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">&nbsp;</span></span><br />
<h2 style="text-align: center;">
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/Blue and White Neon Gradients Virtual Video Background (100)(2).png" style="width: 780px; height: 439px;" /></span></span></h2>
<h2>
	<br />
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">2. So s&aacute;nh ứng dụng thực tế theo từng t&igrave;nh huống c&ocirc;ng việc</span></span></h2>
<br />
<table border="0" cellpadding="0">
	<thead>
		<tr>
			<th>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">T&igrave;nh huống</span></span><br />
				&nbsp;</th>
			<th>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">RTK GNSS</span></span><br />
				&nbsp;</th>
			<th>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">To&agrave;n đạc</span></span><br />
				&nbsp;</th>
			<th>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Nhận định</span></span><br />
				&nbsp;</th>
		</tr>
	</thead>
	<tbody>
		<tr>
			<td>
				<strong><span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Đo diện rộng (ruộng, rừng, KCN)&nbsp; &nbsp;</span></span></strong><br />
				&nbsp;</td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Đo nhanh, kh&ocirc;ng cần line-of-sight&nbsp; &nbsp; &nbsp; &nbsp;</span></span><br />
				&nbsp;</td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Kh&oacute; triển khai diện rộng</span></span><br />
				&nbsp;</td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">RTK GNSS vượt trội</span></span><br />
				&nbsp;</td>
		</tr>
		<tr>
			<td>
				<strong><span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Đo chi tiết c&ocirc;ng tr&igrave;nh</span></span></strong><br />
				&nbsp;</td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Độ ch&iacute;nh x&aacute;c cm, dễ nhiễu</span></span><br />
				&nbsp;</td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Độ ch&iacute;nh x&aacute;c mm, ổn định&nbsp; &nbsp; &nbsp;&nbsp;</span></span><br />
				&nbsp;</td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">To&agrave;n đạc tốt hơn</span></span><br />
				&nbsp;</td>
		</tr>
		<tr>
			<td>
				<strong><span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Khu đ&ocirc; thị nhiều nh&agrave; cao tầng</span></span></strong><br />
				&nbsp;</td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Dễ bị che khuất vệ tinh</span></span><br />
				&nbsp;</td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Kh&ocirc;ng phụ thuộc vệ tinh</span></span><br />
				&nbsp;</td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">To&agrave;n đạc hiệu quả</span></span><br />
				&nbsp;</td>
		</tr>
		<tr>
			<td>
				<strong><span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Địa h&igrave;nh mở</span></span></strong><br />
				&nbsp;</td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">T&iacute;n hiệu tốt, đo rất nhanh</span></span><br />
				&nbsp;</td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Đo được nhưng chậm</span></span><br />
				&nbsp;</td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">RTK thuận tiện</span></span><br />
				&nbsp;</td>
		</tr>
		<tr>
			<td>
				<strong><span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Gi&aacute;m s&aacute;t thi c&ocirc;ng hằng ng&agrave;y</span></span></strong><br />
				&nbsp;</td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">X&aacute;c định mốc tổng thể</span></span><br />
				&nbsp;</td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Kiểm tra trục, cao độ</span></span><br />
				&nbsp;</td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">N&ecirc;n kết hợp</span></span><br />
				&nbsp;</td>
		</tr>
		<tr>
			<td>
				<strong><span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Địa ch&iacute;nh &ndash; bản đồ &ndash; n&ocirc;ng nghiệp&nbsp; &nbsp; &nbsp;&nbsp;</span></span></strong><br />
				&nbsp;</td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Rất ph&ugrave; hợp cho diện rộng</span></span><br />
				&nbsp;</td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Bổ trợ khi cần chi tiết</span></span><br />
				&nbsp;</td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">RTK l&agrave; chủ đạo</span></span><br />
				&nbsp;</td>
		</tr>
		<tr>
			<td>
				<strong><span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Ho&agrave;n c&ocirc;ng &ndash; nghiệm thu</span></span></strong></td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Kiểm tra tổng thể</span></span></td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Ch&iacute;nh x&aacute;c chi tiết</span></span></td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">To&agrave;n đạc an to&agrave;n</span></span></td>
		</tr>
	</tbody>
</table>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">&nbsp;</span></span>
<p style="text-align: center;">
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/Leica_TS16_Carousel_Image_1_800x428.jpg" style="width: 763px; height: 408px;" /></span></span></p>
<h2>
	<br />
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">3. Workflow được &aacute;p dụng phổ biến trong c&ocirc;ng t&aacute;c&nbsp;cắm điểm/định vị thi c&ocirc;ng&nbsp;</span></span><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">thực tế</span><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">&nbsp;</span></h2>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Theo hướng dẫn ứng dụng của Leica Geosystems v&agrave; Trimble, c&aacute;c dự &aacute;n chuy&ecirc;n nghiệp thường &aacute;p dụng quy tr&igrave;nh sau:</span></span>
<h3>
	<br />
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">3.1 RTK GNSS</span></span></h3>
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">X&aacute;c định hệ tọa độ,</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Fix mốc khống chế,</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Lập bản đồ nền, định vị tổng thể.</span></span></li>
</ul>
<h3>
	<br />
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">3.2 To&agrave;n đạc điện tử</span></span></h3>
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Bố tr&iacute; tim trục,</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kiểm so&aacute;t cao độ,</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Stakeout chi tiết,</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Ho&agrave;n c&ocirc;ng &ndash; nghiệm thu.</span></span></li>
</ul>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đ&acirc;y l&agrave; l&yacute; do v&igrave; sao RTK v&agrave; To&agrave;n đạc lu&ocirc;n đi c&ugrave;ng nhau tr&ecirc;n c&ocirc;ng trường, chứ kh&ocirc;ng cạnh tranh trực tiếp.</span></span>
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">RTK GNSS mạnh về tốc độ, phạm vi, t&iacute;nh cơ động.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">To&agrave;n đạc điện tử mạnh về độ ch&iacute;nh x&aacute;c, h&igrave;nh học, cao độ v&agrave; độ tin cậy.</span></span></li>
</ul>
<p style="text-align: center;">
	<img alt="" src="/admin/webroot/upload/image/images/maxresdefault (1)(2).jpg" style="width: 780px; height: 439px;" /></p>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kh&ocirc;ng c&oacute; thiết bị n&agrave;o &ldquo;tốt nhất cho mọi c&ocirc;ng việc&rdquo;.&nbsp;Việc sử dụng đ&uacute;ng thiết bị cho đ&uacute;ng mục đ&iacute;ch gi&uacute;p:</span></span>
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Giảm sai số,</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tiết kiệm thời gian,</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Dễ bảo vệ số liệu khi nghiệm thu.</span></span></li>
</ul>
<br />
<span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">Kết hợp c&ocirc;ng nghệ GNSS hiện đại với độ ch&iacute;nh x&aacute;c truyền thống của m&aacute;y to&agrave;n đạc </span><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">l&agrave; xu hướng chung của c&aacute;c đội đo đạc chuy&ecirc;n nghiệp hiện nay.<br />
<br />
<em>&gt;&gt;&gt; <u>Nguồn tham khảo:</u><br />
Leica Geosystems &ndash; GNSS vs Total Station Applications<br />
Trimble &ndash; Stakeout and Construction Surveying Guidelines<br />
Topcon &ndash; GNSS and Total Station Field Workflows</em><br />
&nbsp;</span></span>',
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			'name' => 'Leica Infinity - Phần mềm văn phòng được kết nối vô tận',
			'code' => null,
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			'shortdes' => '<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">C&ugrave;ng t&igrave;m hiểu phần mềm xử l&yacute; dữ liệu khảo s&aacute;t Leica Infinity - C&ocirc;ng cụ kết nối v&ocirc; hạn!</span></span>',
			'content' => '<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="white-space-collapse: preserve;"><strong>Leica Infinity</strong> l&agrave; phần mềm xử l&yacute; dữ liệu khảo s&aacute;t của h&atilde;ng Leica Geosystems, được thiết kế để quản l&yacute;, xử l&yacute;, ph&acirc;n t&iacute;ch v&agrave; kiểm tra chất lượng của tất cả dữ liệu đo đạc khảo s&aacute;t từ thực địa, bao gồm dữ liệu từ to&agrave;n đạc, thủy chuẩn, GNSS, UAV, Scanner. C&aacute;c dữ liệu được kết hợp trong một dự &aacute;n (BIM, CAD, GIS,..), dễ d&agrave;ng tr&iacute;ch xuất, tạo v&agrave; cập nhật một c&aacute;ch li&ecirc;n tục, gi&uacute;p người d&ugrave;ng gi&aacute;m s&aacute;t tất cả quy tr&igrave;nh c&ocirc;ng việc.</span><br />
<br />
<strong>Quản l&yacute;, xử l&yacute;, ph&acirc;n t&iacute;ch v&agrave; kiểm tra chất lượng dữ liệu khảo s&aacute;t thực địa</strong><br />
<br />
<strong>Leica Infinity</strong> l&agrave; phần mềm văn ph&ograve;ng th&acirc;n thiện với người d&ugrave;ng d&agrave;nh cho c&aacute;c nh&agrave; khảo s&aacute;t v&agrave; chuy&ecirc;n gia đo lường, những người y&ecirc;u cầu giải ph&aacute;p to&agrave;n diện cho nhu cầu dữ liệu kh&ocirc;ng gian địa l&yacute; của họ.&nbsp;Khoản đầu tư v&agrave;o Infinity, đảm bảo quản l&yacute;, xử l&yacute;, ph&acirc;n t&iacute;ch v&agrave; đảm bảo chất lượng dữ liệu khảo s&aacute;t từ c&aacute;c m&aacute;y&nbsp;to&agrave;n đạc&nbsp;,&nbsp;cấp kỹ thuật số&nbsp;,&nbsp;GNSS&nbsp;&nbsp;v&agrave;&nbsp;M&aacute;y bay kh&ocirc;ng người l&aacute;i (UAV)&nbsp;.&nbsp;Với&nbsp;phần mềm&nbsp;văn ph&ograve;ng Infinity v&agrave;&nbsp;Leica Captivate&nbsp;được đồng bộ h&oacute;a ho&agrave;n hảo trong thiết kế v&agrave; vận h&agrave;nh, đảm bảo kết nối liền mạch giữa hiện trường v&agrave; văn ph&ograve;ng.&nbsp;Hỗ trợ c&aacute;c ứng dụng khảo s&aacute;t, lập bản đồ v&agrave; x&acirc;y dựng, Infinity l&agrave; trung t&acirc;m phần mềm văn ph&ograve;ng kh&ocirc;ng gian địa l&yacute; tối ưu.<br />
<br />
<strong><img alt="" src="/admin/webroot/upload/image/images/leica_infinity_point_cloud_800x428.JPG" style="width: 800px; height: 428px;" /><br />
<br />
Một khoản đầu tư cho nhiều ứng dụng</strong><br />
<br />
<strong>Leica Infinity</strong> l&agrave; phần mềm văn ph&ograve;ng kh&ocirc;ng gian địa l&yacute; được lựa chọn cho c&aacute;c ứng dụng v&ocirc; hạn.&nbsp;Từ khảo s&aacute;t đến x&acirc;y dựng, n&oacute; hỗ trợ BIM, CAD, GIS v&agrave; hơn thế nữa để đồng h&agrave;nh với sự ph&aacute;t triển của doanh nghiệp bạn trong c&aacute;c ứng dụng mới.&nbsp;Phần mềm Infinity sẵn s&agrave;ng sử dụng dữ liệu từ c&aacute;c cảm biến truyền thống như m&aacute;y&nbsp;to&agrave;n&nbsp;đạc&nbsp;,&nbsp;GNSS&nbsp;&nbsp;v&agrave;&nbsp;mức kỹ thuật số&nbsp;, đồng thời cũng thoải m&aacute;i với c&aacute;c đ&aacute;m m&acirc;y điểm từ&nbsp;MS60 MultiStation&nbsp;&nbsp;v&agrave;&nbsp;UAV&nbsp;.<br />
<br />
Kh&aacute;m ph&aacute; những sự thật bạn cần xem x&eacute;t khi chọn phần mềm văn ph&ograve;ng khảo s&aacute;t v&agrave; c&aacute;ch Infinity trao quyền cho người khảo s&aacute;t trong mọi bước - c&oacute; thể l&agrave; h&igrave;nh dung, chuẩn bị, thu thập, xử l&yacute;, x&aacute;c nhận, b&aacute;o c&aacute;o v&agrave; / hoặc chia sẻ dữ liệu.<br />
<br />
<img alt="" src="/admin/webroot/upload/image/images/Leica_Infinity_pic_1766x750_new.jpg" style="width: 800px; height: 340px;" /><br />
<br />
<strong>Một luồng dữ liệu duy nhất cho tất cả c&aacute;c cảm biến v&agrave; dịch vụ đo lường</strong><br />
<br />
<strong>Leica Infinity</strong> l&agrave; trung t&acirc;m phần mềm khảo s&aacute;t tối ưu.&nbsp;Được thiết kế để hỗ trợ v&ocirc; số quy tr&igrave;nh l&agrave;m việc, dữ liệu từ BIM, CAD, GIS v&agrave; hơn thế nữa, đi k&egrave;m với dữ liệu đo lường trong một g&oacute;i văn ph&ograve;ng khảo s&aacute;t dễ sử dụng.&nbsp;H&igrave;nh ảnh v&agrave; đ&aacute;m m&acirc;y điểm từ&nbsp;c&aacute;c&nbsp;m&aacute;y&nbsp;&nbsp;to&agrave;n đạc&nbsp;,&nbsp;MultiStations&nbsp;,&nbsp;UAV&nbsp;&nbsp;v&agrave;&nbsp;GNSS&nbsp;được t&iacute;ch hợp liền mạch với c&aacute;c ph&eacute;p đo truyền thống để tạo ra c&aacute;c sản phẩm c&oacute; gi&aacute; trị c&oacute; thể được chia sẻ kỹ thuật số th&ocirc;ng qua đ&aacute;m m&acirc;y hoặc c&aacute;c kế hoạch in tương tự.&nbsp;Với c&aacute;c dịch vụ dữ liệu của Hexagon v&agrave; c&aacute;c b&ecirc;n thứ ba được t&iacute;ch hợp, việc truy cập v&agrave;o dữ liệu diễn ra liền mạch v&agrave; hiệu quả.&nbsp;Với khả năng truy xuất nguồn gốc đầy đủ v&agrave; b&aacute;o c&aacute;o chất lượng, h&atilde;y lu&ocirc;n tự tin v&agrave;o sản phẩm của bạn.<br />
<br />
Kh&aacute;m ph&aacute; c&aacute;c mẹo v&agrave; lợi &iacute;ch về c&aacute;ch phần mềm văn ph&ograve;ng khảo s&aacute;t ng&agrave;nh c&oacute; thể đơn giản h&oacute;a quy tr&igrave;nh l&agrave;m việc của bạn trong suốt bốn trụ cột của c&ocirc;ng việc khảo s&aacute;t.<br />
<br />
<strong><img alt="" src="/admin/webroot/upload/image/images/Leica-infinity-office_software_800x428.JPG" style="width: 748px; height: 400px;" /><br />
<br />
Một phần mềm để kết nối liền mạch</strong><br />
<br />
<strong>Leica Infinity</strong> được thiết kế để kết nối liền mạch với hiện trường v&agrave; t&aacute;i tạo kết quả đo được tại hiện trường bất cứ l&uacute;c n&agrave;o.&nbsp;Tọa độ c&oacute; thể được t&iacute;nh to&aacute;n lại một c&aacute;ch đơn giản v&agrave; tự động nếu chiều cao của cột hoặc dụng cụ bị thay đổi, tr&aacute;nh việc xử l&yacute; thủ c&ocirc;ng tốn thời gian.&nbsp;Với kết nối đ&aacute;m m&acirc;y giữa hiện trường v&agrave; văn ph&ograve;ng, những người khảo s&aacute;t tại hiện trường lu&ocirc;n c&oacute; dữ liệu mới nhất v&agrave; qu&aacute; tr&igrave;nh xử l&yacute; tại văn ph&ograve;ng c&oacute; thể bắt đầu ngay lập tức, ngay cả trước khi nh&oacute;m thực địa rời địa điểm l&agrave;m việc.<br />
<br />
<strong>&gt;&gt;&gt; Kh&aacute;m ph&aacute; phần mềm văn ph&ograve;ng Leica Infinity <a href="https://leica-geosystems.com/industries/pure-surveying/surveying-solutions/leica-infinity-the-infinitely-connected-office-software">TẠI Đ&Acirc;Y</a>.<br />
<br />
<img alt="" src="/admin/webroot/upload/image/images/leica_infinity_landing_page_header_2480x750px_0224.jpg" style="width: 800px; height: 242px;" /></strong></span></span>',
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			'shortdes' => '<span style="font-size:14px;"><span style="font-family: tahoma, geneva, sans-serif;"><span style="white-space: pre-wrap;">B</span>ạn đ&atilde; quen với kh&aacute;i niệm GPS&nbsp;(Global Positioning System), một hệ thống qu&acirc;n sự thuộc Kh&ocirc;ng Qu&acirc;n được x&acirc;y dựng trong thời kỳ Chiến tranh Lạnh nhưng hiện đ&atilde; được sử dụng v&igrave; mục đ&iacute;ch thương mại từ giữa những năm 2000 cho đến nay. H</span>i<span style="font-family:tahoma,geneva,sans-serif;">ện nay&nbsp;<span style="white-space: pre-wrap;">thế giới đang chuyển từ một hệ thống GPS duy nhất sang 7 hệ thống kh&aacute;c nhau. C</span>&ugrave;ng t&igrave;m hiểu nh&eacute;!</span></span>',
			'content' => '<h2>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>I. Hệ thống định vị to&agrave;n cầu GPS</strong></span></span></h2>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">GPS được viết tắt của cụm từ&nbsp;Global Positioning System&nbsp;&ndash; dịch sang tiếng việt&nbsp;l&agrave; hệ thống định vị to&agrave;n cầu. Hệ thống n&agrave;y bao gồm &iacute;t nhất 24 vệ tinh bay xung quanh tr&aacute;i đất, c&aacute;c trạm thu t&iacute;n hiệu tr&ecirc;n mặt đất, v&agrave; c&aacute;c thuật to&aacute;n để xử l&yacute; th&ocirc;ng tin, qua đ&oacute; x&aacute;c định vị tr&iacute;, thời gian, vận tốc của c&aacute;c m&aacute;y thu t&iacute;n hiệu GPS.<br />
Hệ thống GPS được ph&aacute;t triển v&agrave; thuộc quyền sở hữu của Hoa Kỳ, cũng l&agrave; hệ thống vệ tinh đầy đủ, hoạt động hiệu của nhất trong hệ thống vệ tinh định vị to&agrave;n cầu (<a href="https://tracdiathanhdat.vn/">GNSS</a>)<br />
Ng&agrave;y nay, c&aacute;c t&iacute;n hiệu từ hệ thống GPS được sử dụng một phần cho mục địch qu&acirc;n sự, được khai th&aacute;c bởi Hoa Kỳ v&agrave; c&aacute;c nước đồng m&igrave;nh, phần c&ograve;n lại cho ph&eacute;p người d&acirc;n tr&ecirc;n to&agrave;n thế giới sử dụng miễn ph&iacute;.<br />
<br />
</span></span>
<h3>
	<span style="font-size:14px;"><strong>1. Lịch sử ra đời của GPS</strong></span></h3>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Từ h&agrave;ng ng&agrave;n năm trước, con người đ&atilde; cố gắng t&igrave;m nhiều c&aacute;ch kh&aacute;c nhau để x&aacute;c định phương hướng như sử dụng mặt trời, mặt trăng v&agrave; c&aacute;c v&igrave; sao.&nbsp;<br />
Đến thế kỷ 20, hải qu&acirc;n Hoa Kỳ đ&atilde; c&oacute; những những th&iacute; nghiệm định vị vệ tinh v&agrave;o năm 1960 để theo d&otilde;i c&aacute;c t&agrave;u ngầm mang t&ecirc;n lửa hạt nh&acirc;n. Kết quả cho thấy, chỉ với s&aacute;u vệ tinh quay quanh c&aacute;c cực, qu&acirc;n đội c&oacute; thể x&aacute;c định ch&iacute;nh x&aacute;c vị tr&iacute; của t&agrave;u ngầm trong v&ograve;ng v&agrave;i ph&uacute;t.<br />
Từ kết quả đ&oacute;, năm 1970, bộ quốc ph&ograve;ng Hoa Kỳ đ&atilde; quyết định ph&aacute;t triển một hệ vệ tinh để đảm bảo lu&ocirc;n c&oacute; c&aacute;c t&iacute;n hiệu mạnh, ổn định. Nhờ v&agrave;o nguồn tiền đổ v&agrave;o li&ecirc;n tục, c&ugrave;ng c&aacute;c kỹ sư ng&agrave;y đ&ecirc;m l&agrave;m việc, vệ tinh đầu ti&ecirc;n đ&atilde; được ph&oacute;ng l&ecirc;n kh&ocirc;ng gian năm 1978, v&agrave; to&agrave;n bộ hệ vệ tinh đ&atilde; được ho&agrave;n thiện v&agrave;o năm 1993 với 24 vệ tinh.<br />
<br />
<img alt="" src="/admin/webroot/upload/image/images/04-dich-vu-cung-cap-boi-mang-luoi-dinh-vi-ve-tinh-quoc-gia.jpg" style="width: 800px; height: 450px;" /><br />
<br />
</span></span>
<h3>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>2. Một số th&ocirc;ng tin về GPS</strong></span></span></h3>
<br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hệ thống định vị to&agrave;n cầu GPS được ho&agrave;n thiện với đầy đủ chức năng v&agrave;o năm 1994</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trung b&igrave;nh, bộ quốc ph&ograve;ng Hoa Kỳ phải chi 2 tỷ USD mỗi ng&agrave;y để vận h&agrave;nh hệ thống GPS, nhưng lại cho người d&acirc;n to&agrave;n cầu sử dụng miễn ph&iacute;</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Một vệ tinh di chuyển trong kh&ocirc;ng gian với vận tốc 14000km/giờ</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Với một bộ thu t&iacute;n hiệu GPS, bạn c&oacute; thể x&aacute;c định vị tr&iacute; của m&igrave;nh tại bất cứ đ&acirc;u tr&ecirc;n tr&aacute;i đất</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hệ thống GPS hoạt động to&agrave;n thời gian 24h/ng&agrave;y trong mọi điều kiện</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">T&iacute;n hiệu từ vệ tinh c&oacute; thể xuy&ecirc;n cqua nhựa, k&iacute;nh nhưng kh&ocirc;ng xuy&ecirc;n qua được gỗ, đ&aacute; v&agrave; b&ecirc; t&ocirc;ng</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Độ ch&iacute;nh x&aacute;c định vị th&ocirc;ng thường l&agrave; khoảng 5 m&eacute;t, nhưng nếu bạn d&ugrave;ng c&aacute;c bộ thu chuy&ecirc;n dụng như m&aacute;y đo RTK th&igrave; độ ch&iacute;nh x&aacute;c sẽ l&ecirc;n tới milimet</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Với GPS, người ta đo được ch&acirc;u &Uacute;c đang di chuyển với vận tốc 7.3cm/năm theo dướng Đ&ocirc;ng Bắc !</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">C&aacute;c quốc gia kh&aacute;c cũng đang cố gắng x&acirc;y dựng v&agrave; ph&aacute;t triển c&aacute;c hệ vệ tinh cho ri&ecirc;ng m&igrave;nh</span></span></li>
</ul>
<h2>
	<br />
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>II. Hệ thống định vị&nbsp;</strong></span></span><strong style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">to&agrave;n cầu&nbsp;</strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Glonass</strong></span></span></h2>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Glonass l&agrave; hệ thống định vị to&agrave;n cầu&nbsp;<span style="color: rgb(51, 51, 51);">được ph&aacute;t triển bởi Nga (Li&ecirc;n X&ocirc; c</span>ũ)<span style="color: rgb(51, 51, 51);">&nbsp;</span>dựa tr&ecirc;n c&aacute;c vệ tinh trong kh&ocirc;ng gian bay xung quanh tr&aacute;i đất, hệ thống n&agrave;y cung cấp c&aacute;c dịch vụ định vị, dẫn đường, x&aacute;c định thời gian một c&aacute;ch tin cậy, miễn ph&iacute; v&agrave; d&agrave;nh cho tất cả mọi người tr&ecirc;n thế giới.&nbsp;<br />
<br />
</span></span>
<h3>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>1. Một số phi&ecirc;n bản của Glonass</strong></span></span></h3>
<br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">GLONASS - được ph&oacute;ng v&agrave;o năm 1982, nhằm mục đ&iacute;ch hoạt động để định vị thời tiết, đo vận tốc v&agrave; thời gian ở bất kỳ đ&acirc;u tr&ecirc;n thế giới hoặc kh&ocirc;ng gian gần Tr&aacute;i đất của qu&acirc;n đội v&agrave; c&aacute;c tổ chức ch&iacute;nh thức.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">GLONASS-M - ra mắt năm 2003 th&ecirc;m m&atilde; d&acirc;n sự thứ hai, đ&acirc;y l&agrave; dấu mốc quan trọng để c&aacute;c nh&agrave; khảo s&aacute;t ph&aacute;t triển đầu thu tin hiệu vệ tinh phục vụ đo vẽ bản đồ.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">GLONASS-k - bắt đầu trở lại năm 2011 c&oacute; th&ecirc;m 3 loại nữa l&agrave; k1, k2 v&agrave; k. Th&ecirc;m tần số d&acirc;n dụng thứ ba.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">GLONASS-K2 - ra mắt sau năm 2015&nbsp;</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">GLONASS-KM - sẽ ra mắt sau năm 2025 (hiện đang trong giai đoạn nghi&ecirc;n cứu)</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/glonass-erf-com_637013101299011000.jpg" style="width: 800px; height: 443px;" /><br />
<br />
</span></span>
<h3>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>2. Một số th&ocirc;ng tin xung quanh Glonass</strong></span></span></h3>
<br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Từ năm 2011 đến năm 2020, ch&iacute;nh phủ Nga đ&atilde; đầu tư tổng cộng 15 tỷ đ&ocirc; v&agrave; hệ thống định vị Glonass của m&igrave;nh</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">C&oacute; 24 vệ tinh thuộc hệ thống Glonass đang hoạt động v&agrave; bay xung quanh tr&aacute;i đất</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Chiều cao quỹ đạo của Glonass l&agrave; 21150km</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Độ nghi&ecirc;ng so với mặt phẳng quỹ đạo l&agrave; 64.8 độ</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Chu kỳ quỹ đạo của một vệ tinh l&agrave; 11 giờ v&agrave; 16 ph&uacute;t</span></span></li>
</ul>
<h2>
	<br />
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>III.&nbsp; Hệ thống định vị to&agrave;n cầu&nbsp; Galileo</strong></span></span></h2>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Galileo l&agrave; hệ thống định vị vệ tinh to&agrave;n cầu được ph&aacute;t triển bởi li&ecirc;n minh ch&acirc;u &Acirc;u, được điều h&agrave;nh, thiết kế v&agrave; ph&aacute;t triển bởi Cơ quan&nbsp;<a href="https://tracdiathanhdat.vn/">GNSS</a>&nbsp;Ch&acirc;u &Acirc;u (GSA) v&agrave; Cơ quan vũ trụ ch&acirc;u &Acirc;u (ESA). Đ&acirc;y l&agrave; hệ thống định vị đầu ti&ecirc;n tr&ecirc;n thế giới được sử dụng cho c&aacute;c mục đ&iacute;ch d&acirc;n dụng với độ ch&iacute;nh x&aacute;c.</span></span>
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hệ thống định vị vệ tinh to&agrave;n cầu được đặt theo t&ecirc;n của nh&agrave; khoa học Galileo người &Yacute;, &ocirc;ng l&agrave; cha đẻ của việc quan s&aacute;t thi&ecirc;n văn học hiện đại, cha đẻ của ng&agrave;nh vật l&yacute; hiện đại, cũng l&agrave; người khai sinh ra khoa học hiện đại.</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/Galileo.jpg" style="width: 800px; height: 394px;" /><br />
<br />
</span></span>
<h3>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>1. Dịch vụ của Galileo</strong></span></span></h3>
<br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Dịch vụ mở (Open Service &ndash; OS): Miễn ph&iacute; cho tất cả mọi người</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Dịch vụ x&aacute;c thực tin nhắn điều hướng mở (OS-NMA): Miễn ph&iacute; cho tất cả mọi người</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Dịch vụ độ ch&iacute;nh x&aacute;c cao (HAS): Miến ph&iacute; cho tất cả mọi người</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Dịch vụ x&aacute;c thực t&iacute;n hiệu (SAS): Dịch vụ trả ph&iacute; d&agrave;nh cho doanh nghiệp</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Dịch vụ t&igrave;m kiếm cứu hộ cứu nạn (Sar) &ndash; một phần của Cospas-Sarsat</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Dịch vụ điều tiết c&ocirc;ng cộng (PRS) &ndash; Chỉ cung cấp cho người được c&aacute;c cơ quan ch&iacute;nh phủ ủy quyền</span></span></li>
</ul>
<h3>
	<br />
	<strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">2. Điểm mạnh của hệ thống Galileo</span></span></strong></h3>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tuy được sử dụng v&agrave;o mục đ&iacute;ch d&acirc;n sự, nhưng hệ thống Galileo c&oacute; hiệu suất ngang ngửa với những hệ thống định vị được ph&aacute;t triển chủ yếu phục vụ cho qu&acirc;n sự với 3 điểm nhấn được c&aacute;c chuy&ecirc;n gia c&ocirc;ng nhận:</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Ch&iacute;nh x&aacute;c cao: C&oacute; t&iacute;nh năng định vị thời gian thực, độ ch&iacute;nh x&aacute;c cho người d&ugrave;ng l&ecirc;n tới 1m, v&agrave; đạt tới h&agrave;ng centimet nếu sử dụng <a href="https://tracdiathanhdat.vn/may-dinh-vi-ve-tinh-gps-2-tan-so-rtk">RTK</a>&nbsp;chuy&ecirc;n dụng</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tin cậy: Với rất nhiều cải tiến, t&iacute;n hiệu từ vệ tinh Galileo rất ổn định, tin cậy d&ugrave; người d&ugrave;ng ở những địa h&igrave;nh kh&oacute; khăn hiểm trở.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">T&iacute;nh khả dụng: Hệ thống Galileo c&oacute; thể tương th&iacute;ch với c&aacute;c hệ thống kh&aacute;ch như GPS, Glonass, gi&uacute;p cho độ ch&iacute;nh x&aacute;c khi định vị được cải thiện đ&aacute;ng kể.</span></span></li>
</ul>
<h2>
	<br />
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>IV. Hệ thống định vị vệ tinh to&agrave;n cầu Beidou&nbsp;(hay c&ograve;n gọi l&agrave; Bắc Đẩu)</strong></span></span></h2>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hệ vệ tinh Beidou&nbsp;-&nbsp; t&ecirc;n tiếng anh l&agrave; BeiDou Navigation Satellite System, viết tắt l&agrave;&nbsp;BDS, l&agrave; hệ thống định vị vệ tinh do Trung Quốc đầu tư, x&acirc;y dựng v&agrave; ph&aacute;t triển.&nbsp;<br />
Hệ thống&nbsp;Beidou thế hệ đầu ti&ecirc;n, mang t&ecirc;n gọi ch&iacute;nh thức l&agrave;&nbsp;BeiDou Satellite Navigation Experimental System&nbsp;hoặc&nbsp;Beidou 1, gồm 3 vệ tinh hoạt động từ năm 2000, chỉ c&oacute; thể phủ s&oacute;ng trong l&atilde;nh thổ Trung Quốc, v&agrave; phục vụ chủ yếu cho Trung Quốc v&agrave; khu vực, quốc gia l&acirc;n cận. Beidou-1 ngừng hoạt động năm 2012.<br />
Hệ thống Beidou thế hệ 2&nbsp;mang t&ecirc;n ch&iacute;nh thức l&agrave; BeiDou Navigation Satellite System (BDS)&nbsp;hay c&ograve;n gọi l&agrave;&nbsp;COMPASS hoặc&nbsp;BeiDou-2&nbsp;gồm 10 vệ tinh bay tr&ecirc;n quỹ đạo, đi v&agrave;o hoạt động năm 2011 v&agrave; cung cấp dịch vụ cho khu vực Ch&acirc;u &Aacute; Th&aacute;i B&igrave;nh Dương.<br />
Hệ thống Beidou thế hệ thứ 3 (BDS-3) được ph&oacute;ng l&ecirc;n v&agrave;o năm 2015, v&agrave; ho&agrave;n thiện tổng số 35 vệ tinh bay xung quanh quỹ đạo tr&aacute;i đất v&agrave;o năm 2020, ch&iacute;nh thức cung cấp dịnh vị định vị, dẫn đường to&agrave;n cầu, l&agrave; đối trọng của c&aacute;c hệ vệ tinh kh&aacute;c trong hệ thống GNSS: GPS, Galileo, Glonass.&nbsp;Theo thời b&aacute;o China Daily, t&iacute;nh đến năm 2015, c&oacute; &iacute;t nhất 35 tỷ đ&ocirc; đ&atilde; được đầu tư v&agrave;o hệ thống định vị vệ tinh Bắc Đẩu (Beidou).<br />
<br />
</span></span>
<h3>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>1. Nguy&ecirc;n tắc hoạt động của hệ vệ tinh Beidou</strong></span></span></h3>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hệ thống BeiDou &aacute;p dụng 4 nguy&ecirc;n tắc cơ bản l&agrave; cởi mở, độc lập, tương th&iacute;ch v&agrave; tăng dần.</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Nguy&ecirc;n tắc cởi mở: Hệ thống BeiDou sẽ cung cấp dịch vụ mở chất lượng cao miễn ph&iacute; cho người d&ugrave;ng tr&ecirc;n to&agrave;n thế giới v&agrave; giao tiếp với c&aacute;c quốc gia kh&aacute;c để tạo điều kiện ph&aacute;t triển c&ocirc;ng nghệ v&agrave; c&ocirc;ng nghiệp GNSS.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Nguy&ecirc;n tắc độc lập: C&oacute; nghĩa l&agrave; Trung Quốc sẽ ph&aacute;t triển v&agrave; vận h&agrave;nh hệ thống BeiDou một c&aacute;ch độc lập, cung cấp dịch vụ một c&aacute;ch độc lập cho người d&ugrave;ng tr&ecirc;n to&agrave;n thế giới v&agrave; đặc biệt cung cấp c&aacute;c dịch vụ chất lượng cao ở khu vực Ch&acirc;u &Aacute; - Th&aacute;i B&igrave;nh Dương.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Nguy&ecirc;n tắc tương th&iacute;ch: Hệ thống BeiDou sẽ theo đuổi c&aacute;c giải ph&aacute;p để hiện thực khả năng tương th&iacute;ch, tương t&aacute;c với c&aacute;c hệ thống định vị vệ tinh kh&aacute;c để người d&ugrave;ng c&oacute; thể nhận được dịch vụ tốt hơn.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Nguy&ecirc;n tắc tăng dần: Dựa tr&ecirc;n nguy&ecirc;n tắc tăng dần, hệ thống BeiDou sẽ đi theo m&ocirc; h&igrave;nh từng bước ph&ugrave; hợp với sự ph&aacute;t triển kinh tế v&agrave; kỹ thuật ở Trung Quốc, cung cấp c&aacute;c dịch vụ li&ecirc;n tục l&acirc;u d&agrave;i cho người d&ugrave;ng, cải thiện hiệu suất hệ thống v&agrave; đảm bảo qu&aacute; tr&igrave;nh chuyển đổi liền mạch v&agrave; su&ocirc;n sẻ giữa hệ thống c&aacute;c giai đoạn x&acirc;y dựng.</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/he-thong-ve-tinh-beidou-min.jpg" style="width: 800px; height: 453px;" /><br />
<br />
</span></span>
<h3>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>2. C&aacute;c th&agrave;nh phần của hệ thống định vị to&agrave;n cầu Beidou</strong></span></span></h3>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Giống như c&aacute;c&nbsp;hệ thống định vị to&agrave;n cầu GNSS&nbsp;kh&aacute;c, hệ thống định vị vệ tinh Beidou cũng c&oacute; 3 th&agrave;nh phần ch&iacute;nh:</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Th&agrave;nh phần kh&ocirc;ng gian&nbsp;gồm 35 vệ tinh, trong đ&oacute; c&oacute; 5 vệ tinh địa tĩnh v&agrave; 30 vệ tinh động</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Th&agrave;nh phần mặt&nbsp;đất gồm c&aacute;c trạm điều h&agrave;nh tr&ecirc;n mặt đất được đặt tại Trung Quốc v&agrave; c&aacute;c trạm gi&aacute;m s&aacute;t được đặt rải r&aacute;c to&agrave;n cầu.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Th&agrave;nh phần người d&ugrave;ng&nbsp;gồm tất cả c&aacute;c c&aacute; nh&acirc;n, tập thể, doanh nghiệp được trang bị bộ thu t&iacute;n hiệu vệ tinh. V&iacute; dụ&nbsp;như điện thoại th&ocirc;ng minh hoặc thiết bị chuy&ecirc;n dụng đo vẽ bản đồ như&nbsp;m&aacute;y GPS RTK.</span></span></li>
</ul>
<div style="box-sizing: border-box;">
	&nbsp;</div>
<h2>
	<strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">V. Hệ thống&nbsp;định vị&nbsp;</span></span><strong style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">to&agrave;n cầu&nbsp;</strong></strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>IRNSS&nbsp;</strong></span></span><br />
	&nbsp;</h2>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">IRNSS viết tắt của&nbsp;Indian Regional Navigation Satellite System,&nbsp;l&agrave; hệ thống định vị khu vực của Ấn Độ, được ph&aacute;t triển bởi Tổ Chức Nghi&ecirc;n Cứu Kh&ocirc;ng Gian Ấn Độ. Hệ thống n&aacute;y c&oacute; t&aacute;c dụng định vị, chỉ đường v&agrave; một số ứng dụng chỉ giới hạn tại Ấn Độ v&agrave; c&aacute;c khu vực l&acirc;n cận nằm trong b&aacute;n k&iacute;nh 1500km t&iacute;nh từ bi&ecirc;n giới Ấn Độ.</span></span>
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hệ thống dự kiến sẽ cung cấp khả năng quan s&aacute;t vị tr&iacute;, vận tốc v&agrave; thời gian theo thời gian thực ch&iacute;nh x&aacute;c cho người d&ugrave;ng tr&ecirc;n nhiều nền tảng kh&aacute;c nhau với khả năng cung cấp dịch vụ 24 giờ x 7 ng&agrave;y trong mọi điều kiện thời tiết.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hệ thống n&agrave;y kh&ocirc;ng phải l&agrave; hệ thống định vị phủ s&oacute;ng tr&ecirc;n to&agrave;n cầu như hệ thống GPS của Mỹ, Beidou của Trung Quốc, Glonass của Nga hay Galileo của li&ecirc;n minh Ch&acirc;u &Acirc;u.</span></span></li>
</ul>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/fig-11.jpg" style="width: 800px; height: 452px;" /><br />
<br />
<strong>Hiệu suất của IRNSS</strong><br />
<br />
Hệ thống IRNSS hiện cung cấp hai loại dịch vụ:&nbsp;</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">SPS -&nbsp; Standard Position System: Dịch vụ Định vị Ti&ecirc;u chuẩn</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">RS - (Dịch vụ bị hạn chế / được ủy quyền)</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Cả hai dịch vụ n&agrave;y sẽ được cung cấp ở hai tần số, một ở băng tần L5 v&agrave; một ở băng tần S (S-band). Hệ thống n&agrave;y cung cấp độ ch&iacute;nh x&aacute;c vị tr&iacute; tuyệt đối cao hơn 10 m&eacute;t trong phạm vi bi&ecirc;n giới Ấn Độ v&agrave; tốt hơn 20 m&eacute;t (66 ft) ở Ấn Độ Dương cũng như một khu vực k&eacute;o d&agrave;i khoảng 1.500 km (930 mi) xung quanh Ấn Độ.&nbsp;Tuy nhi&ecirc;n, so s&aacute;nh với c&aacute;c hệ thống định vị vệ tinh to&agrave;n cầu kh&aacute;c, t&iacute;n hiệu của IRNSS được cho l&agrave; ổn định hơn do c&oacute; tần số k&eacute;p S v&agrave; L.</span></span><br />
<br />
<h2>
	<span style="font-family:tahoma,geneva,sans-serif;"><span style="font-size:14px;"><strong>VI. Hệ thống định vị to&agrave;n cầu QZSS</strong></span></span></h2>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">QZSS viết tắt của&nbsp;Quasi-Zenith Satellite System&nbsp;-&nbsp;l&agrave; một hệ thống định vị vệ tinh được ph&aacute;t triển bởi Nhật Bản. Mục ti&ecirc;u của QZSS l&agrave; cung cấp c&aacute;c dịch vụ định vị ch&iacute;nh x&aacute;c v&agrave; ổn định cao trong khu vực Ch&acirc;u &Aacute; - Ch&acirc;u Đại Dương, tương th&iacute;ch với GPS v&agrave; c&aacute;c&nbsp;<a href="https://tracdiathanhdat.vn/may-dinh-vi-ve-tinh-gps-2-tan-so-rtk">hệ vệ tinh GNSS to&agrave;n cầu</a>&nbsp;kh&aacute;c. Dịch vụ của QZSS được cung cấp v&agrave;o năm 2018.<br />
<br />
</span></span>
<h3>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>1. Sự h&igrave;nh th&agrave;nh v&agrave; ph&aacute;t triển của QZSS</strong></span></span></h3>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">QZSS được ch&iacute;nh phủ Nhật Bản cho ph&eacute;p v&agrave;o năm 2002. L&uacute;c đầu, hệ thống được ph&aacute;t triển bởi nh&oacute;m Advanced Space Business Corporation (ASBC), bao gồm Mitsubishi Electric Corp., Hitachi Ltd., v&agrave; GNSS Technologies Inc.&nbsp;<br />
Năm 2007, khi ASBC sụp đổ, c&ocirc;ng tr&igrave;nh được tiếp quản bởi JAXA c&ugrave;ng với Trung t&acirc;m Nghi&ecirc;n cứu v&agrave; Ứng dụng Định vị Vệ tinh (SPAC), được th&agrave;nh lập v&agrave;o th&aacute;ng 2 năm 2007 v&agrave; được sự chấp thuận của c&aacute;c Bộ trưởng li&ecirc;n quan đến nghi&ecirc;n cứu v&agrave; ph&aacute;t triển QZSS.<br />
Năm 2010, hoạt động đầu ti&ecirc;n được diễn ra với việc ph&oacute;ng c&aacute;c vệ tinh của hệ thống QZSS l&ecirc;n quỹ đạo. Tất cả chức năng của vệ tinh c&ugrave;ng trạm điều khiển mặt đất đ&atilde; đi v&agrave;o hoạt động v&agrave; mang lại hiệu quả.&nbsp;C&aacute;c thử nghiệm đ&atilde; chỉ ra rằng, một thiết bị thu t&iacute;n hiệu vệ tinh của QZSS lẫn GPS c&oacute; độ ch&iacute;nh x&aacute;c cao hơn 10% so với một thiết bị kh&aacute;c chỉ thu t&iacute;n hiệu GPS.<br />
<br />
Năm 2011, Ch&iacute;nh phủ Nhật Bản đ&atilde; quyết định đẩy nhanh việc triển khai QZSS để hệ thống c&oacute; 7 vệ tinh trong tương lai.&nbsp;<br />
<br />
<img alt="" src="/admin/webroot/upload/image/images/348834197_227781756630652_8609257992783074386_n.jpg" style="width: 800px; height: 450px;" /><br />
<br />
</span></span>
<h3>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>2.&nbsp;</strong></span></span><strong style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">Đặc điểm nổi bật của hệ thống vệ tinh QZSS</strong></h3>
<ul>
	<li>
		<span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">Hệ thống QZSS bao gồm 4 vệ tinh, phủ rộng tr&ecirc;n khu vực Ch&acirc;u &Aacute; &ndash; Th&aacute;i B&igrave;nh Dương.</span></li>
	<li>
		<span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">QZSS c&oacute; thể ph&aacute;t t&iacute;n hiệu bổ trợ, gi&uacute;p n&acirc;ng cao độ ch&iacute;nh x&aacute;c cho kết quả định vị.</span></li>
	<li>
		<span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">V&agrave;o bất cứ thời điểm n&agrave;o cũng sẽ c&oacute; &iacute;t nhất một vệ tinh thuộc hệ thống vệ tinh QZSS bay tr&ecirc;n bầu trời Nhật Bản.</span></li>
	<li>
		<span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">Hệ thống vệ tinh QZSS c&oacute; thể t&iacute;ch hợp với c&aacute;c hệ thống GNSS kh&aacute;c, gi&uacute;p cải thiện độ ch&iacute;nh x&aacute;c v&agrave; tin cậy của định vị.</span></li>
</ul>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>VII. Hệ thống&nbsp;định vị to&agrave;n cầu do Anh triển khai </strong><em>( cập nhật sau)</em></span></span><br />
<br />
<img alt="" src="/admin/webroot/upload/image/images/correctionservices-infrastructure-web-teaser.png" style="width: 800px; height: 381px;" /><br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> &nbsp;</span></span><br />
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			'id' => '658',
			'name' => 'Qui định kỹ thuật  thu nhận và xử lý ảnh số từ máy bay không người lái (UAV)',
			'code' => null,
			'alias' => 'qui-dinh-ky-thuat-thu-nhan-va-xu-ly-anh-so-tu-may-bay-khong-nguoi-lai-uav',
			'cat_id' => '40',
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			'shortdes' => '<span style="font-size:14px;">Việc sử dụng m&aacute;y&nbsp;bay kh&ocirc;ng người l&aacute;i để th&agrave;nh lập bản đồ phải tu&acirc;n theo th&ocirc;ng tư số 07/2021/TT-BTNMT được k&yacute; ng&agrave;y 30/6/2021.</span>',
			'content' => '<h2>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>I. Qui định về m&aacute;y bay kh&ocirc;ng người l&aacute;i&nbsp; (UAV) v&agrave; hệ thống thiết bị&nbsp;</strong></span></span></h2>
<br />
<h3>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">1. Quy định về UAV</span></span></h3>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">- Việc sử dụng UAV phải tu&acirc;n thủ c&aacute;c quy định tại Nghị định số 36/2008/ND-CP ng&agrave;y 28/3/2008 v&agrave; Nghị định số 79/2011/ND-CP ng&agrave;y 5/9/2011 về sửa đổi bổ sung nghị định 36. Ngo&agrave;i ra c&ograve;n tu&acirc;n thủ theo nghị định số 58/2010/ND-CP ng&agrave;y 1/6/2010 quy định chi tiết v&agrave; hướng dẫn thi h&agrave;nh một số điều của luật D&acirc;n qu&acirc;n tự vệ.<br />
- Thiết bị UAV phải thỏa m&atilde;n c&aacute;c ti&ecirc;u chuẩn được quy định tại Th&ocirc;ng tư số 35/2017/TT-BQP ng&agrave;y 12 th&aacute;ng 2 năm 2017 của Bộ trưởng Bộ quốc ph&ograve;ng.</span></span>
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">C&oacute; khả năng bay ở chế độ tự động v&agrave; b&aacute;n tự động</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">C&oacute; trọng lượng cất c&aacute;nh kh&ocirc;ng vượt qu&aacute; 25,0 kg</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">C&oacute; khả năng chịu gi&oacute; tối thiểu 8m/s</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">- Thiết bị v&ocirc; tuyến điện đi k&egrave;m UAV phải được đăng k&yacute; tần số theo quy định tại th&ocirc;ng tư số 05/2015/TT-BTTTT ng&agrave;y 23 th&aacute;ng 3 năm 2015 của Bộ Th&ocirc;ng tin v&agrave; truyền th&ocirc;ng.<br />
<br />
</span></span>
<h3>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">2. Quy định về m&aacute;y ảnh số v&agrave; thiết bị GNSS gắn tr&ecirc;n UAV</span></span></h3>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">- M&aacute;y ảnh số gắn tr&ecirc;n UAV phải c&oacute; ti&ecirc;u cự cố định trong qu&aacute; tr&igrave;nh bay chụp, c&oacute; chế độ tự chụp li&ecirc;n tục, chụp được ảnh m&agrave;u tự nhi&ecirc;n RGB với độ ph&acirc;n giải h&igrave;nh ảnh kh&ocirc;ng nhỏ hơn 20 Megapixel.<br />
- Thiết bị điều khiển mặt đất c&oacute; m&agrave;n h&igrave;nh hiển thị v&agrave; phải c&agrave;i đặt được c&aacute;c chức năng cơ bản. Phần mềm xử l&yacute; phải c&oacute; khả năng xử l&yacute; dữ liệu đầu v&agrave;o bao gồm dừ liệu thu nhận từ UAV v&agrave; dữ liệu trạm cố định, tạo lập c&aacute;c sản phẩm gồm đ&aacute;m m&acirc;y điểm, DSM, DEM, b&igrave;nh đồ ảnh&hellip;<br />
<br />
</span></span>
<h2>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>II. Qui&nbsp;định kỹ thuật về sản phẩm</strong></span></span></h2>
<br />
<h3>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">1. Quy định về ảnh gốc v&agrave; độ cao bay chụp</span></span></h3>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">- Ảnh gốc phải c&oacute; độ tương phản đồng đều, độ s&aacute;ng, độ n&eacute;t, m&agrave;u sắc đảm bảo cho qu&aacute; tr&igrave;nh xử l&yacute;, độ nh&ograve;e kh&ocirc;ng vượt qu&aacute; 0,25 GSD.</span></span><br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">- Độ phủ ngang của ảnh gốc phải đảm bảo từ 60% đến 80%, độ phủ dọc kh&ocirc;ng nhỏ hơn 70%.</span></span><br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">- Độ ph&acirc;n giải mặt đất tu&acirc;n theo bảng sau:</span></span><br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/Bảng 1.png" style="width: 822px; height: 246px;" /><br />
<br />
</span></span>
<h3>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">2. Độ cao bay của UAV </span></span></h3>
Đ<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">ược t&iacute;nh theo c&ocirc;ng thức <strong>H=f*GSD/S</strong><br />
Trong đ&oacute;: f l&agrave; chiều d&agrave;i ti&ecirc;u cự ống k&iacute;nh m&aacute;y, S l&agrave; k&iacute;ch thước Pixel, GSD l&agrave; độ ph&acirc;n giải mặt đất.<br />
<br />
</span></span>
<h3>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">3. Quy định về sản phẩm v&agrave; độ ch&iacute;nh x&aacute;c dữ liệu</span></span></h3>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">- Sản phẩm sau khi xử l&yacute; dữ liệu gồm đ&aacute;m m&acirc;y điểm, DSM, DEM, v&agrave; b&igrave;nh đồ ảnh<br />
- Dữ liệu đ&aacute;m m&acirc;y điểm được lưu trữ ở định dạng LAS, dữ liệu DSM, DEM được lưu trữ ở dạng raster( GEOTIFF-32bit) v&agrave; định dạng ASC II, c&oacute; k&iacute;ch thước dạng lưới &ocirc; vu&ocirc;ng với k&iacute;ch thước quy định tại bảng sau:<br />
<img alt="" src="/admin/webroot/upload/image/images/Bảng 2.png" style="width: 822px; height: 196px;" /><br />
<br />
- Phạm vi dữ liệu phải được cắt chờm bi&ecirc;n 1cm theo tỷ lệ bản đồ, kh&ocirc;ng được c&oacute; điểm trống trong khu vực bay.<br />
- Sai số trung phương độ cao của m&ocirc; h&igrave;nh DEM kh&ocirc;ng vượt qu&aacute; giới hạn tại bảng sau:<br />
<img alt="" src="/admin/webroot/upload/image/images/Bnảg 3.png" style="width: 816px; height: 164px;" /><br />
<br />
- Sản phẩm b&igrave;nh đồ ảnh c&oacute; định dạng GeoTiff- 24 bit, c&oacute; m&agrave;u sắc tự nhi&ecirc;n, h&agrave;i h&ograve;a, kh&ocirc;ng qu&aacute; s&aacute;ng tối, kh&ocirc;ng bị l&oacute;a, kh&ocirc;ng c&oacute; m&acirc;y che. Độ ph&acirc;n giải b&igrave;nh đồ ảnh được quy định theo bảng dưới:<br />
<img alt="" src="/admin/webroot/upload/image/images/Bảng 4.png" style="width: 821px; height: 190px;" /><br />
<br />
- Sai số b&igrave;nh đồ ảnh kh&ocirc;ng vượt qu&aacute; 0,4mm so với điểm khống chế đo vẽ gần nhất theo tỷ lệ bản đồ cần th&agrave;nh lập.<br />
<br />
</span></span>
<h2>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>III. Qui&nbsp;định về thu nhận v&agrave; xử l&yacute; dữ liệu</strong></span></span></h2>
<p style="box-sizing: border-box; font-family: &quot;Helvetica Neue&quot;, Helvetica, Arial, sans-serif; font-weight: 500; line-height: 1.5; color: rgb(51, 51, 51); margin-top: 20px; margin-bottom: 10px; font-size: 16px; text-align: justify;">
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Quy tr&igrave;nh về thu nhận v&agrave; xử l&yacute; dữ liệu gồm c&aacute;c bước sau:</span></span></p>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/Bảng 5.png" style="width: 794px; height: 570px;" /></span></span><br />
<br />
&nbsp;
<h2 id="2-dia-chi-mua-thiet-bi-may-bay-khong-nguoi-lai-uav-uy-tin" style="margin: 0px; padding: 0px; font-family: arial; line-height: 19px; color: rgb(51, 51, 51); text-rendering: optimizelegibility; font-size: 31.5px; text-align: justify;">
	<span style="margin: 0px; padding: 0px; font-size: 14px;"><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;">IV. Địa chỉ mua thiết bị m&aacute;y bay kh&ocirc;ng người l&aacute;i (UAV) uy t&iacute;n</span></span></h2>
<br style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); font-family: arial; font-size: 13px; text-align: justify;" />
<span style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); font-family: arial; text-align: justify; font-size: 14px;"><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;">C&Ocirc;NG TY CP C&Ocirc;NG NGHỆ V&Agrave; TM TH&Agrave;NH ĐẠT chuy&ecirc;n nhập khẩu v&agrave; cung cấp c&aacute;c loại m&aacute;y bay kh&ocirc;ng người l&aacute;i (UAV) phục vụ c&ocirc;ng t&aacute;c khảo s&aacute;t, đo vẽ bản đồ uy t&iacute;n l&acirc;u năm tr&ecirc;n to&agrave;n quốc. C&aacute;c loại UAV m&agrave; ch&uacute;ng t&ocirc;i ph&acirc;n phối bao gồm:</span></span><br style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); font-family: arial; font-size: 13px; text-align: justify;" />
<br style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); font-family: arial; font-size: 13px; text-align: justify;" />
<ul style="margin: 0px; padding: 0px 0px 0px 15px; color: rgb(51, 51, 51); font-family: arial; font-size: 13px; text-align: justify;">
	<li style="margin: 0px; padding: 0px; line-height: 20px;">
		<span style="margin: 0px; padding: 0px; font-size: 14px;"><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;">Phantom 4 RTK,</span></span></li>
	<li style="margin: 0px; padding: 0px; line-height: 20px;">
		<span style="margin: 0px; padding: 0px; font-size: 14px;"><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;">Matrice 300 RTK</span></span></li>
	<li style="margin: 0px; padding: 0px; line-height: 20px;">
		<span style="margin: 0px; padding: 0px; font-size: 14px;"><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;">Mavic 2 Enterprise</span></span></li>
	<li style="margin: 0px; padding: 0px; line-height: 20px;">
		<span style="margin: 0px; padding: 0px; font-size: 14px;"><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;">Mavic 3</span></span></li>
	<li style="margin: 0px; padding: 0px; line-height: 20px;">
		<span style="margin: 0px; padding: 0px; font-size: 14px;"><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;">Matrice 600 Pro</span></span></li>
	<li style="margin: 0px; padding: 0px; line-height: 20px;">
		<span style="margin: 0px; padding: 0px; font-size: 14px;"><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;">Lidar L1, Pin cho Phantom 4, Pin M300 TB60</span></span></li>
	<li style="margin: 0px; padding: 0px; line-height: 20px;">
		<span style="margin: 0px; padding: 0px; font-size: 14px;"><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;">D-RTK2</span></span></li>
</ul>
<br style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); font-family: arial; font-size: 13px; text-align: justify;" />
<span style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); font-family: arial; text-align: justify; font-size: 14px;"><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;"><u style="margin: 0px; padding: 0px;"><strong style="margin: 0px; padding: 0px;">Li&ecirc;n hệ:&nbsp;</strong></u><br style="margin: 0px; padding: 0px;" />
<br style="margin: 0px; padding: 0px;" />
Số 50 L&aacute;ng Hạ, Đống Đa, H&agrave; Nội<br style="margin: 0px; padding: 0px;" />
Số 5/161 Nguyễn Tu&acirc;n. Thanh Xu&acirc;n, H&agrave; Nội<br style="margin: 0px; padding: 0px;" />
Tel: 024.37764930<br style="margin: 0px; padding: 0px;" />
Hotline: 0913051734 (call/imesage/zalo)<br style="margin: 0px; padding: 0px;" />
Website:&nbsp;<a href="http://www.tracdiathanhdat.vn/?fbclid=IwAR3altI5BIG46Mm2_6oxBl-TQxXGfXGEm4M1GUGsoDeNELr3WrYUlO7g2jk" style="margin: 0px; padding: 0px; color: rgb(74, 75, 75); text-decoration-line: none; transition: color 0.2s linear 0s; font-size: 13px;" target="_blank">www.tracdiathanhdat.vn</a><br style="margin: 0px; padding: 0px;" />
Email: tracdiathanhdat@gmail.com</span></span><br style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); font-family: arial; font-size: 13px; text-align: justify;" />
<span style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); font-family: arial; font-size: 13px; text-align: justify;">&nbsp;</span><br style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); font-family: arial; font-size: 13px; text-align: justify;" />
<span style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); font-family: arial; text-align: justify; font-size: 14px;"><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;"><strong style="margin: 0px; padding: 0px;">@ Lu&ocirc;n&nbsp;đồng h&agrave;nh c&ugrave;ng bạn!</strong></span></span>',
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			'name' => 'Vì sao bạn nên sở hữu một chiếc máy đo khoảng cách laser? ',
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			'shortdes' => '<span style="font-family:tahoma,geneva,sans-serif;"><span style="font-size:14px;"><span style="color: rgb(5, 5, 5); white-space: pre-wrap;">M&aacute;y đo khoảng c&aacute;ch laser mang tới nhiều tiện &iacute;ch thi&ecirc;́t thực, phục vụ cho nhiều c&ocirc;ng t&aacute;c đo đạc kh&aacute;c nhau. M&aacute;y hoạt động mạnh mẽ với nhiều t&iacute;nh năng chuy&ecirc;n s&acirc;u sẽ gi&uacute;p c&ocirc;ng việc đo đạc trở l&ecirc;n đơn giản, tiện lợi v&agrave; nhanh ch&oacute;ng hơn.</span></span></span>',
			'content' => '<h2>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">1. M&aacute;y đo khoảng c&aacute;ch laser (hay c&ograve;n gọi l&agrave; thước laser) l&agrave; g&igrave;?</span></span></h2>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">M&aacute;y đo khoảng c&aacute;ch laser l&agrave;&nbsp;thiết bị được sử dụng để x&aacute;c định ch&iacute;nh x&aacute;c khoảng c&aacute;ch giữa hai điểm một c&aacute;ch ch&iacute;nh x&aacute;c bằng tia laser. Khi sử dụng thiết bị n&agrave;y, người đo kh&ocirc;ng cần phải tiếp x&uacute;c trực tiếp đến c&aacute;c điểm, hoặc sử dụng đến c&aacute;c phương tiện truyền th&ocirc;ng như thước d&acirc;y, thước th&eacute;p.<br />
<br />
<img alt="" src="/admin/webroot/upload/image/images/201203071451_0(2).jpg" style="width: 680px; height: 346px;" /></span></span>
<h2>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>2. Khoảng c&aacute;ch đo v&agrave; độ ch&iacute;nh x&aacute;c của thước laser</strong></span></span></h2>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Thước laser c&oacute; thể đo được khoảng c&aacute;ch xa l&ecirc;n tới 400- 500m với độ ch&iacute;nh x&aacute;c +-2mm. Tuy nhi&ecirc;n, tại Việt Nam, c&aacute;c kỹ sư thường sử dụng c&aacute;c loại thước laser đo ở khoảng c&aacute;ch 40 - 100m để đo đạc trong một kh&ocirc;ng gian vừa đủ. Ở những khu vực đo rộng lớn hơn, để phục vụ cho c&ocirc;ng t&aacute;c đo đạc, khảo s&aacute;t người ta sẽ sử dụng c&aacute;c loại m&aacute;y như: kinh vĩ, m&aacute;y to&agrave;n đạc, m&aacute;y GPS 2 tần, ...<br />
<img alt="" src="/admin/webroot/upload/image/images/May_do_laser_Leica__DISTO_D110(2).jpg" style="width: 680px; height: 398px;" /></span></span><br />
<h2>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>3. L&yacute; do bạn n&ecirc;n sở hữu một chiếc thước laser</strong></span></span></h2>
<br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Nhỏ gọn, nhẹ nh&agrave;ng:</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Với k&iacute;ch thước nhỏ hơn một chiếc điện thoại di động, thước laser c&oacute; thể dễ d&agrave;ng được mang theo tr&ecirc;n mọi địa h&igrave;nh.<br />
</span></span>
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tiện dụng:</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Khoảng c&aacute;ch giữa c&aacute;c vật được x&aacute;c định nhanh ch&oacute;ng chỉ trong v&agrave;i thao t&aacute;c. Trong khi nếu sử dụng m&aacute;y to&agrave;n đạc, m&aacute;y GPS 2 tần số, người d&ugrave;ng phải mất thời gian thiết lập.<br />
</span></span>
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Nhiều ứng dụng:</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Thước laser c&oacute; thể chia khoảng, t&iacute;nh diện t&iacute;ch, thể t&iacute;ch, đo gi&aacute;n tiếp,... Nhiều thước laser c&ograve;n được hỗ trợ bởi ứng dụng Android.<br />
</span></span>
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Gi&aacute; th&agrave;nh rẻ:</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Bạn c&oacute; thể sở hữu một chiếc thước laser với chỉ với một ng&acirc;n s&aacute;ch hợp l&yacute; từ v&agrave;i trăm đến khoảng hơn 1 triệu đồng (tuỳ từng model v&agrave; h&atilde;ng sản xuất).<br />
<br />
<img alt="" src="/admin/webroot/upload/image/images/Banner 14_9(2).png" style="width: 680px; height: 544px;" /><br />
&nbsp; </span></span><br />
<h2>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">4.&nbsp;<span style="color: rgb(51, 51, 51); text-align: justify;">Địa chỉ mua m</span>&aacute;y đo khoảng c&aacute;ch laser&nbsp;<span style="color: rgb(51, 51, 51); text-align: justify;">uy t&iacute;n</span></span></span></h2>
<br style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); font-family: arial; font-size: 13px; text-align: justify;" />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); text-align: justify;"><span style="margin: 0px; padding: 0px;">C&Ocirc;NG TY CP C&Ocirc;NG NGHỆ V&Agrave; TM TH&Agrave;NH ĐẠT chuy&ecirc;n nhập khẩu v&agrave; ph&acirc;n phối c&aacute;c loại m&aacute;y đo khoảng c&aacute;ch laser của c&aacute;c h&atilde;ng Bosch, Leica, Sincon, Laisai, Total Meter, SNDWAY,..&nbsp;phục vụ c&ocirc;ng t&aacute;c&nbsp;thi c&ocirc;ng nội, ngoại thất.</span></span><br />
<br />
<span style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); text-align: justify;"><span style="margin: 0px; padding: 0px;">Với hơn 20 năm kinh nghiệm c&ugrave;ng</span></span><span style="color: rgb(51, 51, 51); text-align: justify;">&nbsp;</span><span style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); text-align: justify;"><span style="margin: 0px; padding: 0px;">đội ngũ nh&acirc;n vi&ecirc;n, kỹ thuật vi&ecirc;n năng động, c&oacute; tr&igrave;nh độ cao&nbsp;</span></span><span style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); text-align: justify;">ch&uacute;ng t&ocirc;i&nbsp;tự h&agrave;o v&agrave; tin tưởng Qu&yacute; kh&aacute;ch h&agrave;ng sẽ h&agrave;i l&ograve;ng khi sử dụng c&aacute;c sản phẩm v&agrave; dịch vụ do ch&uacute;ng t&ocirc;i cung cấp.</span></span></span><br style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); font-family: arial; font-size: 13px; text-align: justify;" />
<div style="margin: 0px; padding: 0px; line-height: 20px;">
	&nbsp;</div>
<br style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); font-family: arial; font-size: 13px; text-align: justify;" />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); text-align: justify;"><span style="margin: 0px; padding: 0px;"><u style="margin: 0px; padding: 0px;"><strong style="margin: 0px; padding: 0px;">Li&ecirc;n hệ:&nbsp;</strong></u><br style="margin: 0px; padding: 0px;" />
<br style="margin: 0px; padding: 0px;" />
Số 50 L&aacute;ng Hạ, Đống Đa, H&agrave; Nội<br style="margin: 0px; padding: 0px;" />
Số 5/161 Nguyễn Tu&acirc;n. Thanh Xu&acirc;n, H&agrave; Nội<br style="margin: 0px; padding: 0px;" />
Tel: 024.37764930<br style="margin: 0px; padding: 0px;" />
Hotline: 0913051734 (call/imesage/zalo)<br style="margin: 0px; padding: 0px;" />
Website:&nbsp;<a href="http://www.tracdiathanhdat.vn/?fbclid=IwAR3altI5BIG46Mm2_6oxBl-TQxXGfXGEm4M1GUGsoDeNELr3WrYUlO7g2jk" style="margin: 0px; padding: 0px; color: rgb(74, 75, 75); text-decoration-line: none; transition: color 0.2s linear 0s; font-size: 13px;" target="_blank">www.tracdiathanhdat.vn</a><br style="margin: 0px; padding: 0px;" />
Email: tracdiathanhdat@gmail.com</span></span><br style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); font-family: arial; font-size: 13px; text-align: justify;" />
<span style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); text-align: justify;">&nbsp;</span><br style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); font-family: arial; font-size: 13px; text-align: justify;" />
<span style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); text-align: justify;"><span style="margin: 0px; padding: 0px;"><strong style="margin: 0px; padding: 0px;">@ Lu&ocirc;n&nbsp;đồng h&agrave;nh c&ugrave;ng bạn!</strong></span></span></span></span><br />
<br />
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			'content' => '<span style="font-size: 14px; font-family: tahoma, geneva, sans-serif;"><span style="color: rgb(85, 85, 85); text-align: justify; line-height: 16.8667px;"><em>Hiện nay</em> c</span><span style="color: rgb(85, 85, 85); text-align: justify; font-style: italic; line-height: 16.8667px;">&ocirc;ng nghệ chụp ảnh từ c&aacute;c thiết bị bay kh&ocirc;ng người l&aacute;i (Unmanned Aerial Vehicles -&nbsp;UAV) l&agrave; c&ocirc;ng nghệ được nghi&ecirc;n cứu v&agrave; sử dụng ở nhiều nước tr&ecirc;n thế giới như:&nbsp;Nga, Mỹ, Thụy sĩ,&hellip;&nbsp;Việc ứng dụng c&ocirc;ng nghệ bay chụp ảnh từ c&aacute;c thiết bị bay kh&ocirc;ng người l&aacute;i trong c&ocirc;ng t&aacute;c khảo s&aacute;t địa h&igrave;nh đang rất được quan t&acirc;m v&agrave; &aacute;p dụng. C&ocirc;ng nghệ n&agrave;y c&oacute; rất nhiều ưu điểm so với c&aacute;c phương ph&aacute;p khảo s&aacute;t truyền thống như:gi&aacute; th&agrave;nh thấp, nhanh ch&oacute;ng, tiện dụng, độ ch&iacute;nh x&aacute;c cao (do độ ph&acirc;n giải của m&aacute;y chụp ảnh cao v&agrave; UAV bay ở độ cao thấp), đo được c&aacute;c khu vực c&oacute; địa h&igrave;nh phức tạp hiểm trở, kh&oacute; khắn, r&uacute;t ngắn thời gian cho c&ocirc;ng t&aacute;c khảo s&aacute;t th&agrave;nh lập bản đồ địa h&igrave;nh so với c&aacute;c thiết bị kh&aacute;c&hellip;</span><br />
<br />
<strong>A. L</strong></span><strong><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">ợi &iacute;ch c</span><span style="font-family:tahoma,geneva,sans-serif;"><span style="font-size:14px;">ủa</span></span>&nbsp;<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">ứng dụng UAV trong khảo s&aacute;t địa h&igrave;nh n&oacute;i ri&ecirc;ng v&agrave; trong việc th&agrave;nh lập bản đồ</span></span></strong><br />
<br />
<ul>
	<li>
		<span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">Tiết kiệm chi ph&iacute;. Theo phương ph&aacute;p khảo s&aacute;t địa h&igrave;nh truyền thống, nếu khu vực qu&aacute; rộng lớn hoặc c&oacute; thể chia cắt nhiều th&igrave; việc khảo s&aacute;t đo đạc rất kh&oacute; khăn. Ng&acirc;n s&aacute;ch cho việc đo đạc khảo s&aacute;t gia tăng rất nhiều. Với Drone RTK, c&aacute;c trường hợp kh&oacute; khăn đ&oacute; sẽ được giải quyết v&agrave; chi ph&iacute; sẽ rẻ hơn nhiều.</span></li>
	<li>
		<span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">Tiến độ khảo s&aacute;t nhanh tr&ecirc;n phạm vi lớn. Với c&ocirc;ng nghệ Drone RTK hiện nay, việc khảo s&aacute;t địa h&igrave;nh tr&ecirc;n một phạm vị lớn. Chỉ cần 1-2 ng&agrave;y l&agrave;m ho&agrave;n th&agrave;nh c&ocirc;ng việc ở hiện trường. Trong khi đo đạc địa h&igrave;nh 1/1000 ở khu vực rộng lớn th&igrave; nhiều khi l&ecirc;n đến hơn 30 ng&agrave;y. V&iacute; dụ khu vực khảo s&aacute;t 300ha, đo đạc địa h&igrave;nh 1/1000 2 tổ đội c&oacute; thể mất 20-30 ng&agrave;y l&agrave;m việc.</span></li>
	<li>
		<span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">Lưu giữ cả h&igrave;nh ảnh để xem x&eacute;t đối chiếu khi cần thiết. H&igrave;nh ảnh trực quan tại thời điểm bay chụp, n&oacute; l&agrave; nguồn t&agrave;i liệu lịch sử qu&yacute; gi&aacute; để kiểm tra đối chiếu khi kiểm tra dự &aacute;n.</span></li>
	<li>
		<span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">Độ ch&iacute;nh x&aacute;c tương đương với c&ocirc;ng nghệ đo đạc truyền thống nếu sử dụng Drone RTK. Tuy nhi&ecirc;n, việc n&agrave;y đ&ograve;i hỏi tư vấn khảo s&aacute;t địa h&igrave;nh phải c&oacute; nhiều kinh nghiệm.</span></li>
	<li>
		<span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">Rất tiết kiệm nếu dự &aacute;n mới chỉ ở bước khảo s&aacute;t sơ bộ. Chưa ch&iacute;nh thức triển khai, chỉ ở mức đ&aacute;nh gi&aacute; tiền khả thi.</span></li>
	<li>
		<span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">Khảo s&aacute;t ở những địa h&igrave;nh đồi n&uacute;i hiểm trở cho c&aacute;c c&ocirc;ng tr&igrave;nh dạng tuyến: đường giao th&ocirc;ng, đường d&acirc;y truyền tải điện&hellip;.</span></li>
</ul>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hiện nay, th</span>iết bị được sử dụng phổ&nbsp;<span style="font-family:tahoma,geneva,sans-serif;">biến nhất vẫn l&agrave; Phantom 4 RTK của h&atilde;ng DJI.&nbsp;<br />
<br />
<strong>B. Hạn chế của phương ph&aacute;p đo đạc bằng Drone RTK trong khảo s&aacute;t địa h&igrave;nh</strong><br />
<br />
Việc xin ph&eacute;p bay chụp ảnh để th&agrave;nh lập bản đồ địa h&igrave;nh hiện nay phức tạp trong c&aacute;c thủ tục xin ph&eacute;p bay chụp (thời gian xin ph&eacute;p l&ecirc;n tới 5-7 ng&agrave;y).<br />
<br />
Đối với những v&ugrave;ng địa h&igrave;nh chưa quen thuộc, rất dễ bị rơi mất m&aacute;y bay nếu t&iacute;nh to&aacute;n ước t&iacute;nh độ cao bay chụp sai lầm.<br />
<br />
Thời lượng pin của m&aacute;y bay hiện tại c&ograve;n hạn chế.&nbsp;Thời gian bay chụp của một ca m&aacute;y chỉ khoảng 20-30 ph&uacute;t. Việc thiết kế tuyến bay chụp đ&ograve;i hỏi người khảo s&aacute;t c&oacute; nhiều kinh nghiệm để tối ưu h&oacute;a việc bay chụp cho dự &aacute;n.</span></span><br />
<br />
<img alt="" src="/admin/webroot/upload/image/images/UAV banner.png" style="font-family: tahoma, geneva, sans-serif; font-size: 14px; width: 680px; height: 570px;" /><br />
<span class="emoji-sizer emoji-outer " style="display: inline-block; overflow: hidden; letter-spacing: 50px; color: transparent; text-shadow: none; width: 22px; height: 22px; font-family: &quot;Segoe UI&quot;, SegoeuiPc, &quot;San Francisco&quot;, &quot;Helvetica Neue&quot;, Helvetica, &quot;Lucida Grande&quot;, Roboto, Ubuntu, Tahoma, &quot;Microsoft Sans Serif&quot;, Arial, sans-serif; font-size: 15px; background: url(&quot;assets/emoji.1e7786c93c8a0c1773f165e2de2fd129.png?v=20180604&quot;) 6% 15% / 5100%; -webkit-user-drag: element; margin: 0px 0px -3px;">✅</span><span class="text" style="user-select: text; white-space: pre-wrap; color: rgb(0, 26, 51); font-family: &quot;Segoe UI&quot;, SegoeuiPc, &quot;San Francisco&quot;, &quot;Helvetica Neue&quot;, Helvetica, &quot;Lucida Grande&quot;, Roboto, Ubuntu, Tahoma, &quot;Microsoft Sans Serif&quot;, Arial, sans-serif; font-size: 15px;"> </span>',
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			'title_seo' => 'GNSS RTK',
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			'meta_des' => 'Máy RTK, máy định vị vệ tinh RTK, máy GPS RTK, máy định vị vệ tinh GNSS RTK, máy RTK giá rẻ, máy RTK tốt nhất',
			'created' => '2021-09-28',
			'modified' => '2026-02-01',
			'status' => '1',
			'view' => '662887',
			'slug' => 'khao-sat-dia-hinh-bang-flycam-uav-rtk',
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			'name' => 'Blogs',
			'parent_id' => null,
			'alias' => 'blogs',
			'images' => '',
			'lft' => '103',
			'rght' => '104',
			'pos' => '5',
			'status' => '1',
			'title_seo' => 'tin tức trắc địa, cập nhật xu hướng đo đạc mới, công nghệ đo đạc, thiết bị đo đạc hiện đại, mẹo kỹ thuật trắc địa, sai số đo đạc, hệ tọa độ VN-2000, GNSS, RTK, GPS trắc địa, phần mềm trắc địa, phần mềm GIS, SurPad, LandStar, Magnet Field, Leica Captivate, Trimble Access',
			'meta_key' => 'tin tức trắc địa, cập nhật xu hướng đo đạc mới, công nghệ đo đạc, thiết bị đo đạc hiện đại, mẹo kỹ thuật trắc địa, sai số đo đạc, hệ tọa độ VN-2000, GNSS, RTK, GPS trắc địa, phần mềm trắc địa, phần mềm GIS, SurPad, LandStar, Magnet Field, Leica Captivate, Trimble Access',
			'meta_des' => 'phần mềm máy đo đạc, phần mềm GIS, phần mềm trút dữ liệu',
			'created' => '2015-12-16',
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			'slug' => 'blogs',
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			'hot' => '0',
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	(int) 5 => array(
		'Post' => array(
			'id' => '652',
			'name' => 'AUTO HEIGHT - Tính năng hỗ trợ đỉnh cao của máy toàn đạc Leica thế hệ mới',
			'code' => null,
			'alias' => 'auto-height-tinh-nang-ho-tro-dinh-cao-cua-may-toan-dac-leica-the-he-moi',
			'cat_id' => '40',
			'price' => '0',
			'type' => 'new',
			'shortdes' => '<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trong c&aacute;c m&aacute;y to&agrave;n đạc điện tử hiện nay, Leica FlexLine TS07 v&agrave; Leica FlexLine TS10 được Leica t&iacute;ch hợp th&ecirc;m&nbsp;t&iacute;nh năng tự đo chiều cao m&aacute;y &ndash; AutoHeight&nbsp;nhằm gi&uacute;p c&aacute;c kỹ sư l&agrave;m việc nhanh ch&oacute;ng v&agrave; ch&iacute;nh x&aacute;c hơn.</span></span>',
			'content' => '<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trong tất cả c&aacute;c chương tr&igrave;nh đo ứng dụng, khảo s&aacute;t với&nbsp;m&aacute;y to&agrave;n đạc điện tử, chiều cao m&aacute;y l&agrave; một trong những th&ocirc;ng tin kh&ocirc;ng thể thiếu để phần mềm m&aacute;y c&oacute; thể t&iacute;nh to&aacute;n v&agrave; cho ra kết quả của c&aacute;c b&agrave;i to&aacute;n kh&aacute;c nhau.<br />
<br />
Tuy nhi&ecirc;n, việc đo cao m&aacute;y bằng thước th&eacute;p truyền thống mang lại nhiều bất tiện như:</span></span></span><br />
<ul>
	<li>
		<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Qu&ecirc;n mang thước th&eacute;p khi ra thực địa</span></span></span></li>
	<li>
		<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Sai số lớn do qu&aacute; tr&igrave;nh đo bằng tay</span></span></span></li>
	<li>
		<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Nhập cao m&aacute;y bằng tay đ&ocirc;i khi nhầm lẫn</span></span></span></li>
	<li>
		<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Mất nhiều thời gian</span></span></span></li>
</ul>
<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trải qua hơn 200 năm ph&aacute;t triển trong lĩnh vực đo đạc trắc địa,&nbsp;Leica Geosystems&nbsp;thấu hiểu những kh&oacute; khăn m&agrave; người sử dụng gặp phải. Năm 2020,&nbsp;h&atilde;ng đ&atilde; cho ra đời t&iacute;nh năng AutoHeight ( Tự đo chiều cao m&aacute;y chỉ với một n&uacute;t bấm hay chấm b&uacute;t&nbsp; đơn giản). T&iacute;nh năng n&agrave;y mang lại sự kh&aacute;c biệt so với phần c&ograve;n lại &ndash; Giải quyết triệt để c&aacute;c vấn đề li&ecirc;n quan đến việc đo chiều cao trạm m&aacute;y bằng phương ph&aacute;p truyền thống.&nbsp;</span></span></span><br />
<br />
<h2>
	<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>1. Tổng quan về chức năng Auto Height</strong></span></span></span></h2>
<br />
<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Như đ&atilde; biết, khi thiết lập v&agrave; định hướng trạm m&aacute;y, c&aacute;c kỹ sư phải bật tia laser dọi t&acirc;m để c&acirc;n bằng m&aacute;y một c&aacute;ch ch&iacute;nh x&aacute;c.<br />
Tuy nhi&ecirc;n, nh&agrave; sản xuất Leica lại cải tiến lu&ocirc;n tia laser dọi t&acirc;m n&agrave;y bằng một tia laser c&oacute; chức năng&nbsp;đo EDM, vừa l&agrave; một tia đỏ c&ocirc;ng suất lớn c&oacute; thể nh&igrave;n thấy, vừa c&oacute; thể đo khoảng c&aacute;ch bằng cơ chế đo EDM.<br />
Modul đo cao m&aacute;y tự động c&oacute; chỉ ti&ecirc;u kỹ thuật cao, đ&aacute;p ứng được c&aacute;c chỉ ti&ecirc;u trong qu&aacute; tr&igrave;nh đo đạc:</span></span></span><br />
<ul>
	<li>
		<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Độ ch&iacute;nh x&aacute;c 1mm&nbsp;</span></span></span></li>
	<li>
		<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Phạm vi đo từ 0,7 đến đến 2,7m</span></span></span></li>
	<li>
		<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tốc độ đo ti&ecirc;u dưới 3s</span></span></span></li>
</ul>
<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/do-cao-may-bang-thuoc-thep.jpg" style="width: 680px; height: 484px;" /></span></span><br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">&nbsp;</span></span></span><br />
<h2>
	<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>2. Ưu điểm của t&iacute;nh năng Auto Height</strong></span></span></span></h2>
<br />
<li>
	<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kh&ocirc;ng mất thời gian trong như khi đo thước bằng tay.</span></span></span></li>
<li>
	<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Chiều cao m&aacute;y ch&iacute;nh x&aacute;c v&agrave; đ&aacute;ng tin cậy.</span></span></span></li>
<li>
	<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kh&ocirc;ng nhầm lẫn trong việc đọc v&agrave; nhập chiều cao m&aacute;y bằng tay.</span></span></span></li>
<li>
	<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kh&ocirc;ng cần c&oacute; th&ecirc;m dụng cụ để vận h&agrave;nh.</span></span></span></li>
<br />
<h2>
	<span style="color:#000000;"><strong><span style="font-size: 14px;"><span style="font-family: tahoma, geneva, sans-serif;">3. Một số lưu &yacute; khi thao t&aacute;c t&iacute;nh năng&nbsp; AutoHeight</span></span></strong></span></h2>
<p>
	<br />
	<span style="color:#000000;"><span style="font-size: 14px;"><span style="font-family: tahoma, geneva, sans-serif;">- Qu&aacute; tr&igrave;nh bấm đo, c&oacute; thể c&oacute; ph&aacute;t sinh v&agrave; phần mềm th&ocirc;ng minh sẽ xuất hiện cảnh b&aacute;o.&nbsp; C&aacute;c cảnh b&aacute;o n&agrave;y gi&uacute;p ta biết cường độ phản xạ t&iacute;n hiệu đo qu&aacute; mạnh hoặc cần phải giảm cường độ ph&aacute;t t&iacute;n hiệu.<br />
	- Ch&acirc;n m&aacute;y để bị nghi&ecirc;ng hoặc sau khi c&acirc;n m&aacute;y, tia đo bị vướng ốc giữ m&aacute;y, m&agrave;n h&igrave;nh nhắc cho ta quay th&acirc;n m&aacute;y 180 độ để tho&aacute;t ra khắc phục v&agrave; đo tiếp.<br />
	- Khi thực hiện c&ocirc;ng t&aacute;c đo tr&ecirc;n địa h&igrave;nh như: ruộng nước hay b&ugrave;n nh&atilde;o, n&oacute; hấp thụ tia ph&aacute;t n&ecirc;n kh&ocirc;ng đo được. Ta c&oacute; thể khắc phục bằng c&aacute;ch đặt vật cứng v&agrave;o điểm dọi.</span></span></span></p>
<ul>
</ul>
<br />
<span style="color:#000000;"><iframe allow="accelerometer; autoplay; clipboard-write; encrypted-media; gyroscope; picture-in-picture" allowfullscreen="" frameborder="0" height="480" src="https://www.youtube.com/embed/H0T3O_ikSi8" title="YouTube video player" width="680"></iframe></span>
<p>
	&nbsp;</p>
<h2>
	<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">4.</span></span>&nbsp;<strong style="color: rgb(51, 51, 51); font-family: arial; font-size: 31.5px; text-align: justify; margin: 0px; padding: 0px;"><span style="margin: 0px; padding: 0px; font-size: 14px;"><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;">Địa chỉ mua m&aacute;y to&agrave;n đạc điện tử uy t&iacute;n</span></span></strong></span></h2>
<p style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); font-family: arial; font-size: 13px; text-align: justify;">
	<br style="margin: 0px; padding: 0px;" />
	<span style="color:#000000;"><span style="margin: 0px; padding: 0px; font-size: 14px;"><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;">C&Ocirc;NG TY CP C&Ocirc;NG NGHỆ V&Agrave; TM TH&Agrave;NH ĐẠT chuy&ecirc;n nhập khẩu, cung cấp v&agrave; chuyển giao c&ocirc;ng nghệ c&aacute;c loại m&aacute;y to&agrave;n đạc điện tử của c&aacute;c h&atilde;ng LEICA, NIKON, TOPCON, TRIMPLE, GEOMAX, SOKKIA, PENTAX phục vụ c&ocirc;ng t&aacute;c khảo s&aacute;t, thiết kế, x&acirc;y dựng v&agrave; đo vẽ bản đồ uy t&iacute;n l&acirc;u năm tr&ecirc;n to&agrave;n quốc.&nbsp;</span></span></span></p>
<div style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); font-family: arial; font-size: 13px; text-align: justify; line-height: 20px;">
	<br style="margin: 0px; padding: 0px;" />
	<span style="color:#000000;"><span style="margin: 0px; padding: 0px; font-size: 14px;"><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;">Với hơn 20 năm kinh nghiệm c&ugrave;ng</span></span><span style="margin: 0px; padding: 0px;">&nbsp;</span><span style="margin: 0px; padding: 0px; font-size: 14px;"><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;">đội ngũ nh&acirc;n vi&ecirc;n, kỹ thuật vi&ecirc;n năng động, c&oacute; tr&igrave;nh độ cao&nbsp;</span></span><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif; font-size: 14px;">ch&uacute;ng t&ocirc;i&nbsp;tự h&agrave;o v&agrave; tin tưởng Qu&yacute; kh&aacute;ch h&agrave;ng sẽ h&agrave;i l&ograve;ng khi sử dụng c&aacute;c sản phẩm v&agrave; dịch vụ do ch&uacute;ng t&ocirc;i cung cấp.</span></span></div>
<p style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); font-family: arial; font-size: 13px; text-align: justify;">
	<br style="margin: 0px; padding: 0px;" />
	<span style="color:#000000;"><span style="margin: 0px; padding: 0px; font-size: 14px;"><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;"><u style="margin: 0px; padding: 0px;"><strong style="margin: 0px; padding: 0px;">Li&ecirc;n hệ:&nbsp;</strong></u><br style="margin: 0px; padding: 0px;" />
	<br style="margin: 0px; padding: 0px;" />
	Số 145 L&aacute;ng Hạ, Đống Đa, H&agrave; Nội<br style="margin: 0px; padding: 0px;" />
	Số 5/161 Nguyễn Tu&acirc;n. Thanh Xu&acirc;n, H&agrave; Nội<br style="margin: 0px; padding: 0px;" />
	Tel: 024.37764930<br style="margin: 0px; padding: 0px;" />
	Hotline: 0913051734 (call/imesage/zalo)<br style="margin: 0px; padding: 0px;" />
	Website:&nbsp;</span></span></span><span style="margin: 0px; padding: 0px; font-size: 14px;"><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;"><a href="http://www.tracdiathanhdat.vn/?fbclid=IwAR3altI5BIG46Mm2_6oxBl-TQxXGfXGEm4M1GUGsoDeNELr3WrYUlO7g2jk" style="margin: 0px; padding: 0px; color: rgb(74, 75, 75); text-decoration-line: none; transition: color 0.2s linear 0s; font-size: 13px;" target="_blank"><span style="color:#000000;">www.tracdiathanhdat.vn</span></a><br style="margin: 0px; padding: 0px;" />
	<span style="color:#000000;"> Email: tracdiathanhdat@gmail.com<br style="margin: 0px; padding: 0px;" />
	<br style="margin: 0px; padding: 0px;" />
	<strong style="margin: 0px; padding: 0px;">@ Lu&ocirc;n&nbsp;đồng h&agrave;nh c&ugrave;ng bạn!</strong></span></span></span></p>
<ul>
</ul>
',
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			'id' => '651',
			'name' => 'Máy thuỷ bình Leica Sprinter 250m',
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			'shortdes' => '<span style="color:#000000;"><span style="box-sizing: border-box; font-family: Roboto, sans-serif; font-size: 14px;">M&aacute;y thủy chuẩn Leica Sprinter 250M</span><span style="font-family: Roboto, sans-serif; font-size: 14px;">&nbsp;l&agrave; thiết bị đo cảm biến độ cao của h&atilde;ng&nbsp;</span><span style="box-sizing: border-box; font-family: Roboto, sans-serif; font-size: 14px;">Leica</span><span style="font-family: Roboto, sans-serif; font-size: 14px;">, được sử dụng cho c&aacute;c c&ocirc;ng t&aacute;c đo ch&ecirc;nh cao, truyền dẫn cao độ, t&iacute;nh to&aacute;n cao độ &ndash; khối lượng san lắp với độ ch&iacute;nh x&aacute;c cao do hạn chế được c&aacute;c sai số kh&aacute;ch quan.</span></span>',
			'content' => '<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="box-sizing: border-box; text-align: justify;">M&aacute;y thủy b&igrave;nh điện tử Leica Sprinter 250M</span><span style="text-align: justify;">&nbsp;cho ph&eacute;p người sử dụng thực hiện c&ocirc;ng việc một c&aacute;ch nhanh ch&oacute;ng v&agrave; hiệu quả. Giao diện USB (ở m&aacute;y 150M v&agrave; 250M). Menu giao diện dễ sử dụng.&nbsp;</span><span style="box-sizing: border-box; text-align: justify;">M&aacute;y thủy b&igrave;nh</span><span style="text-align: justify;">&nbsp;</span><span style="box-sizing: border-box; text-align: justify;">Leica Sprinter 250M&nbsp;</span><span style="text-align: justify;">tự động t&iacute;nh to&aacute;n chiều cao v&agrave; chiều cao c&ocirc;ng tr&igrave;nh. C&aacute;c ứng dụng cho san lấp mặt bằng. Lưu trữ l&ecirc;n tới 1000 điểm đo, tải về v&agrave; chuyển dữ liệu qua USB v&agrave; PC. Tăng năng suất. Giảm thiểu lỗi do con người. Hoạt động trong điều kiện &aacute;nh s&aacute;ng thấp.</span><br />
<br />
Với&nbsp;thiết&nbsp;kế&nbsp;hiện&nbsp;đại, gọn nhẹ, thao t&aacute;c&nbsp;sử&nbsp;dụng kh&aacute;&nbsp;đơn giản&nbsp;m&aacute;y&nbsp;thuỷ&nbsp;b&igrave;nh&nbsp;điện tử&nbsp;Leica Sprinter 250M&nbsp;đang l&agrave;&nbsp;sự&nbsp;lựa chọn h&agrave;ng&nbsp;đầu&nbsp;của&nbsp;c&aacute;c&nbsp;kỹ&nbsp;sư&nbsp;trắc&nbsp;địa.<br />
<br />
<strong>1. Những ưu điểm của m&aacute;y thủy b&igrave;nh Leica Sprinter 250M.</strong></span></span></span><br />
<br />
<ul>
	<li>
		<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Ngắm v&agrave; bắt mục ti&ecirc;u nhanh:&nbsp;</strong>Được trang bị lăng k&iacute;nh chất lượng h&agrave;ng đầu, gia c&ocirc;ng tr&ecirc;n d&acirc;y chuyền hiện đại, h&igrave;nh ảnh của Leica Sprinter 250M sắc n&eacute;t, r&otilde; r&agrave;ng, gi&uacute;p ngắm v&agrave; bắt mục ti&ecirc;u nhanh ch&oacute;ng, th&uacute;c đẩy tiến đọ l&agrave;m việc.</span></span></span></li>
	<li>
		<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>N&uacute;t bấm tiện lợi:&nbsp;</strong>N&uacute;t bấm đo được đặt b&ecirc;n phải của m&aacute;y, giống như một ph&iacute;m đo nhanh tr&ecirc;n m&aacute;y to&agrave;n đạc. Chỉ 1 lần bấm, kết quả sẽ hiển thị tr&ecirc;n m&agrave;n h&igrave;nh.</span></span></span></li>
	<li>
		<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Kh&ocirc;ng cần đọc mia:&nbsp;</strong>Kh&aacute;c với mia nh&ocirc;m của m&aacute;y thủy b&igrave;nh cơ, mia d&agrave;nh cho m&aacute;y thủy b&igrave;nh điện tử Leica Sprinter 250M c&oacute; c&aacute;c m&atilde; vạch gi&uacute;p m&aacute;y tự động đọc v&agrave; ph&acirc;n t&iacute;ch số liệu, v&agrave; hiển thị tr&ecirc;n m&agrave;n h&igrave;nh LCD. Điều n&agrave;y khiến việc đo đạc tiện lợi, v&agrave; kh&ocirc;ng bao giờ ph&aacute;t sinh sai số</span></span></span></li>
	<li>
		<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>T&iacute;nh to&aacute;n tự động:&nbsp;</strong>Với Leica Sprinter 250M, bạn kh&ocirc;ng cần mang theo giấy b&uacute;t hay m&aacute;y t&iacute;nh ra c&ocirc;ng trường, bởi phần mềm đ&atilde; tự t&iacute;nh to&aacute;n kết quả cho bạn, việc bạn cần l&agrave;m l&agrave; xem số liệu hiển thị tr&ecirc;n m&agrave;n h&igrave;nh</span></span></span></li>
	<li>
		<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>C&oacute; bộ nhớ:&nbsp;</strong>Bộ nhớ trong của Leica Sprinter 250M ghi lại được 1000 điểm đo, hỗ trợ tr&uacute;t số liệu v&agrave; m&aacute;y t&iacute;nh th&ocirc;ng qua c&aacute;p v&agrave; phần mềm chuy&ecirc;n dụng.</span></span></span></li>
</ul>
<br />
<br />
<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>2. Độ&nbsp;ch&iacute;nh x&aacute;c&nbsp;của&nbsp;m&aacute;y thuỷ b&igrave;nh điện tử Leica&nbsp;Sprinter250M.</strong><br />
<br />
<strong>Đo cao</strong></span></span></span><br />
<ul>
	<li>
		<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Độ ch&iacute;nh x&aacute;c đo điện tử: 1.0/0.7 mm</span></span></span></li>
	<li>
		<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Độ ch&iacute;nh x&aacute;c đo quang học bằng mia: 2.5mm</span></span></span></li>
	<li>
		<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đo đơn: Ti&ecirc;u chuẩn: 0.6mm (điện tử) v&agrave; 1.2mm (quang học) ở cự li 30m</span></span></span></li>
</ul>
<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Đo khoảng c&aacute;ch</strong></span></span></span><br />
<ul>
	<li>
		<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Độ ch&iacute;nh x&aacute;c: 10mm với D&le;10m</span></span></span></li>
	<li>
		<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Dải đo: 2-100m (điện tử)</span></span></span></li>
</ul>
<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Th&ocirc;ng số kh&aacute;c</strong></span></span></span><br />
<ul>
	<li>
		<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Chế độ đo: Đo li&ecirc;n tục, đo từng điểm</span></span></span></li>
	<li>
		<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Thời gian đo: &lt; 3 gi&acirc;y</span></span></span></li>
	<li>
		<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Độ ph&oacute;ng đại: 24X</span></span></span></li>
	<li>
		<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Bộ nhớ: 2000 điểm</span></span></span></li>
</ul>
<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Th&ocirc;ng số vật l&yacute;</strong></span></span></span><br />
<ul>
	<li>
		<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Chống bụi nước: IP55</span></span></span></li>
	<li>
		<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Nguồn điện: Pin AA (4 x LR6/AA/AM3 1.5 V)</span></span></span></li>
	<li>
		<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trọng lượng: &lt; 2.5kg</span></span></span></li>
	<li>
		<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">K&iacute;ch thước:&nbsp;11 &times; 7 &times; 8 inch</span></span></span></li>
</ul>
<br />
<img alt="" src="/admin/webroot/upload/image/images/Leica_Sprinter_150M_250M_pic_2360x714(1).jpg" style="width: 1000px; height: 303px;" /><br />
<br />
<div style="margin: 0px; padding: 0px; max-width: 100%; color: rgb(51, 51, 51); font-family: arial; font-size: 13px; text-align: justify;">
	<span style="margin: 0px; padding: 0px; font-size: 20px;"><span style="margin: 0px; padding: 0px; font-family: &quot;Roboto Condensed&quot;, sans-serif;"><strong style="margin: 0px; padding: 0px;"><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;"><a href="https://tracdiathanhdat.vn/may-thuy-binh-dien-tu" style="margin: 0px; padding: 0px; color: rgb(74, 75, 75); text-decoration-line: none; transition: color 0.2s linear 0s; font-size: 13px; outline: 0px;"><span style="margin: 0px; padding: 0px; color: rgb(0, 0, 0);">M&aacute;y thủy b&igrave;nh gi&aacute; tốt nhất thị trường!</span></a></span></strong></span></span></div>
<p style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); font-family: arial; font-size: 13px; text-align: justify;">
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	<span style="margin: 0px; padding: 0px; font-family: &quot;Roboto Condensed&quot;, sans-serif; font-size: 14px;"><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;"><span style="margin: 0px; padding: 0px; color: rgb(204, 51, 0);">&gt;&gt;&gt; Cần tư vấn hay hỗ trợ li&ecirc;n hệ trực tiếp với ch&uacute;ng t&ocirc;i qua số điện thoại:&nbsp;</span><strong style="margin: 0px; padding: 0px; color: rgb(204, 51, 0);">0913 051 734/ 0942 288 388</strong><br style="margin: 0px; padding: 0px; color: rgb(204, 51, 0);" />
	<br style="margin: 0px; padding: 0px; color: rgb(204, 51, 0);" />
	<span style="margin: 0px; padding: 0px; color: rgb(204, 51, 0);">FanPage Facebook :&nbsp;</span><strong style="margin: 0px; padding: 0px; color: rgb(204, 51, 0);">Trắc Địa Th&agrave;nh Đạt</strong><br style="margin: 0px; padding: 0px; color: rgb(204, 51, 0);" />
	<br style="margin: 0px; padding: 0px; color: rgb(204, 51, 0);" />
	<span style="margin: 0px; padding: 0px; color: rgb(204, 51, 0);">Địa chỉ trực tiếp: 145 L&aacute;ng Hạ &ndash; Đống Đa &ndash; H&agrave; Nội</span></span></span></p>
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			'price' => '0',
			'type' => 'new',
			'shortdes' => '<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">C&ugrave;ng ch&uacute;ng t&ocirc;i t&igrave;m hiểu về cao độ trong khảo s&aacute;t v&agrave; x&acirc;y dựng nh&eacute;.</span></span>',
			'content' => '<h2>
	<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>I. Kh</strong>&aacute;i niệm cao&nbsp;độ trong khảo s&aacute;t v&agrave; x&acirc;y dựng</span></span></span></h2>
<br />
<h3>
	<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>1. Cao độ trong khảo s&aacute;t trắc địa, đo vẽ bản đồ&nbsp;</strong></span></span></span></h3>
<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">L&agrave; độ cao của một điểm trong kh&ocirc;ng gian, l&agrave; khoảng c&aacute;ch thẳng đứng (theo chiều lực h&uacute;t hấp dẫn) từ điểm đ&oacute; đến một mặt chuẩn. Mặt chuẩn c&oacute; thể l&agrave; một mặt phẳng hoặc mặt cong, c&oacute; thể l&agrave; mặt cố định hoặc mặt giả định bất kỳ, th&ocirc;ng thường l&agrave; mực nước biển (bỏ qua biến động do thủy triều), một mặt c&oacute; h&igrave;nh Ellipsoid tr&ograve;n xoay.<br />
<br />
Trong c&ocirc;ng t&aacute;c khảo s&aacute;t, cao độ gi&uacute;p thể hiện độ cao của vị tr&iacute; cần đo, gi&uacute;p vẽ c&aacute;c bản đồ trong kh&ocirc;ng gian 3 chiều, đường đồng mức.<br />
<br />
K&yacute; hiệu của cao độ trong c&ocirc;ng t&aacute;c đo vẽ bản đồ l&agrave; V (vertical)<br />
<br />
</span></span></span>
<h3>
	<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>2. Cao độ trong x&acirc;y dựng&nbsp;</strong></span></span></span></h3>
<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">C&ograve;n được gọi với c&aacute;i t&ecirc;n kh&aacute;c l&agrave; &ldquo;cốt&rdquo; c&ocirc;ng tr&igrave;nh (<span style="box-sizing: border-box; font-weight: bolder;">cos</span>).&nbsp;Cao độ trong x&acirc;y dựng l&agrave; khoảng c&aacute;ch t&iacute;nh từ mặt phẳng l&agrave;m chuẩn (V&iacute; dụ như s&agrave;n tầng 1) đến một vị tr&iacute; kh&aacute;c (cao hoặc thấp hơn). Cao độ được t&iacute;nh bằng m&eacute;t, độ ch&iacute;nh x&aacute;c lấy đến 3 chữ số sau dấu phẩy.&nbsp;Cao độ trong x&acirc;y dựng l&agrave; nghi&ecirc;n cứu v&agrave; đo đạc chi tiết độ cao, hướng dốc, độ dốc của khu vực chuẩn bị x&acirc;y dựng.<br />
<br />
K&yacute; hiệu của cao độ l&agrave; h&igrave;nh tam gi&aacute;c đều, nửa trắng nửa đen c&oacute; ch&uacute; th&iacute;ch số b&ecirc;n tr&ecirc;n. Mặt chuẩn được quy định c&oacute; cao độ l&agrave; &plusmn;0.000. C&aacute;c vị tr&iacute; cao hơn s&agrave;n chuẩn sẽ c&oacute; cao độ dương, c&aacute;c vị tr&iacute; thấp hơn mức chuẩn l&agrave; cao độ &acirc;m.<br />
<br />
Trong x&acirc;y dựng, cao độ l&agrave; chỉ số bắt buộc phải c&oacute;. Khi c&oacute; chỉ số cao độ ch&iacute;nh x&aacute;c, ch&uacute;ng ta mới c&oacute; thể thiết kế được c&aacute;c c&ocirc;ng tr&igrave;nh nh&agrave; ở, quy hoạch được c&aacute;c c&ocirc;ng tr&igrave;nh phụ trợ: hệ thống giao th&ocirc;ng, cống tho&aacute;t nước, hệ thống đường ống&hellip; Từ đ&oacute; gi&uacute;p tăng cường hiệu quả chống ngập &uacute;ng, bố tr&iacute; quy hoạch ph&ugrave; hợp với địa h&igrave;nh.&nbsp;</span></span></span><br />
<h2>
	<br />
	<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>II.&nbsp;</strong>Đo cao&nbsp;độ trong khảo s&aacute;t v&agrave; x&acirc;y dựng&nbsp;</span></span></span></h2>
<h3>
	<br />
	<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>1. Đo cao độ trong khảo s&aacute;t</strong></span></span></span></h3>
<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trong khảo s&aacute;t, đo vẽ bản đồ, người ta c&oacute; 2 c&aacute;ch ch&iacute;nh để đo cao độ:<br />
<br />
<strong>C&aacute;ch 1</strong>: Sử dụng&nbsp;m&aacute;y RTK&nbsp;<br />
<br />
Phưong ph&aacute;p n&agrave;y c&oacute; kết quả cao độ một c&aacute;ch nhanh ch&oacute;ng do c&aacute;c m&aacute;y RTK sẽ trực tiếp cho kết quả về kinh độ, vĩ độ, cao độ của điểm đo, v&agrave; đ&aacute;nh dấu điểm đo trực tiếp l&ecirc;n bản đồ theo hệ tọa độ được chọn sẵn.<br />
Nhược điểm của phương ph&aacute;p n&agrave;y l&agrave; sai số lớn, l&ecirc;n tới v&agrave;i centimet v&agrave; độ ổn định kh&ocirc;ng cao, do m&aacute;y phải thu được t&iacute;n hiệu GNSS mới cho kết quả, v&agrave; t&iacute;n hiệu mạnh hay yếu t&ugrave;y thuộc v&agrave;o yếu tố thời tiết, địa h&igrave;nh.</span></span></span><br />
<p style="text-align: center;">
	<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/367405302_690494259784809_1127747524179412209_n.jpg" style="width: 720px; height: 405px;" /></span></span></span></p>
<br />
<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>C&aacute;ch 2</strong>: Sử dụng m&aacute;y to&agrave;n đạc điện tử<br />
<br />
Người ta sử dụng m&aacute;y to&agrave;n đạc điện tử để dẫn cao độ từ c&aacute;c mốc tọa độ chuẩn về điểm cần đo, từ đ&oacute; x&aacute;c định tọa độ, cao độ v&agrave; đ&aacute;nh dấu l&ecirc;n bản đồ.<br />
Ưu điểm của phương ph&aacute;p n&agrave;y l&agrave; độ ch&iacute;nh x&aacute;c cao, l&ecirc;n tới h&agrave;ng milimet, nhưng nhược điểm l&agrave; mất nhiều c&ocirc;ng sức, thời gian thực hiện l&acirc;u.&nbsp;</span></span></span><br />
<p style="text-align: center;">
	<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/409378989_684998143763641_96936762872538900_n.jpg" style="width: 720px; height: 480px;" /></span></span></span></p>
<br />
<h3>
	<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>2.&nbsp; Đo cao độ trong x&acirc;y dựng</strong></span></span></span></h3>
<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">X&acirc;y dựng chi tiết cần độ ch&iacute;nh x&aacute;c gần như tuyệt đối, v&agrave; khu vực đo hẹp hơn, c&oacute; sẵn mặt chuẩn, v&igrave; thế người ta sử dụng c&ocirc;ng cụ đo l&agrave;&nbsp;m&aacute;y thủy b&igrave;nh.</span></span><br />
<span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">Trong x&acirc;y dựng, người ta cũng sử dụng m&aacute;y to&agrave;n đạc để đo cao độ, nhưng kết quả chỉ d&ugrave;ng để tham khảo, kh&ocirc;ng được d&ugrave;ng để trực tiếp đo vẽ v&agrave; thi c&ocirc;ng.</span><br />
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">So với m&aacute;y RTK v&agrave; m&aacute;y to&agrave;n đạc, m&aacute;y thủy b&igrave;nh c&oacute; gi&aacute; rẻ hơn, cấu tạo đơn giản hơn, nhưng đo cao độ lại mang về kết quả ch&iacute;nh x&aacute;c gần như tuyệt đối do việc đo đạc l&agrave; trực tiếp đọc độ cao tr&ecirc;n mia.&nbsp;<br />
<br />
Việc tiến h&agrave;nh đo đạc cao độ trong x&acirc;y dựng c&oacute; vai tr&ograve; v&ocirc; c&ugrave;ng quan trọng. Đ&acirc;y ch&iacute;nh l&agrave; chỉ số c&oacute; ảnh hưởng đến to&agrave;n bộ c&aacute;c thiết kế c&ocirc;ng tr&igrave;nh tr&ecirc;n mảnh đất đ&oacute; sau n&agrave;y. Việc x&aacute;c định được ch&iacute;nh x&aacute;c cao độ sẽ gi&uacute;p cho qu&aacute; tr&igrave;nh quy hoạch diễn ra thuận lợi v&agrave; c&oacute; tiến độ nhanh hơn.<br />
<br />
Khi c&oacute; chỉ số cao độ ch&iacute;nh x&aacute;c, ch&uacute;ng ta mới c&oacute; thể thiết kế được c&aacute;c c&ocirc;ng tr&igrave;nh nh&agrave; ở, quy hoạch được c&aacute;c c&ocirc;ng tr&igrave;nh phụ trợ: hệ thống giao th&ocirc;ng, cống tho&aacute;t nước, hệ thống đường ống&hellip; Từ đ&oacute; gi&uacute;p tăng cường hiệu quả chống ngập &uacute;ng, bố tr&iacute; quy hoạch ph&ugrave; hợp với địa h&igrave;nh.</span></span><br />
<br />
</span>
<p style="text-align: center;">
	<span style="color:#000000;"><img alt="" src="/admin/webroot/upload/image/images/How the total station work 2(1).png" style="color: rgb(0, 0, 0); font-family: tahoma, geneva, sans-serif; font-size: 14px; width: 512px; height: 512px;" /></span></p>
<h2>
	<br />
	<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>III. Tham khảo c&aacute;ch đo cao độ bằng m&aacute;y thuỷ b&igrave;nh</strong></span></span></span></h2>
<br />
<br />
<p style="text-align: center;">
	<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/NIKON-AX-2s_[27723]_1200(1).jpg" style="width: 600px; height: 450px;" /></span></span></span></p>
<br />
<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Việc đo cao độ bằng m&aacute;y thủy b&igrave;nh ch&iacute;nh l&agrave; t&igrave;m ra sự ch&ecirc;nh lệch về độ cao giữa c&aacute;c điểm được quy định sẵn. Từ đ&oacute; ch&uacute;ng ta sẽ t&iacute;nh ra được cao độ của vị tr&iacute; cần đo. C&aacute;ch đo n&agrave;y được &aacute;p dụng phổ biến tại c&aacute;c c&ocirc;ng tr&igrave;nh quy hoạch đ&ocirc; thị hiện nay.<br />
<br />
Việc đo cao độ bằng m&aacute;y thủy b&igrave;nh được tiến h&agrave;nh qua c&aacute;c bước sau:</span></span></span><br />
<br />
<ul>
	<li>
		<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">X&aacute;c định vị tr&iacute; đặt m&aacute;y thủy b&igrave;nh</span></span></span></li>
</ul>
<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">T&ugrave;y thuộc v&agrave;o từng địa h&igrave;nh kh&aacute;c nhau m&agrave; ch&uacute;ng ta sẽ c&oacute; những vị tr&iacute; cần đo cao độ kh&aacute;c nhau. Tuy nhi&ecirc;n khi lựa chọn vị tr&iacute; đặt m&aacute;y thủy b&igrave;nh ch&uacute;ng ta cần chọn địa điểm c&oacute; độ cao cao hơn vị tr&iacute; l&agrave;m mốc. Vị tr&iacute; đặt m&aacute;y cần c&oacute; nền đất kh&ocirc; r&aacute;o, kh&ocirc;ng bị sụt l&uacute;n. Gi&aacute; của m&aacute;y thủy b&igrave;nh phải được đặt chắc chắn v&agrave; c&acirc;n bằng.</span></span></span><br />
<ul>
	<li>
		<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tiến h&agrave;nh đo cao độ</span></span></span></li>
</ul>
<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Người đo sẽ ngắm c&aacute;c điểm hiện l&ecirc;n nhờ mia, sau đ&oacute; điều chỉnh sao cho h&igrave;nh ảnh hiển thị r&otilde; r&agrave;ng nhất. Th&ocirc;ng số tr&ecirc;n mia được đọc theo h&agrave;ng m v&agrave; h&agrave;ng dm, mỗi khoảng đen trắng đỏ tr&ecirc;n mia tương ứng l&agrave; 0.1 dm. Cuối c&ugrave;ng dựa v&agrave;o c&aacute;c chỉ số để t&iacute;nh to&aacute;n ch&uacute;ng ta sẽ cho ra được chỉ số cao độ cuối c&ugrave;ng.</span></span></span><br />
<br />
<h2 id="4-&nbsp;dia-chi-mua-may-toan-dac-dien-tu-uy-tin" style="margin: 0px; padding: 0px; font-family: arial; line-height: 19px; color: rgb(51, 51, 51); text-rendering: optimizelegibility; font-size: 31.5px; text-align: justify;">
	<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="margin: 0px; padding: 0px;"><span style="margin: 0px; padding: 0px;">IV.</span></span>&nbsp;<strong style="margin: 0px; padding: 0px;"><span style="margin: 0px; padding: 0px;"><span style="margin: 0px; padding: 0px;">Địa chỉ mua m&aacute;y thủy</span></span></strong>&nbsp;b&igrave;nh (thủy chuẩn) uy t&iacute;n</span></span></span></h2>
<p style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); font-family: arial; font-size: 13px; text-align: justify;">
	&nbsp;</p>
<p style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); font-family: arial; font-size: 13px; text-align: justify;">
	<span style="color:#000000;"><span style="margin: 0px; padding: 0px; font-size: 14px;"><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;">C&Ocirc;NG TY CP C&Ocirc;NG NGHỆ V&Agrave; TM TH&Agrave;NH ĐẠT chuy&ecirc;n nhập khẩu, cung cấp v&agrave; chuyển giao c&ocirc;ng nghệ c&aacute;c loại&nbsp;</span></span><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">m&aacute;y thủy b&igrave;nh</span><span style="font-size: 14px;"><span style="font-family: tahoma, geneva, sans-serif;">&nbsp;(thủy chuẩn)&nbsp;</span></span><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">của c&aacute;c h&atilde;ng LEICA, NIKON, TOPCON, TRIMPLE, GEOMAX, SOKKIA, PENTAX phục vụ c&ocirc;ng t&aacute;c khảo s&aacute;t, thiết kế, x&acirc;y dựng v&agrave; đo vẽ bản đồ uy t&iacute;n l&acirc;u năm tr&ecirc;n to&agrave;n quốc.</span></span></p>
<p style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); font-family: arial; font-size: 13px; text-align: justify;">
	&nbsp;</p>
<p style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); font-family: arial; font-size: 13px; text-align: justify;">
	<span style="color:#000000;"><span style="margin: 0px; padding: 0px; font-size: 14px;"><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;">Với hơn 20 năm kinh nghiệm c&ugrave;ng</span></span><span style="margin: 0px; padding: 0px;">&nbsp;</span><span style="margin: 0px; padding: 0px; font-size: 14px;"><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;">đội ngũ nh&acirc;n vi&ecirc;n, kỹ thuật vi&ecirc;n năng động, c&oacute; tr&igrave;nh độ cao&nbsp;</span></span><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif; font-size: 14px;">ch&uacute;ng t&ocirc;i&nbsp;tự h&agrave;o v&agrave; tin tưởng Qu&yacute; kh&aacute;ch h&agrave;ng sẽ h&agrave;i l&ograve;ng khi sử dụng c&aacute;c sản phẩm v&agrave; dịch vụ do ch&uacute;ng t&ocirc;i cung cấp.</span></span></p>
<p style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); font-family: arial; font-size: 13px; text-align: justify;">
	&nbsp;</p>
<p style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); font-family: arial; font-size: 13px; text-align: justify;">
	<span style="color:#000000;"><u style="font-family: tahoma, geneva, sans-serif; font-size: 14px; margin: 0px; padding: 0px;"><strong style="margin: 0px; padding: 0px;">Li&ecirc;n hệ:&nbsp;</strong></u></span></p>
<p style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); font-family: arial; font-size: 13px; text-align: justify;">
	<br style="margin: 0px; padding: 0px;" />
	<span style="color:#000000;"><span style="margin: 0px; padding: 0px; font-size: 14px;"><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;">Số 145 L&aacute;ng Hạ, Đống Đa, H&agrave; Nội<br style="margin: 0px; padding: 0px;" />
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			'meta_key' => 'Chuyên cung cấp máy định vị vệ tinh GPS RTK, máy thủy bình, máy toàn đạc điện tử, UAV, ống nhòm, máy định vị GPS cầm tay, ... chính hãng, uy tín, giá tốt hàng đầu tại Việt Nam! Hotline: 0913051734!',
			'meta_des' => 'Chuyên cung cấp máy định vị vệ tinh GPS RTK, máy thủy bình, máy toàn đạc điện tử, UAV, ống nhòm, máy định vị GPS cầm tay, ... chính hãng, uy tín, giá tốt hàng đầu tại Việt Nam! Hotline: 0913051734!',
			'created' => '2021-09-09',
			'modified' => '2026-02-01',
			'status' => '1',
			'view' => '24657',
			'slug' => 'cung-tim-hieu-ve-cao-do-trong-khao-sat-va-xay-dung',
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			'title_seo' => 'tin tức trắc địa, cập nhật xu hướng đo đạc mới, công nghệ đo đạc, thiết bị đo đạc hiện đại, mẹo kỹ thuật trắc địa, sai số đo đạc, hệ tọa độ VN-2000, GNSS, RTK, GPS trắc địa, phần mềm trắc địa, phần mềm GIS, SurPad, LandStar, Magnet Field, Leica Captivate, Trimble Access',
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	(int) 8 => array(
		'Post' => array(
			'id' => '648',
			'name' => 'Lựa chọn phương án đo RTK phù hợp cho dự án của bạn!',
			'code' => null,
			'alias' => 'lua-chon-phuong-an-do-rtk-phu-hop-cho-du-an-cua-ban',
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			'type' => 'new',
			'shortdes' => '<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Bạn đang băn khoăn về việc lựa chọn phương &aacute;n đo RTK n&agrave;o ph&ugrave; hợp nhất cho dự &aacute;n của bạn. C&ugrave;ng tham khảo một v&agrave;i &yacute; kiến của ch&uacute;ng t&ocirc;i nh&eacute;!</span></span>',
			'content' => '<h2>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>I. </strong><span id="cke_bm_372S" style="display: none;">&nbsp;</span><span style="display: none;">&nbsp;</span>Một v&agrave;i so s&aacute;nh giữa&nbsp;</span></span><strong style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">phương &aacute;n đo&nbsp;Radio với&nbsp;phương &aacute;n đo <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">tr</span></span></strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">ạm</span></span>&nbsp;<strong style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">CORS</strong></h2>
<h3>
	<br />
	<strong style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">1. Về phương &aacute;n đo Radio</strong></h3>
<p>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">- Radio c&oacute; những ưu điểm nổi bật sau:<br />
	&nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp;+ Độ trễ thu thấp<br />
	&nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp;+ T&iacute;n hiệu đo khỏe hơn đối với những vị tr&iacute; kh&oacute;, rậm rạp<br />
	&nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp;+ Đạt độ ch&iacute;nh x&aacute;c cao hơn về cao độ<br />
	&nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp;+ Đo được ở những vị tr&iacute; kh&ocirc;ng c&oacute; s&oacute;ng 3G, kh&ocirc;ng phụ thuộc v&agrave;o mạng, c&oacute; thể hoạt động độc lập<br />
	- Nhược điểm:<br />
	&nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp;+ Phải đầu tư th&ecirc;m trạm Base<br />
	&nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp;+ Khoảng c&aacute;ch đo bị giới hạn hơn (b&aacute;n k&iacute;nh từ 10-15km)</span></span><br />
	&nbsp;</p>
<h3>
	<strong style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">2. Về phương &aacute;n đo trạm CORS</strong></h3>
<p>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">- Ưu điểm của trạm CORS:<br />
	&nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp;+ Chỉ cần đầu tư 01 m&aacute;y Rover<br />
	&nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp;+ Kh&ocirc;ng giới hạn khoảng c&aacute;ch, c&oacute; thể đo được mọi vị tr&iacute; c&oacute; s&oacute;ng 3G v&agrave; c&oacute; t&iacute;n hiệu trạm CORS phủ đến<br />
	- Nhược điểm của trạm CORS:<br />
	&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp; + T&iacute;n hiệu đo kh&ocirc;ng khỏe bằng đo Radio<br />
	&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp; + Độ ch&iacute;nh x&aacute;c về độ cao thấp hơn đo Radio<br />
	&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp; + Chỉ đo được ở khu vực c&oacute; s&oacute;ng 3G v&agrave; c&oacute; t&iacute;n hiệu trạm CORS<br />
	&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp; + Phải trả ph&iacute; (trong tương lai, hiện tại đang cho miễn ph&iacute;)</span></span></p>
<h2>
	<br />
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>II. T&igrave;nh h&igrave;nh ph&acirc;n bổ trạm CORS hiện nay</strong></span></span></h2>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Theo đ&aacute;nh gi&aacute; của kh&aacute;ch h&agrave;ng th&igrave; hiện nay hệ thống trạm CORS Cục tương đối ổn định, t&iacute;n hiệu rất tốt. V&ugrave;ng phủ s&oacute;ng cũng tương đối rộng. Tuy nhi&ecirc;n độ ch&iacute;nh x&aacute;c tốt chỉ nằm trong c&aacute;c khu vực c&oacute; s&oacute;ng mạng lưới VRS hoặc IMAX. Độ ch&iacute;nh x&aacute;c về độ cao cũng chưa được tốt lắm. Nếu c&ocirc;ng tr&igrave;nh ở mức độ kh&ocirc;ng y&ecirc;u cầu qu&aacute; cao về cao độ th&igrave; d&ugrave;ng rất ổn.<br />
<br />
Dưới đ&acirc;y l&agrave; sơ đồ ph&acirc;n bố hệ thống trạm CORS Cục bản đồ.</span></span><br />
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/he-thong-tram-cors-viet-nam-2020(1).jpg" style="width: 600px; height: 800px;" /><br />
&nbsp;<br />
&gt;&gt;&gt; Tr&ecirc;n đ&acirc;y l&agrave; một v&agrave;i ph&acirc;n t&iacute;ch về ưu, nhược điểm của hai phương &aacute;n. Để lựa chọn th&igrave; anh (chị) n&ecirc;n c&acirc;n nhắc dựa tr&ecirc;n c&aacute;c ph&acirc;n t&iacute;ch tr&ecirc;n. Cụ thể:</span></span><br />
<br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trường hợp nhu cầu c&ocirc;ng việc kh&ocirc;ng y&ecirc;u cầu qu&aacute; cao về độ ch&iacute;nh x&aacute;c cao độ (đo địa ch&iacute;nh, địa h&igrave;nh tỷ lệ nhỏ); c&ocirc;ng tr&igrave;nh ở khu vực kh&ocirc;ng qu&aacute; kh&oacute; khăn th&igrave; lựa chọn Rover đo trạm CORS l&agrave; một giải ph&aacute;p hợp l&yacute;</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trường hợp c&aacute;c c&ocirc;ng tr&igrave;nh, dự &aacute;n ở khu vực kh&oacute; khăn, kh&ocirc;ng c&oacute; mạng 3G, 4G, kh&ocirc;ng nằm trong v&ugrave;ng phủ s&oacute;ng trạm CORS; hoặc y&ecirc;u cầu độ ch&iacute;nh x&aacute;c cao về độ cao (khảo s&aacute;t tuyến giao th&ocirc;ng, thủy lợi, đo bản đồ địa h&igrave;nh tỷ lệ lớn),.. th&igrave; lựa chọn đo Radio sẽ ph&ugrave; hợp hơn.</span></span></li>
</ul>
<h2>
	<br />
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">III.&nbsp;<span style="color: rgb(51, 51, 51); text-align: justify;">Địa chỉ mua m</span>&aacute;y định&nbsp; vị vệ tinh GNSS RTK<span style="color: rgb(51, 51, 51); text-align: justify;">&nbsp;uy t&iacute;n</span></span></span></h2>
<br style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); font-family: arial; font-size: 13px; text-align: justify;" />
<span style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); font-family: arial; text-align: justify; font-size: 14px;"><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;">C&Ocirc;NG TY CP C&Ocirc;NG NGHỆ V&Agrave; TM TH&Agrave;NH ĐẠT chuy&ecirc;n nhập khẩu, cung cấp v&agrave; chuyển giao c&ocirc;ng nghệ c&aacute;c loại m&aacute;y định vị vệ tinh GNSS RTK của c&aacute;c h&atilde;ng <strong>Leica, Topcon, Sokkia, E-Survey, Hi- Target, Foif,....</strong>&nbsp;phục vụ c&ocirc;ng t&aacute;c khảo s&aacute;t, đo vẽ bản đồ uy t&iacute;n l&acirc;u năm tr&ecirc;n to&agrave;n quốc. C&aacute;c loại m&aacute;y định vị vệ tinh GNSS RTk m&agrave; ch&uacute;ng t&ocirc;i ph&acirc;n phối phong ph&uacute; về chủng loại, đa dạng về mẫu m&atilde; ph&ugrave; hợp với từng đối tượng kh&aacute;ch h&agrave;ng.</span></span><br />
<br />
<span style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); font-family: arial; text-align: justify; font-size: 14px;"><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;">Với hơn 20 năm kinh nghiệm c&ugrave;ng</span></span><span style="color: rgb(51, 51, 51); font-family: arial; font-size: 13px; text-align: justify;">&nbsp;</span><span style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); font-family: arial; text-align: justify; font-size: 14px;"><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;">đội ngũ nh&acirc;n vi&ecirc;n, kỹ thuật vi&ecirc;n năng động, c&oacute; tr&igrave;nh độ cao&nbsp;</span></span><span style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); text-align: justify; font-family: tahoma, geneva, sans-serif; font-size: 14px;">ch&uacute;ng t&ocirc;i&nbsp;tự h&agrave;o v&agrave; tin tưởng Qu&yacute; kh&aacute;ch h&agrave;ng sẽ h&agrave;i l&ograve;ng khi sử dụng c&aacute;c sản phẩm v&agrave; dịch vụ do ch&uacute;ng t&ocirc;i cung cấp.</span><br style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); font-family: arial; font-size: 13px; text-align: justify;" />
<br style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); font-family: arial; font-size: 13px; text-align: justify;" />
<div style="margin: 0px; padding: 0px; line-height: 20px;">
	<u style="font-family: tahoma, geneva, sans-serif; color: rgb(51, 51, 51); font-size: 14px; text-align: justify; margin: 0px; padding: 0px;"><strong style="margin: 0px; padding: 0px;">Li&ecirc;n hệ:&nbsp;</strong></u></div>
<br style="margin: 0px; padding: 0px;" />
<span style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); font-family: arial; text-align: justify; font-size: 14px;"><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;">Số 50 L&aacute;ng Hạ, Đống Đa, H&agrave; Nội<br style="margin: 0px; padding: 0px;" />
Số 5/161 Nguyễn Tu&acirc;n. Thanh Xu&acirc;n, H&agrave; Nội<br style="margin: 0px; padding: 0px;" />
Tel: 024.37764930<br style="margin: 0px; padding: 0px;" />
Hotline: 0913051734 (call/imesage/zalo)<br style="margin: 0px; padding: 0px;" />
Website:&nbsp;<a href="http://www.tracdiathanhdat.vn/?fbclid=IwAR3altI5BIG46Mm2_6oxBl-TQxXGfXGEm4M1GUGsoDeNELr3WrYUlO7g2jk" style="margin: 0px; padding: 0px; color: rgb(74, 75, 75); text-decoration-line: none; transition: color 0.2s linear 0s; font-size: 13px;" target="_blank">www.tracdiathanhdat.vn</a><br style="margin: 0px; padding: 0px;" />
Email: tracdiathanhdat@gmail.com</span></span><br style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); font-family: arial; font-size: 13px; text-align: justify;" />
<span style="color: rgb(51, 51, 51); font-family: arial; font-size: 13px; text-align: justify;">&nbsp;</span><br style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); font-family: arial; font-size: 13px; text-align: justify;" />
<span style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); font-family: arial; text-align: justify; font-size: 14px;"><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;"><strong style="margin: 0px; padding: 0px;">@ Lu&ocirc;n&nbsp;đồng h&agrave;nh c&ugrave;ng bạn!</strong></span></span><br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">&nbsp;</span></span>',
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			'title_seo' => 'tin tức trắc địa, cập nhật xu hướng đo đạc mới, công nghệ đo đạc, thiết bị đo đạc hiện đại, mẹo kỹ thuật trắc địa, sai số đo đạc, hệ tọa độ VN-2000, GNSS, RTK, GPS trắc địa, phần mềm trắc địa, phần mềm GIS, SurPad, LandStar, Magnet Field, Leica Captivate, Trimble Access',
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			'meta_des' => 'phần mềm máy đo đạc, phần mềm GIS, phần mềm trút dữ liệu',
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	(int) 9 => array(
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			'id' => '644',
			'name' => 'GNSS RTK',
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			'shortdes' => '<span style="font-family:tahoma,geneva,sans-serif;"><span style="box-sizing: border-box; margin: 0px; padding: 0px; border: 0px; background-image: initial; background-position: 0px 0px; background-size: initial; background-repeat: initial; background-attachment: initial; background-origin: initial; background-clip: initial; outline: 0px; vertical-align: top; color: rgb(0, 0, 0); font-size: 14px; text-align: justify; font-weight: 700 !important;">GNSS RTK</span><span style="color: rgb(0, 0, 0); font-size: 14px; text-align: justify;">&nbsp;được biết đến l&agrave; thiết bị d&ugrave;ng trong c&ocirc;ng t&aacute;c trắc địa gi&uacute;p hỗ trợ qu&aacute; tr&igrave;nh khảo s&aacute;t địa h&igrave;nh. Với khả năng tự động vẽ v&agrave; lưu lại c&aacute;c khu vực khảo s&aacute;t gi&uacute;p nhanh ch&oacute;ng ho&agrave;n thiện c&aacute;c bản vẽ đầy đủ, ch&iacute;nh x&aacute;c với c&aacute;c th&ocirc;ng số kỹ thuật cần thiết. Đ&acirc;y l&agrave; thiết bị hỗ trợ đắc lực cho những người l&agrave;m c&ocirc;ng t&aacute;c trắc địa để c&oacute; thể ho&agrave;n th&agrave;nh c&ocirc;ng việc nhanh ch&oacute;ng, tiết kiệm thời gian v&agrave; chi ph&iacute; với độ ch&iacute;nh x&aacute;c cao.</span></span>',
			'content' => '<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tr&ecirc;n thị trường hiện nay c&oacute; rất nhiều d&ograve;ng m&aacute;y GNSS RTK với&nbsp;sự đa dạng về kiểu d&aacute;ng thiết kế, c&aacute;c t&iacute;nh năng cũng như k&iacute;ch thước cho kh&aacute;ch h&agrave;ng lựa chọn. Với mỗi sản phẩm sẽ c&oacute; những đặc t&iacute;nh cũng như c&ocirc;ng năng ri&ecirc;ng ph&ugrave; hợp với nhu cầu sử dụng của từng đối tượng kh&aacute;ch h&agrave;ng cũng như t&iacute;nh chất c&ocirc;ng việc. C&ugrave;ng t&igrave;m hiểu&nbsp;ưu v&agrave; nhược&nbsp;điểm của m&aacute;y GNSS RTK&nbsp;để c&oacute; c&aacute;i nh&igrave;n tổng quan về n&oacute; trước khi bạn lựa chọn&nbsp;đầu tư cho dự&nbsp;&aacute;n của m&igrave;nh.</span></span><br />
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> <strong>Ưu điểm nổi bật của&nbsp;m&aacute;y GNSS RTK&nbsp;</strong><br />
<br />
Đảm bảo độ ch&iacute;nh x&aacute;c cao nhất trong qu&aacute; tr&igrave;nh l&agrave;m việc. Đối với c&ocirc;ng t&aacute;c trắc địa th&igrave; độ ch&iacute;nh x&aacute;c l&agrave; th&ocirc;ng số quan trọng nhất cần hướng tới trong qu&aacute; tr&igrave;nh l&agrave;m việc do đ&oacute; c&aacute;c thiết bị hỗ trợ cũng cần tối ưu h&oacute;a được yếu tố n&agrave;y. Với việc &aacute;p dụng c&ocirc;ng nghệ RTK cũng như CORS&nbsp;Network c&aacute;c mẫu m&aacute;y n&agrave;y đảm bảo mang đến c&aacute;c th&ocirc;ng số chuẩn nhất để cung cấp dữ liệu cho qu&aacute; tr&igrave;nh vẽ cũng như h&igrave;nh th&agrave;nh c&aacute;c dữ liệu chung.<br />
&nbsp;<br />
Trong việc sử dụng c&ocirc;ng nghệ GNSS th&igrave; CORS l&agrave; trạm tham chiếu hoạt động li&ecirc;n tục để tạo sự li&ecirc;n kết c&aacute;c thiết bị với đường truyền t&iacute;n hiệu. C&ocirc;ng nghệ n&agrave;y gi&uacute;p khoảng c&aacute;ch tối&nbsp;đa giữa trạm gốc v&agrave; m&aacute;y định vị GNSS được thiết lập khoảng 10 - 15km,&nbsp; gi&uacute;p tăng khoảng c&aacute;ch cho hoạt động của m&aacute;y. Điều n&agrave;y gi&uacute;p giảm nh&acirc;n c&ocirc;ng cũng như chi ph&iacute; trong qu&aacute; tr&igrave;nh l&agrave;m việc.<br />
<br />
Với thiết kế nhỏ gọn, dễ d&agrave;ng di chuyển gi&uacute;p mang đến sự tiện lợi tối đa trong qu&aacute; tr&igrave;nh sử dụng.&nbsp;<br />
<br />
Một ưu điểm phải kế đến của loại m&aacute;y GNSS RTK đ&oacute; l&agrave; việc t&iacute;ch hợp nhiều t&iacute;nh năng th&ocirc;ng minh trong c&ugrave;ng thiết bị. C&aacute;c t&iacute;nh năng điều khiển bằng giọng n&oacute;i, bảng điều khiển điện tử, việc thay đổi k&iacute;ch thước m&aacute;y được t&iacute;ch hợp &hellip;gi&uacute;p dễ d&agrave;ng sử dụng cũng như c&oacute; thể thực hiện được nhiều chức năng kh&aacute;c nhau c&ugrave;ng l&uacute;c.<br />
<br />
Bộ nhớ trong lớn gi&uacute;p tăng khả năng lưu trữ th&ocirc;ng tin c&ugrave;ng với đ&oacute; l&agrave; khả năng kết nối với m&aacute;y t&iacute;nh, điện thoại, bluetooth hay 3G, 4G gi&uacute;p n&acirc;ng cao tối đa được c&aacute;c c&ocirc;ng năng cũng như sự tiện lợi trong qu&aacute; tr&igrave;nh sử dụng.<br />
&nbsp;<br />
Khả năng kết nối với c&aacute;c thiết bị kh&aacute;c tối ưu c&ugrave;ng với hệ thống CORS.<br />
<br />
Với chất liệu cao cấp c&oacute; khả năng chống va đập cũng như hạn chế tối đa c&aacute;c t&aacute;c động của c&aacute;c yếu tố b&ecirc;n ngo&agrave;i gi&uacute;p mang đến sản phẩm bền đẹp l&acirc;u d&agrave;i theo thời gian sử dụng.<br />
<br />
<img alt="" src="/admin/webroot/upload/image/images/phân phối máy định vị vệ tinh 2 tần số rtk (1).png" style="width: 850px; height: 604px;" /><br />
<br />
<strong>Nhược điểm của m&aacute;y GNSS RTK</strong><br />
<br />
Hiện nay,&nbsp;m&aacute;y GPS &ndash;GNSS RTK&nbsp;chất lượng d&ugrave; đ&atilde; được t&iacute;ch hợp đầy đủ c&aacute;c t&iacute;nh năng nhưng để c&oacute; được độ ch&iacute;nh x&aacute;c tuyệt đối c&ugrave;ng với vi</span>ệc</span>&nbsp;<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">thực hiện th&ecirc;m nhiều c&ocirc;ng việc kh&aacute;c c&aacute;c bạn cần phải c&oacute; sự kết nối th&ecirc;m c&aacute;c thiết bị kh&aacute;c để sử dụng.<br />
<br />
Giới hạn l&agrave;m việc của m&aacute;y trong một phạm vi nhất định cũng l&agrave; một kh&oacute; khăn trong qu&aacute; tr&igrave;nh sử dụng. Do đ&oacute;, cần t&igrave;m hiểu đầy đủ c&aacute;c th&ocirc;ng số của m&aacute;y trước khi lựa chọn để ph&ugrave; hợp với đặc điểm c&ocirc;ng việc.<br />
<br />
Gi&aacute; th&agrave;nh cao cũng l&agrave; một nhược điểm cần t&iacute;nh đến khi quyết định đầu tư.&nbsp;<br />
<br />
<img alt="" src="/admin/webroot/upload/image/images/Máy RTK.png" style="width: 850px; height: 680px;" /><br />
<br />
</span></span>',
			'images' => '2021081816133230412c34d3b16d2ec66a3d1eba4d0d89.jpg',
			'images_multi' => '',
			'pos' => null,
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			'title_seo' => 'Máy RTK',
			'meta_key' => 'Máy RTK, máy định vị vệ tinh RTK, máy GPS RTK, máy định vị vệ tinh GNSS RTK, máy RTK giá rẻ, máy RTK tốt nhất',
			'meta_des' => 'Chuyên cung cấp máy định vị vệ tinh GPS RTK, máy thủy bình, máy toàn đạc điện tử, UAV, ống nhòm, máy định vị GPS cầm tay, ... chính hãng, uy tín, giá tốt hàng đầu tại Việt Nam! Hotline: 0913051734!',
			'created' => '2021-08-18',
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			'status' => '1',
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			'name' => 'Blogs',
			'parent_id' => null,
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			'images' => '',
			'lft' => '103',
			'rght' => '104',
			'pos' => '5',
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			'title_seo' => 'tin tức trắc địa, cập nhật xu hướng đo đạc mới, công nghệ đo đạc, thiết bị đo đạc hiện đại, mẹo kỹ thuật trắc địa, sai số đo đạc, hệ tọa độ VN-2000, GNSS, RTK, GPS trắc địa, phần mềm trắc địa, phần mềm GIS, SurPad, LandStar, Magnet Field, Leica Captivate, Trimble Access',
			'meta_key' => 'tin tức trắc địa, cập nhật xu hướng đo đạc mới, công nghệ đo đạc, thiết bị đo đạc hiện đại, mẹo kỹ thuật trắc địa, sai số đo đạc, hệ tọa độ VN-2000, GNSS, RTK, GPS trắc địa, phần mềm trắc địa, phần mềm GIS, SurPad, LandStar, Magnet Field, Leica Captivate, Trimble Access',
			'meta_des' => 'phần mềm máy đo đạc, phần mềm GIS, phần mềm trút dữ liệu',
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)
$detailNews = array(
	'Post' => array(
		'id' => '721',
		'name' => 'Định vị công trình bằng máy toàn đạc điện tử',
		'code' => null,
		'alias' => 'dinh-vi-cong-trinh-bang-may-toan-dac-dien-tu',
		'cat_id' => '40',
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		'shortdes' => '<p style="margin: 0in 0in 15.6pt; text-align: justify; background-image: initial; background-position: initial; background-size: initial; background-repeat: initial; background-attachment: initial; background-origin: initial; background-clip: initial;">
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="color: rgb(51, 51, 51);">Định vị thi c&ocirc;ng c&ocirc;ng tr&igrave;nh l&agrave; c&ocirc;ng t&aacute;c trắc địa nhằm x&aacute;c định vị tr&iacute; mặt&nbsp;<span style="box-sizing: border-box; touch-action: manipulation; color: rgb(51, 72, 98);">bằng</span>&nbsp;của c&aacute;c điểm, c&aacute;c đường thẳng, c&aacute;c điểm chi tiết của c&ocirc;ng tr&igrave;nh x&acirc;y dựng tr&ecirc;n đất liền cũng như tr&ecirc;n mặt nước theo đ&uacute;ng thiết kế.</span></span></span><span style="font-size:11.5pt;
font-family:Montserrat;color:#333333"><o:p></o:p></span></p>
',
		'content' => '<h2>
	<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>I. T&igrave;m hiểu về định vị thi c&ocirc;ng c&ocirc;ng tr&igrave;nh&nbsp;</strong></span></span></span></h2>
<br />
<p>
	<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Định vị thi c&ocirc;ng c&ocirc;ng tr&igrave;nh l&agrave; c&ocirc;ng t&aacute;c trắc địa nhằm x&aacute;c định vị tr&iacute; mặt&nbsp;bằng&nbsp;của c&aacute;c điểm, c&aacute;c đường thẳng, c&aacute;c điểm chi tiết của c&ocirc;ng tr&igrave;nh x&acirc;y dựng tr&ecirc;n đất liền cũng như tr&ecirc;n mặt nước theo đ&uacute;ng thiết kế.<br />
	<br />
	Định vị c&ocirc;ng tr&igrave;nh bằng m&aacute;y to&agrave;n đạc c&oacute; thể hiểu l&agrave; thao t&aacute;c sử dụng m&aacute;y to&agrave;n đạc để khảo s&aacute;t, x&aacute;c định vị tr&iacute; tọa độ c&ocirc;ng tr&igrave;nh chi tiết, nhanh ch&oacute;ng v&agrave; ch&iacute;nh x&aacute;c. C&aacute;c kỹ sư sẽ nhập c&aacute;c tham số tr&ecirc;n bản vẽ v&agrave;o m&aacute;y. Sau đ&oacute;, c&aacute;c thuật to&aacute;n của m&aacute;y to&agrave;n đạc sẽ xử l&yacute; những số liệu n&agrave;y. Cuối c&ugrave;ng, m&aacute;y to&agrave;n đạc&nbsp;sẽ khảo s&aacute;t, x&aacute;c định chi tiết v&agrave; x&aacute;c thực những vị tr&iacute; điểm ra thực địa.&nbsp;<br />
	<br />
	Chỉ cần tr&iacute;ch xuất những vị tr&iacute; tọa độ ch&iacute;nh x&aacute;c điểm tr&ecirc;n bản vẽ sang&nbsp;<strong><a href="https://tracdiathanhdat.vn/may-toan-dac-dien-tu">m&aacute;y to&agrave;n đạc điện tử</a> , </strong>&nbsp;m&aacute;y sẽ xử l&yacute; c&aacute;c th&ocirc;ng số n&agrave;y. Sau đ&oacute;, m&aacute;y triển khai vị tr&iacute; những tim trục tr&ecirc;n bản đồ l&ecirc;n thực địa. Nhờ vậy, sẽ định vị được x&aacute;c thực tim trục của nền m&oacute;ng cho những bước thi c&ocirc;ng tiếp theo.</span></span></span></p>
<p style="text-align: center;">
	<br />
	<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/dinh-vi-cong-trinh-bang-may-toan-dac.jpg" style="width: 620px; height: 360px;" /></span></span></span></p>
<h2>
	<br />
	<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>II. Phương ph&aacute;p thực hiện định vị c&ocirc;ng tr&igrave;nh bằng m&aacute;y to&agrave;n đạc điện tử</strong></span></span></span></h2>
<p style="text-align: center;">
	<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">&nbsp; &nbsp; &nbsp;&nbsp;<img alt="" 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" style="height: 411px; width: 620px;" /></span></span></span></p>
<p style="text-align: center;">
	<em><span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">&nbsp; &nbsp; &nbsp;Bản vẽ mặt bằng mộtt nh&agrave; xưởng</span></span></span></em><br />
	&nbsp;</p>
<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Reference Line (Định ᴠị c&ocirc;ng tr&igrave;nh theo đường chuẩn l&agrave; đường thẳng): một đường chuẩn c&oacute; thể được х&aacute;c định bằng c&aacute;ch tham chiếu tới 1 đường thẳng gốc đ&atilde; biết.&nbsp;<br />
<br />
1. X&aacute;c định đường gốc<br />
<br />
Một đường gốc được gắn ᴠới 2 điểm gốc ᴠ&agrave; được х&aacute;c định theo 3 c&aacute;ch: Đo đến điểm gốc; Nhập toạ độ bằng taу; Gọi điểm từ bộ nhớ.<br />
<br />
a) Đo tới điểm gốc. Nhập t&ecirc;n điểm <strong>PtID</strong> ᴠ&agrave; đo bằng ph&iacute;m&nbsp;<br />
b) Với điểm gốc đ&atilde; biết toạ độ t&igrave;m kiếm điểm <strong>PtID</strong> trong bộ nhớ. Nhập toạ độ bằng taу. Hiển thị những điểm ѕẵn trong m&aacute;у.<br />
&nbsp; &nbsp; (1) Điểm gốc trang bị 1&nbsp;<br />
&nbsp; &nbsp; (2) Điểm gốc thứ hai.<br />
&nbsp; &nbsp; (3) Đường gốc.<br />
&nbsp; &nbsp; (4) Đường chuẩn.<br />
<br />
2. Dịch chuуển/Quaу đường gốc<br />
Đường gốc được dịch chuуển ѕong ѕong, chiều dọc, chiều đứng hoặc l&agrave; quaу. Tất cả c&aacute;c kết quả đo ѕau đ&oacute; ѕẽ ảnh hưởng đến đường chuẩn.<br />
&nbsp; &nbsp; <strong>BP</strong>: Điểm gốc.<br />
&nbsp; &nbsp; <strong>BL</strong>: Đường gốc.<br />
&nbsp; &nbsp; <strong>RP</strong>: Điểm chuẩn.<br />
&nbsp; &nbsp; <strong>RL</strong>: Đường chuẩn.<br />
&nbsp; &nbsp; <strong>Off</strong>: Dịch chuуển ѕong ѕong.<br />
&nbsp; &nbsp; <strong>L</strong>: Dịch chuуển theo chiều dọc.<br />
&nbsp; &nbsp; <strong>R</strong>: Th&ocirc;ng ѕố quaу.<br />
<br />
Nhập th&ocirc;ng ѕố: Sử dụng ph&iacute;m n&agrave;у để chuуển con trỏ đến trường th&ocirc;ng ѕố bắt buộc nhập.&nbsp;Ta c&oacute; thể nhập c&aacute;c th&ocirc;ng ѕố như ѕau:<br />
&nbsp; &nbsp; <strong>Offѕet</strong>: Dịch chuуển đường chuẩn ѕong ѕong ᴠề ph&iacute;a b&ecirc;n cần của đường gốc, ᴠ&agrave;o hướng của đường gốc (BP1-BP2).<br />
&nbsp; &nbsp; <strong>Line</strong>: Dịch chuуển đường chuẩn theo chiều dọc t&iacute;nh từ điểm gốc trước ti&ecirc;n theo hướng từ điểm gốc đầu ti&ecirc;n tới điểm gốc vật dụng hai.<br />
&nbsp; &nbsp; <strong>Rotate</strong>: Quaу đường chuẩn theo chiều kim đồng hồ хung quanh điểm gốc.<br />
&nbsp; &nbsp; <strong>Height</strong>: Đường chuẩn cao hơn đường gốc.<br />
&nbsp; &nbsp; <strong>Ref.Hgt:Point1:</strong> Ch&ecirc;nh cao ѕo ᴠới điểm gốc chuẩn nhất.<br />
&nbsp; &nbsp; <strong>Point 2</strong>: Ch&ecirc;nh cao ѕo ᴠới điểm gốc chuẩn hai.<br />
&nbsp; &nbsp; <strong>Interpolated:</strong> Ch&ecirc;nh cao dọc theo đường chuẩn.<br />
&nbsp; &nbsp; <strong>No height</strong>: Ch&ecirc;nh cao kh&ocirc;ng được t&iacute;nh to&aacute;n ᴠ&agrave; hiển thị.<br />
<br />
3. Tiến h&agrave;nh đo hoặc chuуển ѕang chế độ chuуển điểm bề ngo&agrave;i ra thực địa. Tiến h&agrave;nh đo đến điểm đ&iacute;ch. Chuуển ѕang chế độ chuуển điểm bề ngo&agrave;i ra thực địa.<br />
<br />
4. Ứng dụng tương trợ &ldquo;Line&amp;Offѕet&rdquo;:&nbsp;t&iacute;nh to&aacute;n ra ᴠị tr&iacute; của điểm đo ѕo ᴠới đường chuẩn bằng c&aacute;ch hiển thị c&aacute;c lệch dọc trục, lệch ngang, ch&ecirc;nh cao&hellip;<br />
&nbsp;</span></span></span><br />
<p style="box-sizing: border-box; margin-bottom: 1.3em; margin-top: 0px; color: rgb(66, 66, 66); font-family: Roboto, sans-serif; font-size: 15px; text-align: justify;">
	<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trắc đạc c&ocirc;ng tr&igrave;nh hay đo đạc c&ocirc;ng tr&igrave;nh l&agrave; khảo s&aacute;t v&agrave; khai triển bản vẽ thiết kế của c&ocirc;ng tr&igrave;nh ra thực địa, d&ugrave;ng cho thi c&ocirc;ng v&agrave; gi&aacute;m s&aacute;t x&acirc;y dựng c&ocirc;ng tr&igrave;nh đ&uacute;ng bản vẽ thiết kế. Quan trắc dịch chuyển của c&ocirc;ng tr&igrave;nh ra thực địa, chuy&ecirc;n dụng cho thi c&ocirc;ng v&agrave; gi&aacute;m s&aacute;t x&acirc;y dựng c&ocirc;ng tr&igrave;nh đ&uacute;ng bản vẽ thiết kế. C&ocirc;ng cụ đo bằng những mẫu m&aacute;y đo đạc như m&aacute;y kinh vĩ, m&aacute;y thủy b&igrave;nh,m&aacute;y đo khoảng c&aacute;ch laser, m&aacute;y to&agrave;n đạc điện tử&nbsp;&hellip;&nbsp;</span></span></span></p>
<p style="box-sizing: border-box; margin-bottom: 1.3em; margin-top: 0px; color: rgb(66, 66, 66); font-family: Roboto, sans-serif; font-size: 15px; text-align: justify;">
	<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Nhiệm vụ chủ đạo của c&ocirc;ng t&aacute;c trắc địa trong x&acirc;y dựng l&agrave; đảm bảo cho c&ocirc;ng tr&igrave;nh được x&acirc;y dựng đ&uacute;ng k&iacute;ch thước h&igrave;nh học v&agrave; đ&uacute;ng vị tr&iacute; thiết kế. Chỉ khi hai y&ecirc;u cầu n&agrave;y được đ&aacute;p ứng th&igrave; c&ocirc;ng tr&igrave;nh mới mang thể vận h&agrave;nh an to&agrave;n.&nbsp;</span></span></span></p>
<h2 style="box-sizing: border-box; margin-bottom: 1.3em; margin-top: 0px; color: rgb(66, 66, 66); font-family: Roboto, sans-serif; font-size: 15px; text-align: justify;">
	<span style="font-weight: var(--h2_typography-font-weight); font-family: tahoma, geneva, sans-serif; font-size: 14px; color: rgb(0, 0, 0);">III. Những thiết bị được sử dụng trong định vị thi c&ocirc;ng c&ocirc;ng tr&igrave;nh</span></h2>
<ul style="box-sizing: border-box; color: rgb(73, 73, 73); font-family: &quot;Open Sans&quot;, Arial, Helvetica, sans-serif; font-size: 15px;">
	<li style="box-sizing: border-box;">
		<span style="color:#ff0000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><a href="https://tracdiathanhdat.vn/may-thuy-binh-tu-dong"><strong>M&aacute;y thủy b&igrave;nh tự động, m&aacute;y thủy b&igrave;nh điện tử</strong></a></span></span></span><span style="color:#000080;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">:</span></span></span><span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> X&aacute;c định cao độ, dẫn mốc cao độ, đo ch&ecirc;nh cao, quan trắc l&uacute;n&hellip;</span></span></span></li>
</ul>
<ul style="box-sizing: border-box; color: rgb(73, 73, 73); font-family: &quot;Open Sans&quot;, Arial, Helvetica, sans-serif; font-size: 15px;">
	<li style="box-sizing: border-box;">
		<span style="color:#000080;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="box-sizing: border-box; font-weight: bolder;"><a href="https://tracdiathanhdat.vn/may-toan-dac-dien-tu">M&aacute;y to&agrave;n đạc điện tử</a></span></span></span></span><span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="box-sizing: border-box; font-weight: bolder;">:</span>&nbsp;Bố tr&iacute; tr&iacute; tọa độ thiết kế ra thực địa; t&iacute;nh to&aacute;n khoảng c&aacute;ch ngang, đứng, g&oacute;c phương vị của đường, tọa độ điểm, diện t&iacute;ch v&agrave; bố tr&iacute; đường thẳng, đường cong; dẫn lưới lập mốc đường chuyền&hellip;</span></span></span></li>
</ul>
<ul style="box-sizing: border-box; color: rgb(73, 73, 73); font-family: &quot;Open Sans&quot;, Arial, Helvetica, sans-serif; font-size: 15px;">
	<li style="box-sizing: border-box;">
		<span style="color:#000080;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="box-sizing: border-box; font-weight: bolder;"><a href="https://tracdiathanhdat.vn/may-dinh-vi-ve-tinh-gps-2-tan-so-rtk">M&aacute;y định vị GNSS</a></span></span></span></span><span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="box-sizing: border-box; font-weight: bolder;">:</span>&nbsp;Khảo s&aacute;t th&agrave;nh lập lưới khống chế tọa độ; bố tr&iacute; điểm phục vụ cho c&ocirc;ng t&aacute;c chuyển điểm thiết kế ra thực địa; giao hội, bố tr&iacute; đường cong, t&iacute;nh diện t&iacute;ch&hellip;</span></span></span></li>
</ul>
<p style="box-sizing: border-box; margin-bottom: 1.3em; margin-top: 0px; color: rgb(66, 66, 66); font-family: Roboto, sans-serif; font-size: 15px; text-align: center;">
	<span style="color:#000000;"><img alt="" src="/admin/webroot/upload/image/images/Banner (665 × 295 px) (31).png" style="width: 665px; height: 295px;" /></span></p>
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		'title_seo' => 'tin tức trắc địa, cập nhật xu hướng đo đạc mới, công nghệ đo đạc, thiết bị đo đạc hiện đại, mẹo kỹ thuật trắc địa, sai số đo đạc, hệ tọa độ VN-2000, GNSS, RTK, GPS trắc địa, phần mềm trắc địa, phần mềm GIS, SurPad, LandStar, Magnet Field, Leica Captivate, Trimble Access',
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	'id' => '1',
	'name' => 'Công ty CP Công nghệ và Thương mại Thành Đạt',
	'title' => 'Chuyên phân phối máy đo đạc, trắc địa: Máy GPS RTK, máy thủy bình, máy toàn đạc, máy scanner, UAV chính hãng (LEICA, TOPCON, NIKON, TRIMPLE, SOKKIA, DJI, PENTAX, GARMIN,...)',
	'address_eng' => '',
	'address' => '<p>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong><u>Văn ph&ograve;ng</u></strong></span></span><span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">: Số 157&nbsp;Đặng Văn Ngữ, Phường Kim Li&ecirc;n, H&agrave; Nội</span></span></p>
<p>
	<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">MST:<strong><a href="javascript: void(0)" style="font-size:11px;"><span style="color:#ffffff;"> 0103764857 </span></a></strong>do Sở KHĐT TP. H&agrave; Nội cấp ng&agrave;y 28-04-2009<br />
	Điện thoại:&nbsp;<a href="javascript: void(0)" style="font-family: tahoma, geneva, sans-serif;font-size:11px;"><span style="color: rgb(255, 255, 255);"><strong style="font-family: arial, helvetica, sans-serif;">(</strong><strong style="font-family: arial, helvetica, sans-serif;">024) 3776 4930</strong></span></a></span></span></p>
<div>
	<p>
		<strong style="font-size: 14px; font-family: tahoma, geneva, sans-serif;"><u>Cửa h&agrave;ng</u></strong><span style="font-size: 14px; font-family: tahoma, geneva, sans-serif;">:</span></p>
</div>
<p>
	<span style="font-family: tahoma, geneva, sans-serif;">- <span style="font-size:12px;">Số <strong><span style="font-size:14px;">145 </span></strong></span></span><span style="font-size:12px;"><span style="font-family: tahoma, geneva, sans-serif;">L&aacute;ng Hạ, Phường L&aacute;ng Hạ, H&agrave; Nội</span></span></p>
<p>
	<span style="font-size:12px;"><span style="font-family: tahoma, geneva, sans-serif;">- Số 5/161 Nguyễn Tu&acirc;n, Phường Thanh Xu&acirc;n, H&agrave; Nội</span></span><br />
	<br />
	&nbsp;</p>
',
	'contactinfo_eng' => '',
	'taikhoan' => '<strong><span style="color:#04529a;">Số T&agrave;i&nbsp; khoản c&aacute;c ng&acirc;n h&agrave;ng của c&ocirc;ng ty T&acirc;n &Aacute;</span></strong><br />
<br />
1. 13022-0506-5430 - Nguyễn Văn Hiệu - Agribank - CN Trung Y&ecirc;n, HN<br />
2. 0011-00404-0367 - Nguyễn Văn Hiệu - Vietcombank - CN Sở Giao dịch, HN<br />
3. 711A-6202-9713 - Nguyễn Văn Hiệu - Vietinbank - CN Thanh Xu&acirc;n, HN<br />
4. 190-256-018-210-13 - Nguyễn Văn Hiệu - Techcombank, H&agrave; Nội<br />
5. 1231-0000-368-767 - Nguyễn Văn Hiệu - BIDV CN Quang Trung, H&agrave; Nội',
	'contactinfo' => '<div dir="rtl" style="text-align: left;">
	<u style="font-family: tahoma, geneva, sans-serif; font-size: 14px;"><strong>Văn Ph&ograve;ng</strong></u></div>
<div style="">
	<br />
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Địa chỉ:&nbsp; Số 157 Đặng Văn Ngữ, Phường Kim Li&ecirc;n, H&agrave; Nội, Việt Nam<br />
	Tel:&nbsp; &nbsp; &nbsp; &nbsp; (024) 3776 4930 &nbsp; &nbsp;<br />
	Fax:&nbsp; &nbsp; &nbsp; &nbsp;(024) 3776 5908<br />
	Email:&nbsp; &nbsp; thanhdatsurvey.JSC@gmail.com/ tracdiathanhdat@gmail.com<br />
	Hotline:&nbsp; <strong>0913 051 734</strong><br />
	<br />
	<strong><u>C</u></strong><strong><u>ửa h&agrave;ng</u></strong></span></span><br />
	<br />
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">- Số 145 L&aacute;ng Hạ, Phường L&aacute;ng Hạ, H&agrave; Nội</span></span><br />
	<img alt="" src="data:image/png;base64,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" style="height: 12px; width: 16px;" /><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">&nbsp;<strong>0942 288 388</strong></span><br />
	&nbsp;</div>
<div style="">
	<span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">- Số 5/161 Nguyễn Tu&acirc;n, Phường Thanh Xu&acirc;n, H&agrave; Nội</span></div>
<div style="">
	<img alt="" src="data:image/png;base64,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" style="height: 12px; width: 16px;" /><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">&nbsp;<strong>0949 322 456</strong></span></div>
<div style="">
	<br />
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong><u>VPĐD tại Tp. Hồ Ch&iacute; Minh</u></strong><br />
	<br />
	- 1/56 Nguyễn Th&aacute;i Sơn, Phường Hạnh Th&ocirc;ng, Hồ Ch&iacute; Minh</span></span><br />
	<img alt="" src="data:image/png;base64,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" style="height: 12px; width: 16px;" /><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">&nbsp;<strong>0904 925 936</strong></span></div>
',
	'telephone' => '01659 014592',
	'hotline' => '0913051734',
	'email' => 'tracdiathanhdat@yahoo.com',
	'url' => '',
	'meta_key' => 'Leica Geosystems, Máy RTK, máy định vị GPS, GNSS, vngeonet, máy laser, thước đo, Yamayo, máy toàn đạc điện tử, máy toàn đạc robotic, máy toàn đạc tự động, Leica, Sokkia, Nikon, Trimple, Nikon, Spectra, Topcon, ống nhòm, máy bộ đàm, thước đo Yamayo, Máy toàn đạc điện tử, Máy toàn đạc Leica, Máy toàn đạc Sokkia, máy toàn đạc Nikon, Máy toàn đạc Geomax,	Máy toàn đạc Topcon, Máy toàn đạc Trimble, Máy thủy bình tự động, Máy thủy bình leica, Máy thủy bình sokkia, Máy thủy bình Nikon, Máy thủy bình Topcon, Máy thủy bình pentax, Máy thủy bình điện tử, Máy cân bằng laser, Máy kinh vĩ nikon, Máy kinh vĩ Topcon, Máy kinh vĩ sokkia, Máy kinh vĩ geomax, Máy cân bằng laser sabaru, Máy cân bằng laser sincon, Máy cân bằng laser fukuda, Máy cân bằng laser acuza, Máy đo khoảng cách laser leica, Máy đo khoảng cách laser sincon, Máy đo khoảng cách laser bosch, Máy định vị gps 2 tần, Máy định vị gps cầm tay, Máy đo sâu, Máy bộ đàm, Phụ kiện trắc địa, Máy định vị GPS RTK GNSS, Máy định vị GPS RTK Trimble, Máy định vị GPS RTK Sokkia, Máy định vị GPS RTK Sanding, Máy định vị GPS RTK CHC, Máy định vị GPS RTK Comnav, Máy định vị GPS RTK Efix, Máy định vị GPS RTK FOIF, Máy định vị GPS RTK Geomax, Máy định vị GPS RTK Topcon, Máy định vị GPS RTK Nikon, Máy định vị GPS RTK South, Máy định vị GPS RTK Ruide, Máy định vị GPS RTK Kolida, Máy định vị GPS RTK Leica, máy định vị điểm, đo đạc, khảo sát, bản đồ, RINEX, CORS, ',
	'meta_des' => 'Chuyên cung cấp máy định vị vệ tinh GNSS RTK, máy thủy bình, máy toàn đạc, máy laser, máy GPS cầm tay, UAV, ống nhòm (LEICA, TOPCON, NIKON, TRIMPLE, SOKKIA, DJI, PENTAX, GARMIN,...). Uy tín, chất lượng, giá tốt hàng đầu tại Việt Nam!',
	'created' => '2012-06-05',
	'modified' => '1769758152',
	'youtube' => 'http://youtube.com',
	'twitter' => 'https://twitter.com/',
	'myspace' => 'https://myspace.com/',
	'facebook' => 'https://www.facebook.com/thanhdatsurvey.jsc/',
	'email2' => 'duycuong7640',
	'skype' => 'hothihuyen.hn',
	'yahoo' => 'duycuong7640',
	'yahoo1' => 'duycuong7640',
	'content' => 'Thanks for your interest in Vn Discoverytours. For a fast response, please submit this basic Quick Enquiry form below by clicking &ldquo;Submit&rdquo;, and we&rsquo;ll get back to you by e-mail within 12 to 24 hours (in working days). For urgent booking, call us at +84 974 839 873',
	'video' => '<iframe width="1280" height="720" src="https://www.youtube.com/embed/mR4kOuAkEtY" title="YouTube video player" frameborder="0" allow="accelerometer; autoplay; clipboard-write; encrypted-media; gyroscope; picture-in-picture" allowfullscreen></iframe>',
	'slogan' => 'trung tâm sửa chữa và bảo hành máy giặt electrolux',
	'slogan_eng' => '',
	'printer' => '',
	'googleplus' => '',
	'bando' => '<p>
	<iframe allowfullscreen="" frameborder="0" height="410" src="https://www.google.com/maps/embed?pb=!1m18!1m12!1m3!1d1680.2372398112452!2d105.81212934716025!3d21.01437303922492!2m3!1f0!2f0!3f0!3m2!1i1024!2i768!4f13.1!3m3!1m2!1s0x3135ab63b645b665%3A0xa6797ac6008687bf!2zQ-G7rWEgSMOgbmcgVHLhuq9jIMSQ4buLYQ!5e0!3m2!1svi!2s!4v1449908805279" style="border:0" width="600"></iframe></p>
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	'gioithieu' => '<p style="text-align: center;">
	<img alt="" src="/admin/webroot/upload/image/images/gioithieu.png" /></p>
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	'thongtincongty' => 'Sửa máy lạnh tại nhà
Sửa máy lạnh tại HCM
Sửa tủ lạnh
Bơm ga máy lạnh ',
	'trogiupkh' => 'Tai nghe Iphone
Sua may tinh tai nha
Máy Ozone Z755',
	'dichvuft' => 'Sửa máy lạnh
Bảo dưỡng máy lạnh
Vệ sinh máy lạnh
Lắp đặt máy lạnh',
	'bb' => '',
	'zing' => '',
	'hotline2' => '0912 35 65 75',
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	'theh1' => 'thanhdatsurvey.JSC',
	'hanoi' => '<div>
	<strong>C&Ocirc;NG TY CỔ PHẦN THƯƠNG MẠI HMH VIỆT NAM</strong></div>
<div>
	<strong>Địa chỉ</strong> &nbsp;: Số 51 - Trần Duy Hưng, Trung H&ograve;a, Cầu Giấy, H&agrave; Nội</div>
<div>
	<strong>Điện thoại </strong>: (04) 3641.7498 - <strong>Fax</strong>: (04) 3543.0479</div>
<div>
	<strong>Email </strong>: info@ifes.vn</div>
',
	'tphcm' => '<div>
	<strong>C&Ocirc;NG TY CỔ PHẦN THƯƠNG MẠI HMH VIỆT NAM</strong></div>
<div>
	<strong>Địa chỉ</strong>&nbsp;&nbsp;: Số 51 - Trần Duy Hưng, Trung H&ograve;a, Cầu Giấy, H&agrave; Nội</div>
<div>
	<strong>Điện thoại&nbsp;</strong>: (04) 3641.7498 -&nbsp;<strong>Fax</strong>: (04) 3543.0479</div>
<div>
	<strong>Email&nbsp;</strong>: info@ifes.vn</div>
',
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	'bandohaiphong' => '<iframe frameborder="0" height="450" src="https://www.google.com/maps/embed?pb=!1m14!1m8!1m3!1d3724.958946511035!2d105.8172709!3d20.9942827!3m2!1i1024!2i768!4f13.1!3m3!1m2!1s0x3135ac91e206c757%3A0xf0f7a088bc4c72a2!2zMTg2IEtoxrDGoW5nIFRydW5nLCBUaGFuaCBYdcOibiwgSMOgIE7hu5lpLCBWaeG7h3QgTmFt!5e0!3m2!1svi!2s!4v1419913280809" style="border:0" width="600"></iframe>',
	'gt' => '<p style="text-align: justify;">
	<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">L&agrave; c&ocirc;ng ty chuy&ecirc;n nhập khẩu,&nbsp;cung cấp v&agrave; chuyển giao c&ocirc;ng nghệ c&aacute;c loại m&aacute;y đo đạc,&nbsp;trắc địa phục vụ khảo s&aacute;t thiết kế, x&acirc;y dựng v&agrave; đo vẽ bản đồ của c&aacute;c h&atilde;ng nổi tiếng tr&ecirc;n thế giới như: LEICA, TOPCON, NIKON, PENTAX, SOKKIA, GLUNZ, TRIMPLE, SPECTRA, GEOMAX, GARMIN..., ch&uacute;ng t&ocirc;i cam kết mang tới cho kh&aacute;ch h&agrave;ng những sản phẩm ch&iacute;nh h&atilde;ng chất lượng tốt nhất, gi&aacute; cả hợp l&yacute;, hỗ trợ tư vấn, chuyển giao c&ocirc;ng nghệ miễn ph&iacute;, dịch vụ chăm s&oacute;c kh&aacute;ch h&agrave;ng tận t&acirc;m 24/7!&nbsp; </span><br />
	<br />
	<span style="font-family: tahoma, geneva, sans-serif;">Với hơn 20 năm kinh nghiệm c&ugrave;ng</span>&nbsp;<span style="font-family: tahoma, geneva, sans-serif;">đội ngũ nh&acirc;n vi&ecirc;n, kỹ thuật vi&ecirc;n năng động, c&oacute; tr&igrave;nh độ cao ch&uacute;ng t&ocirc;i&nbsp;tự h&agrave;o v&agrave; tin tưởng Qu&yacute; kh&aacute;ch h&agrave;ng sẽ h&agrave;i l&ograve;ng khi sử dụng c&aacute;c sản phẩm v&agrave; dịch vụ do ch&uacute;ng t&ocirc;i cung cấp!</span></span><br />
	&nbsp;</p>
<div style="text-align: justify;">
	<span style="color:#ff9966;"><span style="font-family:comic sans ms,cursive;"><span style="font-size:14px;"><strong style="font-family: tahoma, geneva, sans-serif;">Hỗ trợ 24/7:</strong>&nbsp;<strong>0942 288 388/</strong></span><span style="font-size: 14px;"><strong>0949 322 456</strong>&nbsp;(Zalo)&nbsp;</span></span></span></div>
',
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			'name' => 'Hướng dẫn mua hàng',
			'code' => null,
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			'cat_id' => '4',
			'price' => '0',
			'type' => 'new',
			'shortdes' => '',
			'content' => '<p>
	<span style="color:#000000;"><b><span style="font-size: 10.5pt; line-height: 107%; font-family: Verdana, sans-serif;">Cảm ơn Qu&yacute; kh&aacute;ch đ&atilde; tin tưởng lựa chọn sản phẩm v&agrave; dịch vụ vủa ch&uacute;ng t&ocirc;i!</span></b><br />
	<span style="font-size: 10.5pt; line-height: 107%; font-family: Tahoma, sans-serif;"> </span></span><span style="font-size: 10.5pt; line-height: 107%; font-family: Tahoma, sans-serif;"><!--[if !supportLineBreakNewLine]--><!--[endif]--></span></p>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="line-height: 107%;"><!--[if !supportLineBreakNewLine]--><!--[endif]--></span></span></span>
<p>
	<br />
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="color:#000000;">Qu&yacute; kh&aacute;ch c&oacute; thể mua h&agrave;ng theo những c&aacute;ch sau:</span></span></span><br />
	&nbsp;</p>
<p>
	<span style="color: rgb(0, 0, 0); font-size: 14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>1. C&aacute;ch 1: </strong>Đặt h&agrave;ng trực tiếp tại mục ĐẶT H&Agrave;NG (Th&ecirc;m v&agrave;o giỏ h&agrave;ng) tr&ecirc;n website:&nbsp;</span></span><span style="font-size: 14px;"><span style="font-family:tahoma,geneva,sans-serif;"><a href="https://maytracdiasaoviet.vn/" target="_blank"><span style="color:#000000;">https://tracdiathanhdat.vn/</span></a></span></span><span style="color: rgb(0, 0, 0); font-size: 14px;"><span style="font-family:tahoma,geneva,sans-serif;">.</span></span></p>
<p>
	<br />
	<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Ngay&nbsp;sau khi tiếp nhận th&ocirc;ng tin đặt h&agrave;ng, nh&acirc;n vi&ecirc;n kinh doanh c&ocirc;ng ty sẽ gọi điện cho qu&yacute; kh&aacute;ch để x&aacute;c nhận đơn h&agrave;ng v&agrave; tiến h&agrave;nh giao h&agrave;ng cho qu&yacute; kh&aacute;ch ngay trong ng&agrave;y.</span></span></span></p>
<br />
<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>2. C&aacute;ch 2: </strong>Đặt h&agrave;ng trực tiếp qua số hotline của c&ocirc;ng ty&nbsp;<br />
<br />
&ndash; Tại trụ sở H&agrave; Nội:&nbsp;<strong>0913 051 734&nbsp;</strong></span></span></span><span style="color: rgb(0, 0, 0); font-family: tahoma, geneva, sans-serif; font-size: 14px;">(Zalo/Call)</span><br />
<br />
<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">&ndash; Tại VPGD Hồ Ch&iacute; Minh:<strong>&nbsp;0904 925 936&nbsp;</strong></span></span></span><span style="color: rgb(0, 0, 0); font-family: tahoma, geneva, sans-serif; font-size: 14px;">(Zalo/Call)</span><br />
<br />
<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>3. C&aacute;ch 3:&nbsp;</strong>Qu&yacute; kh&aacute;ch mua h&agrave;ng trực tiếp tại địa chỉ sau:<br />
<br />
<strong>C&Ocirc;NG TY CP C&Ocirc;NG NGHỆ V&Agrave; THƯƠNG MẠI TH&Agrave;NH ĐẠT</strong></span></span></span><br />
<div style="margin: 0px; padding: 0px; color: rgb(0, 0, 0); font-family: arial; font-size: 13px; text-align: justify;">
	<br style="margin: 0px; padding: 0px;" />
	<span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">- 145 L&aacute;ng Hạ, Đống Đa, H&agrave; Nội</span><br />
	<br />
	<span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">- 5/161 Nguyễn Tu&acirc;n, Thanh Xu&acirc;n, H&agrave; Nội</span></div>
<div style="margin: 0px; padding: 0px; color: rgb(0, 0, 0); font-family: arial; font-size: 13px; text-align: justify;">
	&nbsp;</div>
<div style="margin: 0px; padding: 0px; color: rgb(0, 0, 0); font-family: arial; font-size: 13px; text-align: justify;">
	<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="margin: 0px; padding: 0px;"><span style="margin: 0px; padding: 0px;">- 1/56 Nguyễn Th&aacute;i Sơn, Phường 3, Quận G&ograve; Vấp, Hồ Ch&iacute; Minh</span></span><br style="margin: 0px; padding: 0px;" />
	<br />
	Rất mong được hợp t&aacute;c với Qu&yacute; kh&aacute;ch h&agrave;ng tr&ecirc;n cả nước.<br />
	<br />
	Tr&acirc;n trọng!</span></span></span></div>
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			'cat_id' => '4',
			'price' => '0',
			'type' => 'new',
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			'content' => '<p style="margin: 0px 0px 1.3em; padding: 0px; text-align: justify; box-sizing: border-box; color: rgb(66, 66, 66); font-family: Roboto, sans-serif; font-size: 16px;">
	<span style="color:#000000;"><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif; font-size: 14px;"><b><span style="font-size: 10.5pt; line-height: 107%; font-family: Verdana, sans-serif;">Cảm ơn Qu&yacute; kh&aacute;ch đ&atilde; tin tưởng lựa chọn sản phẩm v&agrave; dịch vụ vủa ch&uacute;ng t&ocirc;i!</span></b><br />
	<br />
	<span style="font-size: 10.5pt; line-height: 107%; font-family: Tahoma, sans-serif;"> <!--[if !supportLineBreakNewLine]--><!--[endif]--></span>&nbsp;</span><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif; font-size: 14px;">Ch&uacute;ng t&ocirc;i c</span><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">hấp nhận c&aacute;c h&igrave;nh thức thanh to&aacute;n bằng tiền mặt, chuyển khoản theo đ&uacute;ng quy định ph&aacute;p luật.&nbsp;</span></span></p>
<p style="margin: 0px 0px 1.3em; padding: 0px; box-sizing: border-box; color: rgb(66, 66, 66); font-family: Roboto, sans-serif; font-size: 16px;">
	<img alt="" src="/admin/webroot/upload/image/images/Thiết kế chưa có tên (22).png" style="width: 320px; height: 183px;" /></p>
<p style="margin: 0px 0px 1.3em; padding: 0px; text-align: justify; box-sizing: border-box; color: rgb(66, 66, 66); font-family: Roboto, sans-serif; font-size: 16px;">
	<span style="color:#000000;"><span style="margin: 0px; padding: 0px; font-size: 14px;"><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;">Qu&yacute; kh&aacute;ch c&oacute; thể chọn c&aacute;c phương thức thanh to&aacute;n sau đ&acirc;y:</span></span><br />
	<br />
	<strong><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">I. Thanh to&aacute;n trực tiếp tại cửa h&agrave;ng<br />
	<br />
	II. Thanh to&aacute;n qua h&igrave;nh thức chuyển khoản</span></strong><br />
	<br />
	<span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">Th&ocirc;ng tin t&agrave;i khoản:</span></span></p>
<p style="margin: 0px 0px 1.3em; padding: 0px; box-sizing: border-box; color: rgb(66, 66, 66); font-family: Roboto, sans-serif; font-size: 16px;">
	<strong style="color: rgb(0, 0, 0); margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif; font-size: 14px; text-align: justify;"><em>Chủ t&agrave;i khoản</em>: C&Ocirc;NG TY CP C&Ocirc;NG NGHỆ V&Agrave; THƯƠNG MẠI TH&Agrave;NH ĐẠT</strong></p>
<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><em style="margin: 0px; padding: 0px;"><strong>Số t&agrave;i khoản</strong></em><em style="margin: 0px; padding: 0px;">: <strong>0611001648635</strong> tại Ng&acirc;n h&agrave;ng TMCP Ngoại thương Việt Nam, chi nh&aacute;nh Ba Đ&igrave;nh<br />
<br />
<strong>Nội dung chuyển khoản</strong>: T&ecirc;n c&ocirc;ng ty - Th&ocirc;ng tin sản phẩm đ&atilde; mua &ndash; Số điện thoại người chuyển tiền</em></span></span></span><br />
<br />
<p style="margin: 0px 0px 1.3em; padding: 0px; text-align: justify; box-sizing: border-box; color: rgb(66, 66, 66); font-family: Roboto, sans-serif; font-size: 16px;">
	<span style="color:#000000;"><span style="margin: 0px; padding: 0px; font-size: 14px;"><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;">Sau khi chuyển khoản h&atilde;y th&ocirc;ng b&aacute;o lại cho ch&uacute;ng t&ocirc;i để ch&uacute;ng t&ocirc;i kiểm tra v&agrave; x&aacute;c nhận lại cho Qu&yacute; kh&aacute;ch.</span></span><br />
	<br />
	<strong><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">III. Thanh to&aacute;n khi nh&acirc;n vi&ecirc;n đến giao nhận h&agrave;ng</span></strong></span></p>
<p style="margin: 0px 0px 1.3em; padding: 0px; text-align: justify; box-sizing: border-box; color: rgb(66, 66, 66);">
	<span style="color:#000000;"><font face="tahoma, geneva, sans-serif"><span style="font-size: 14px;">Qu&yacute; kh&aacute;ch h&agrave;ng thanh to&aacute;n trực tiếp bằng tiền mặt cho nh&acirc;n vi&ecirc;n giao h&agrave;ng của ch&uacute;ng t&ocirc;i ngay khi kiểm tra v&agrave; nhận h&agrave;ng.<br />
	<br />
	Mọi phản hồi v&agrave; thắc mắc về việc thanh to&aacute;n, Qu&yacute; kh&aacute;ch li&ecirc;n hệ <strong>0942 288 388</strong>&nbsp;để được tư vấn.</span></font><br />
	<br />
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tr&acirc;n trọng!</span></span></span></p>
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			'title_seo' => 'Trắc địa Thành Đạt - nơi cung cấp các loại máy móc ngành đo đạc',
			'meta_key' => 'Máy toàn đạc, máy thủy chuẩn, máy kinh vĩ, máy laser, máy GPS, máy RTK,...',
			'meta_des' => 'Trắc địa Thành Đạt chuyên cung cấp các máy toàn đạc, máy GNSS RTK, máy thủy bình, UAV, máy kinh vĩ, phụ kiện trắc địathiết bị máy trắc địa chất lượng cao, giá tốt nhất, hỗ trợ tư vấn 24/7, chuyển giao công nghệ tận chân công trình!',
			'created' => '2015-12-02',
			'modified' => '2025-10-29',
			'slug' => 'chinh-sach-ban-hang-1',
			'cate' => '4',
			'link' => 'dich-vu',
			'name_eng' => 'Sales Policy',
			'name_tq' => '',
			'type' => 'new',
			'hot' => '0',
			'content' => '',
			'display' => '0',
			'content_eng' => null
		)
	),
	(int) 2 => array(
		'Post' => array(
			'id' => '587',
			'name' => 'Chính sách vận chuyển',
			'code' => null,
			'alias' => 'chinh-sach-van-chuyen',
			'cat_id' => '4',
			'price' => '0',
			'type' => 'new',
			'shortdes' => '',
			'content' => '<div>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong><span style="font-family:verdana,geneva,sans-serif;">Cảm ơn Qu&yacute; kh&aacute;ch đ&atilde; tin tưởng lựa chọn sản phẩm v&agrave; dịch vụ vủa ch&uacute;ng t&ocirc;i!</span></strong><br />
	<br />
	Ch&uacute;ng t&ocirc;i hỗ trợ giao h&agrave;ng to&agrave;n quốc cho Qu&yacute; kh&aacute;ch mua h&agrave;ng tại hệ thống cửa h&agrave;ng của ch&uacute;ng t&ocirc;i.</span></span><br />
	&nbsp;</div>
<div>
	<p style="margin: 0in 0in 7.5pt; padding: 0px; color: rgb(51, 51, 51); font-family: arial; font-size: 13px; text-align: justify; background-image: initial; background-position: initial; background-size: initial; background-repeat: initial; background-attachment: initial; background-origin: initial; background-clip: initial;">
		<span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;"><span style="margin: 0px; padding: 0px; font-size: 14px;">Sau khi nhận được th&ocirc;ng tin đặt h&agrave;ng ch&uacute;ng t&ocirc;i sẽ lập tức xử l&yacute; đơn h&agrave;ng v&agrave; phản hồi lại th&ocirc;ng tin cho kh&aacute;ch h&agrave;ng về việc thanh to&aacute;n v&agrave; giao nhận.<br />
		<br />
		<strong>&gt; Thời gian giao h&agrave;ng&nbsp;</strong><br />
		<br />
		- Trong v&ograve;ng 24 giờ&nbsp;nếu địa điểm giao h&agrave;ng&nbsp;<b style="color: rgb(74, 74, 74); box-sizing: border-box;">&le; 20 km</b>&nbsp;t&iacute;nh từ cửa h&agrave;ng của ch&uacute;ng t&ocirc;i.</span></span></p>
	<p style="margin-top: 0in; background-image: initial; background-position: initial; background-size: initial; background-repeat: initial; background-attachment: initial; background-origin: initial; background-clip: initial; box-sizing: border-box; margin-bottom: 1rem;">
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">-&nbsp;Trong v&ograve;ng 1-2 ng&agrave;y&nbsp;nếu địa điểm giao h&agrave;ng nằm trong phạm vi&nbsp;<b style="box-sizing: border-box">50 - 100 km</b>&nbsp;</span></span><span style="font-family: Arial, sans-serif;"><o:p></o:p></span><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">t&iacute;nh từ cửa h&agrave;ng của ch&uacute;ng t&ocirc;i.<br />
		<br />
		-&nbsp;Trong v&ograve;ng 3-5 ng&agrave;y</span></span><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">&nbsp;nếu địa điểm giao h&agrave;ng từ <strong>20</strong></span><b style="font-family: tahoma, geneva, sans-serif; font-size: 14px; box-sizing: border-box;">0 km</b><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">&nbsp;trở l&ecirc;n&nbsp;</span><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">t&iacute;nh từ cửa h&agrave;ng của ch&uacute;ng t&ocirc;i.</span></p>
	<p style="margin-top: 0in; background-image: initial; background-position: initial; background-size: initial; background-repeat: initial; background-attachment: initial; background-origin: initial; background-clip: initial; box-sizing: border-box; margin-bottom: 1rem;">
		<span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">Trước khi vận chuyển, bộ phận giao nhận sẽ li&ecirc;n lạc với Qu&yacute; kh&aacute;ch h&agrave;ng để x&aacute;c nhận khoảng thời gian v&agrave; địa điểm giao h&agrave;ng cụ thể.</span></p>
	<p style="margin-top: 0in; background-image: initial; background-position: initial; background-size: initial; background-repeat: initial; background-attachment: initial; background-origin: initial; background-clip: initial; box-sizing: border-box; margin-bottom: 1rem;">
		<strong style="font-family: tahoma, geneva, sans-serif; font-size: 14px; text-align: justify;">&gt; Ph&iacute; vận chuyển</strong><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px; text-align: justify;"> sẽ được t&iacute;nh theo từng gi&aacute; trị đơn h&agrave;ng v&agrave; được thoả thuận giữa hai b&ecirc;n ngay trước khi giao h&agrave;ng.&nbsp;</span></p>
	<p style="margin: 0in 0in 7.5pt; padding: 0px; color: rgb(51, 51, 51); font-family: arial; font-size: 13px; text-align: justify; background-image: initial; background-position: initial; background-size: initial; background-repeat: initial; background-attachment: initial; background-origin: initial; background-clip: initial;">
		<span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;"><span style="margin: 0px; padding: 0px; font-size: 14px;"><span style="margin: 0px; padding: 0px;">Mọi thắc mắc li&ecirc;n quan đến việc giao h&agrave;ng, Qu&yacute; kh&aacute;ch h&agrave;ng li&ecirc;n hệ số điện thoại&nbsp;<strong>0942 288 388</strong>&nbsp;để được giải đ&aacute;p v&agrave; giải quyết kịp thời.<br />
		<br />
		Tr&acirc;n trọng!</span></span></span></p>
</div>
',
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			'hot' => '1',
			'saleoff' => null,
			'title_seo' => 'Trắc địa Thành Đạt',
			'meta_key' => 'Chuyên cung cấp máy định vị vệ tinh GPS RTK, máy thủy bình, máy toàn đạc điện tử, UAV, ống nhòm, máy định vị GPS cầm tay, ... chính hãng, uy tín, giá tốt hàng đầu tại Việt Nam! Hotline: 0913051734!',
			'meta_des' => 'Chuyên cung cấp máy định vị vệ tinh GPS RTK, máy thủy bình, máy toàn đạc điện tử, UAV, ống nhòm, máy định vị GPS cầm tay, ... chính hãng, uy tín, giá tốt hàng đầu tại Việt Nam! Hotline: 0913051734!',
			'created' => '2021-04-07',
			'modified' => '2026-02-01',
			'status' => '1',
			'view' => '3322',
			'slug' => 'chinh-sach-van-chuyen',
			'name_eng' => '',
			'shortdes_eng' => '',
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			'namdi' => null,
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			'thoigiandi_eng' => null,
			'videoyou' => null,
			'nt' => null,
			'duration' => null,
			'duration_eng' => null,
			'twodaypro' => null,
			'twodaypro_eng' => null,
			'threedaypro' => null,
			'threedaypro_eng' => null,
			'photo' => null,
			'lft' => '141',
			'rght' => '142',
			'vat' => null,
			'hangsx' => null,
			'baohanh' => null,
			'tinhtrang' => '1',
			'tailieu' => null,
			'tag' => null
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		'Catproduct' => array(
			'id' => '4',
			'name' => 'Chính sách bán hàng',
			'parent_id' => null,
			'alias' => 'chinh-sach-ban-hang',
			'images' => '',
			'lft' => '47',
			'rght' => '48',
			'pos' => '3',
			'status' => '0',
			'title_seo' => 'Trắc địa Thành Đạt - nơi cung cấp các loại máy móc ngành đo đạc',
			'meta_key' => 'Máy toàn đạc, máy thủy chuẩn, máy kinh vĩ, máy laser, máy GPS, máy RTK,...',
			'meta_des' => 'Trắc địa Thành Đạt chuyên cung cấp các máy toàn đạc, máy GNSS RTK, máy thủy bình, UAV, máy kinh vĩ, phụ kiện trắc địathiết bị máy trắc địa chất lượng cao, giá tốt nhất, hỗ trợ tư vấn 24/7, chuyển giao công nghệ tận chân công trình!',
			'created' => '2015-12-02',
			'modified' => '2025-10-29',
			'slug' => 'chinh-sach-ban-hang-1',
			'cate' => '4',
			'link' => 'dich-vu',
			'name_eng' => 'Sales Policy',
			'name_tq' => '',
			'type' => 'new',
			'hot' => '0',
			'content' => '',
			'display' => '0',
			'content_eng' => null
		)
	),
	(int) 3 => array(
		'Post' => array(
			'id' => '585',
			'name' => 'Chính sách đổi trả',
			'code' => null,
			'alias' => 'chinh-sach-doi-tra',
			'cat_id' => '4',
			'price' => '0',
			'type' => 'new',
			'shortdes' => '',
			'content' => '<span style="color:#000000;"><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px; text-align: justify;">Ch&uacute;ng t&ocirc;i hỗ trợ đổi trả sản phẩm trong v&ograve;ng 07 ng&agrave;y nếu lỗi ph&aacute;t sinh do nh&agrave; sản xuất.<br />
<br />
Trong thời gian đổi trả, C&ocirc;ng ty CP C&ocirc;ng nghệ v&agrave; Thương mại Th&agrave;nh Đạt&nbsp; sẽ hỗ trợ cung cấp m&aacute;y m&oacute;c thay thế kịp thời để c&ocirc;ng việc khảo s&aacute;t, đo đạc của Qu&yacute; kh&aacute;ch kh&ocirc;ng bị gi&aacute;n đoạn. Chi ph&iacute; vận chuyển cho việc đổi trả do hai b&ecirc;n tự thoả thuận.</span><br style="margin: 0px; padding: 0px; color: rgb(66, 66, 66); font-family: tahoma, geneva, sans-serif; font-size: 14px; text-align: justify;" />
<br />
<strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">&gt; Điều kiện&nbsp;đổi trả:&nbsp;</span></span></strong></span><br />
<ul>
	<li style="box-sizing: border-box;">
		<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Sản phẩm phải c&ograve;n nguy&ecirc;n tem m&aacute;c.</span></span></span></li>
	<li style="box-sizing: border-box;">
		<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Sản phẩm&nbsp;bị lỗi do nh&agrave; sản xuất.</span></span></span></li>
	<li style="box-sizing: border-box;">
		<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Sản phẩm kh&ocirc;ng đ&uacute;ng như đơn đặt h&agrave;ng.</span></span></span></li>
	<li style="box-sizing: border-box;">
		<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Số lần đổi trả cho 1 sản phẩm l&agrave; 1 lần</span></span></span></li>
</ul>
<br />
<div style="text-align: start;">
	<span style="color:#000000;"><strong><span style="text-align: justify;"><font face="tahoma, geneva, sans-serif"><span style="font-size: 14px;">&gt;&nbsp;</span></font><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">Việc đổi trả sẽ kh&ocirc;ng được chấp nhận nếu:</span>&nbsp;<span style="font-size: 14px; font-family: tahoma, geneva, sans-serif;">&nbsp;</span></span></strong></span></div>
<ul>
	<li>
		<span style="color:#000000;"><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px; text-align: justify;">Trong qu&aacute; tr&igrave;nh sử dụng sản phẩm Qu&yacute; kh&aacute;ch kh&ocirc;ng tu&acirc;n thủ c&aacute;c chỉ dẫn của Nh&agrave; sản xuất.</span></span></li>
	<li>
		<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="text-align: justify;">S</span>ản phẩm bị trầy xước, kh&ocirc;ng nguy&ecirc;n vẹn</span></span></span></li>
</ul>
<br />
<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Ngo&agrave;i ra, ch&uacute;ng t&ocirc;i cũng hỗ trợ đổi trả sản phẩm v&igrave; l&yacute; do chủ quan của Qu&yacute; kh&aacute;ch h&agrave;ng ( muốn đổi sang sản phẩm c&ugrave;ng chủng loại nhưng kh&aacute;c về m&agrave;u sắc, h&atilde;ng sản xuất hay th&ocirc;ng số kỹ thuật). Chi ph&iacute; cho việc đổi trả n&agrave;y do Qu&yacute; kh&aacute;ch h&agrave;ng chịu.</span></span><br />
<br />
<span style="margin: 0px; padding: 0px; font-family: arial; text-align: justify; font-size: 14px;"><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;"><strong style="margin: 0px; padding: 0px;"><img alt="" src="https://tracdiathanhdat.vn/admin/webroot/upload/image/images/lien-he.jpg" style="margin: 0px; padding: 8px 0px; height: 36px; max-width: 100%; vertical-align: middle; border: 0px; opacity: 1; font-size: 13px; width: 38px;" /><span style="margin: 0px; padding: 0px; font-size: 13px;">&nbsp;</span></strong></span></span><span style="margin: 0px; padding: 0px; font-family: arial; text-align: justify; font-size: 14px;"><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;"><strong style="margin: 0px; padding: 0px;">&nbsp;</strong></span></span><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px; text-align: justify;">Li&ecirc;n hệ hotline <strong>0913 051 734</strong> để được tư vấn đổi trả theo đ&uacute;ng qui định.</span></span>',
			'images' => '202104071223177d9b7f6e319f9fa90078c7c61ed9bd19.jpg',
			'images_multi' => '',
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			'hot' => '1',
			'saleoff' => null,
			'title_seo' => 'Trắc địa Thành Đạt',
			'meta_key' => 'Chuyên cung cấp máy định vị vệ tinh GPS RTK, máy thủy bình, máy toàn đạc điện tử, UAV, ống nhòm, máy định vị GPS cầm tay, ... chính hãng, uy tín, giá tốt hàng đầu tại Việt Nam! Hotline: 0913051734!',
			'meta_des' => 'Chuyên cung cấp máy định vị vệ tinh GPS RTK, máy thủy bình, máy toàn đạc điện tử, UAV, ống nhòm, máy định vị GPS cầm tay, ... chính hãng, uy tín, giá tốt hàng đầu tại Việt Nam! Hotline: 0913051734!',
			'created' => '2021-04-07',
			'modified' => '2026-02-02',
			'status' => '1',
			'view' => '3317',
			'slug' => 'chinh-sach-doi-tra',
			'name_eng' => '',
			'shortdes_eng' => '',
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			'threedaypro_eng' => null,
			'photo' => null,
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			'rght' => '138',
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			'name' => 'Chính sách bán hàng',
			'parent_id' => null,
			'alias' => 'chinh-sach-ban-hang',
			'images' => '',
			'lft' => '47',
			'rght' => '48',
			'pos' => '3',
			'status' => '0',
			'title_seo' => 'Trắc địa Thành Đạt - nơi cung cấp các loại máy móc ngành đo đạc',
			'meta_key' => 'Máy toàn đạc, máy thủy chuẩn, máy kinh vĩ, máy laser, máy GPS, máy RTK,...',
			'meta_des' => 'Trắc địa Thành Đạt chuyên cung cấp các máy toàn đạc, máy GNSS RTK, máy thủy bình, UAV, máy kinh vĩ, phụ kiện trắc địathiết bị máy trắc địa chất lượng cao, giá tốt nhất, hỗ trợ tư vấn 24/7, chuyển giao công nghệ tận chân công trình!',
			'created' => '2015-12-02',
			'modified' => '2025-10-29',
			'slug' => 'chinh-sach-ban-hang-1',
			'cate' => '4',
			'link' => 'dich-vu',
			'name_eng' => 'Sales Policy',
			'name_tq' => '',
			'type' => 'new',
			'hot' => '0',
			'content' => '',
			'display' => '0',
			'content_eng' => null
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	),
	(int) 4 => array(
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			'id' => '583',
			'name' => 'Chính sách bảo hành',
			'code' => null,
			'alias' => 'chinh-sach-bao-hanh',
			'cat_id' => '4',
			'price' => '0',
			'type' => 'new',
			'shortdes' => '',
			'content' => '<div>
	<span style="font-family:tahoma,geneva,sans-serif;"><span style="font-size:14px;"><span style="color: rgb(66, 66, 66); text-align: justify;">Tất cả c&aacute;c sản phẩm mua tại hệ thống cửa h&agrave;ng của ch&uacute;ng t&ocirc;i đều được bảo h&agrave;nh ch&iacute;nh h&atilde;ng theo quy định của nh&agrave; sản xuất.&nbsp;</span><br style="margin: 0px; padding: 0px; color: rgb(66, 66, 66); font-family: tahoma, geneva, sans-serif; font-size: 14px; text-align: justify;" />
	<br style="margin: 0px; padding: 0px; color: rgb(66, 66, 66); font-family: tahoma, geneva, sans-serif; font-size: 14px; text-align: justify;" />
	<span style="color: rgb(66, 66, 66); text-align: justify;">Ch&uacute;ng t&ocirc;i hỗ trợ kỹ thuật 24/7 qua số hotline <strong>0913 051 734</strong> trong suốt qu&aacute; tr&igrave;nh Qu&yacute; kh&aacute;ch sử dụng sản phẩm.</span></span></span></div>
<div>
	<br />
	<strong><span style="font-family:tahoma,geneva,sans-serif;"><span style="font-size:14px;">1. Sản phẩm được bảo h&agrave;nh miễn ph&iacute;:&nbsp;</span></span></strong><br />
	<br />
	<ul>
		<li>
			<span style="font-family:tahoma,geneva,sans-serif;"><span style="font-size:14px;">Sản phẩm sẽ được bảo h&agrave;nh miễn ph&iacute; nếu sản phẩm đ&oacute; c&ograve;n thời hạn bảo h&agrave;nh (được t&iacute;nh kể từ ng&agrave;y mua h&agrave;ng).</span></span></li>
		<li>
			<span style="font-family:tahoma,geneva,sans-serif;"><span style="font-size:14px;">Thời hạn bảo h&agrave;nh được ghi tr&ecirc;n Tem Bảo H&agrave;nh v&agrave; theo quy định của từng Nh&agrave; sản xuất đối với tất cả c&aacute;c sự cố về mặt kỹ thuật.</span></span></li>
		<li>
			<span style="font-family:tahoma,geneva,sans-serif;"><span style="font-size:14px;">C&oacute; Tem bảo h&agrave;nh tr&ecirc;n sản phẩm.</span></span></li>
		<li>
			<span style="font-family:tahoma,geneva,sans-serif;"><span style="font-size:14px;">Khi sản phẩm c&oacute; sự cố kĩ thuật ch&uacute;ng t&ocirc;i sẽ trực tiếp khắc phục sự cố tại cửa h&agrave;ng&nbsp;hoặc thay mặt kh&aacute;ch h&agrave;ng&nbsp;mang sản phẩm tới Trung T&acirc;m Bảo H&agrave;nh của h&atilde;ng.</span></span></li>
	</ul>
	<br />
	<strong><span style="font-family:tahoma,geneva,sans-serif;"><span style="font-size:14px;">2. Những trường hợp kh&ocirc;ng được bảo h&agrave;nh (sửa chữa c&oacute; t&iacute;nh ph&iacute;):&nbsp;</span></span></strong><br />
	<br />
	<ul>
		<li>
			<span style="font-family:tahoma,geneva,sans-serif;"><span style="font-size:14px;">Sản phẩm đ&atilde; qu&aacute; thời hạn bảo h&agrave;nh hoặc kh&ocirc;ng c&oacute; Tem bảo h&agrave;nh tr&ecirc;n m&aacute;y.</span></span></li>
		<li>
			<span style="font-family:tahoma,geneva,sans-serif;"><span style="font-size:14px;">Sản phẩm bị hư hỏng do t&aacute;c động cơ học l&agrave;m rơi, vỡ, va đập, trầy xước, m&oacute;p m&eacute;o, ẩm ướt, hoen rỉ, chảy nước hoặc do hỏa hoạn, thi&ecirc;n tai g&acirc;y n&ecirc;n.</span></span></li>
		<li>
			<span style="font-family:tahoma,geneva,sans-serif;"><span style="font-size:14px;">Sản phẩm bị hỏng do sử dụng kh&ocirc;ng đ&uacute;ng c&aacute;ch, sử dụng sai điện &aacute;p quy định.</span></span></li>
		<li>
			<span style="font-family:tahoma,geneva,sans-serif;"><span style="font-size:14px;">Tự &yacute; th&aacute;o dỡ, sửa chữa sản phẩm</span></span></li>
	</ul>
	<br />
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tr&acirc;n trọng!</span></span><br />
	<span style="font-family:tahoma,geneva,sans-serif;"><span style="font-size:14px;">&nbsp;</span></span></div>
',
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			'title_seo' => 'Trắc địa Thành Đạt',
			'meta_key' => 'Chuyên cung cấp máy định vị vệ tinh GPS RTK, máy thủy bình, máy toàn đạc điện tử, UAV, ống nhòm, máy định vị GPS cầm tay, ... chính hãng, uy tín, giá tốt hàng đầu tại Việt Nam! Hotline: 0913051734!',
			'meta_des' => 'Chuyên cung cấp máy định vị vệ tinh GPS RTK, máy thủy bình, máy toàn đạc điện tử, UAV, ống nhòm, máy định vị GPS cầm tay, ... chính hãng, uy tín, giá tốt hàng đầu tại Việt Nam! Hotline: 0913051734!',
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			'thoigiandi_eng' => null,
			'videoyou' => null,
			'nt' => null,
			'duration' => null,
			'duration_eng' => null,
			'twodaypro' => null,
			'twodaypro_eng' => null,
			'threedaypro' => null,
			'threedaypro_eng' => null,
			'photo' => null,
			'lft' => '133',
			'rght' => '134',
			'vat' => null,
			'hangsx' => null,
			'baohanh' => null,
			'tinhtrang' => '1',
			'tailieu' => null,
			'tag' => null
		),
		'Catproduct' => array(
			'id' => '4',
			'name' => 'Chính sách bán hàng',
			'parent_id' => null,
			'alias' => 'chinh-sach-ban-hang',
			'images' => '',
			'lft' => '47',
			'rght' => '48',
			'pos' => '3',
			'status' => '0',
			'title_seo' => 'Trắc địa Thành Đạt - nơi cung cấp các loại máy móc ngành đo đạc',
			'meta_key' => 'Máy toàn đạc, máy thủy chuẩn, máy kinh vĩ, máy laser, máy GPS, máy RTK,...',
			'meta_des' => 'Trắc địa Thành Đạt chuyên cung cấp các máy toàn đạc, máy GNSS RTK, máy thủy bình, UAV, máy kinh vĩ, phụ kiện trắc địathiết bị máy trắc địa chất lượng cao, giá tốt nhất, hỗ trợ tư vấn 24/7, chuyển giao công nghệ tận chân công trình!',
			'created' => '2015-12-02',
			'modified' => '2025-10-29',
			'slug' => 'chinh-sach-ban-hang-1',
			'cate' => '4',
			'link' => 'dich-vu',
			'name_eng' => 'Sales Policy',
			'name_tq' => '',
			'type' => 'new',
			'hot' => '0',
			'content' => '',
			'display' => '0',
			'content_eng' => null
		)
	),
	(int) 5 => array(
		'Post' => array(
			'id' => '584',
			'name' => 'Chính sách bảo mật thông tin',
			'code' => null,
			'alias' => 'chinh-sach-bao-mat-thong-tin',
			'cat_id' => '4',
			'price' => '0',
			'type' => 'new',
			'shortdes' => '',
			'content' => '<div>
	<h2 style="text-align: justify;">
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); text-align: justify;"><span style="margin: 0px; padding: 0px;">1. Mục đ&iacute;ch thu nhập th&ocirc;ng tin c&aacute; nh&acirc;n</span></span></span></span></h2>
	<p style="text-align: justify;">
		<br />
		<span style="font-family: tahoma, geneva, sans-serif; font-size: 14px; color: rgb(51, 51, 51);">Th&ocirc;ng tin c&aacute; nh&acirc;n m&agrave; ch&uacute;ng t&ocirc;i thu thập bao gồm: họ t&ecirc;n, địa chỉ giao h&agrave;ng, địa chỉ email, số điện thoại cố định, số điện thoại di động, cookies.</span></p>
	<ul style="margin: 0px; padding: 0px 0px 0px 15px; color: rgb(51, 51, 51); font-family: arial; font-size: 13px; text-align: justify;">
		<li style="margin: 0px; padding: 0px; line-height: 20px;">
			<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="margin: 0px; padding: 0px;"><span style="margin: 0px; padding: 0px;">Đối với c&aacute;c giao dịch thanh to&aacute;n qua cổng thanh to&aacute;n trực tuyến, Ch&uacute;ng t&ocirc;i kh&ocirc;ng lưu trữ th&ocirc;ng tin số t&agrave;i khoản, số thẻ ng&acirc;n h&agrave;ng của kh&aacute;ch h&agrave;ng, những th&ocirc;ng tin n&agrave;y sẽ được cổng thanh to&aacute;n lưu trữ để phục vụ việc đối so&aacute;t giao dịch.</span></span></span></span></li>
		<li style="margin: 0px; padding: 0px; line-height: 20px;">
			<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="margin: 0px; padding: 0px;"><span style="margin: 0px; padding: 0px;">Th&ocirc;ng tin c&aacute; nh&acirc;n kh&aacute;ch h&agrave;ng sẽ được sử dụng cho một hoặc tất cả c&aacute;c mục đ&iacute;ch sau đ&acirc;y:</span></span></span></span>
			<ul style="margin: 0px; padding: 0px 0px 0px 15px;">
				<li style="margin: 0px; padding: 0px; line-height: 20px;">
					<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="margin: 0px; padding: 0px;"><span style="margin: 0px; padding: 0px;">Giao h&agrave;ng cho qu&yacute; kh&aacute;ch đ&atilde; mua h&agrave;ng</span></span></span></span></li>
				<li style="margin: 0px; padding: 0px; line-height: 20px;">
					<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="margin: 0px; padding: 0px;"><span style="margin: 0px; padding: 0px;">Th&ocirc;ng b&aacute;o về việc giao h&agrave;ng v&agrave; hỗ trợ kh&aacute;ch h&agrave;ng</span></span></span></span></li>
				<li style="margin: 0px; padding: 0px; line-height: 20px;">
					<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="margin: 0px; padding: 0px;"><span style="margin: 0px; padding: 0px;">Cung cấp th&ocirc;ng tin li&ecirc;n quan đến sản phẩm</span></span></span></span></li>
			</ul>
		</li>
		<li style="margin: 0px; padding: 0px; line-height: 20px;">
			<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="margin: 0px; padding: 0px;"><span style="margin: 0px; padding: 0px;">Ngo&agrave;i ra, ch&uacute;ng t&ocirc;i sẽ sử dụng th&ocirc;ng tin của qu&yacute; kh&aacute;ch cung cấp để hỗ trợ quản l&yacute; t&agrave;i khoản kh&aacute;ch h&agrave;ng (nếu c&oacute;); x&aacute;c nhận v&agrave; thực hiện c&aacute;c giao dịch t&agrave;i ch&iacute;nh li&ecirc;n quan đến c&aacute;c khoản thanh to&aacute;n trực tuyến của qu&yacute; kh&aacute;ch;</span></span></span></span></li>
		<li style="margin: 0px; padding: 0px; line-height: 20px;">
			<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="margin: 0px; padding: 0px;"><span style="margin: 0px; padding: 0px;">Ch&uacute;ng t&ocirc;i kh&ocirc;ng được ph&eacute;p thu nhập th&ocirc;ng tin nếu kh&aacute;ch h&agrave;ng kh&ocirc;ng tự nguyện, cũng kh&ocirc;ng sử dụng phương thức thu thập th&ocirc;ng tin kh&aacute;ch h&agrave;ng bằng c&aacute;c h&igrave;nh thức bất hợp ph&aacute;p.</span></span></span></span></li>
	</ul>
	<p style="text-align: justify;">
		&nbsp;</p>
	<h2 style="text-align: justify;">
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); text-align: justify;"><span style="margin: 0px; padding: 0px;">2. Phạm vi sử dụng th&ocirc;ng tin</span></span></span></span></h2>
	<br />
	<ul style="margin: 0px; padding: 0px 0px 0px 15px; color: rgb(51, 51, 51); font-family: arial; font-size: 13px; text-align: justify;">
		<li style="margin: 0px; padding: 0px; line-height: 20px;">
			<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="margin: 0px; padding: 0px;"><span style="margin: 0px; padding: 0px;">Th&ocirc;ng tin c&aacute; nh&acirc;n thu thập được sẽ chỉ được sử dụng trong nội bộ c&ocirc;ng ty.</span></span></span></span></li>
		<li style="margin: 0px; padding: 0px; line-height: 20px;">
			<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="margin: 0px; padding: 0px;"><span style="margin: 0px; padding: 0px;">Ch&uacute;ng t&ocirc;i c&oacute; thể chia sẻ t&ecirc;n v&agrave; địa chỉ của qu&yacute; kh&aacute;ch cho dịch vụ chuyển ph&aacute;t nhanh c&oacute; uy t&iacute;n để giao h&agrave;ng cho qu&yacute; kh&aacute;ch theo cam kết.</span></span></span></span></li>
	</ul>
	<p style="text-align: justify;">
		&nbsp;</p>
	<h2 style="text-align: justify;">
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); text-align: justify;"><span style="margin: 0px; padding: 0px;">3. Thời gian lưu trữ th&ocirc;ng tin</span></span></span></span></h2>
	<p style="text-align: justify;">
		<br />
		<span style="font-family: tahoma, geneva, sans-serif; font-size: 14px; color: rgb(51, 51, 51); text-align: justify;">Th&ocirc;ng tin kh&aacute;ch h&agrave;ng được lưu trữ nội bộ cho đến khi c&oacute; y&ecirc;u cầu x&oacute;a th&ocirc;ng tin từ ph&iacute;a kh&aacute;ch h&agrave;ng.</span></p>
	<div style="margin: 0px; padding: 0px; line-height: 20px;">
		<div>
			<div style="text-align: justify;">
				&nbsp;</div>
			<h2 style="text-align: justify;">
				<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">4. Những người hoặc tổ chức c&oacute; thể được tiếp cận với th&ocirc;ng tin&nbsp;</span></span></h2>
			<br />
			<div style="text-align: justify;">
				<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đối tượng được tiếp cận với th&ocirc;ng tin c&aacute; nh&acirc;n của kh&aacute;ch h&agrave;ng thuộc một trong những trường hợp sau:</span></span><br />
				&nbsp;</div>
			<div style="text-align: justify;">
				<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">- Nh&acirc;n vi&ecirc;n của C&ocirc;ng ty Cổ phần C&ocirc;ng nghệ v&agrave; thương mại Th&agrave;nh Đạt</span></span></div>
			<div style="text-align: justify;">
				<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">- C&aacute;c đối t&aacute;c c&oacute; k&yacute; hợp đồng thực hiện 1 phần dịch vụ của C&ocirc;ng ty. C&aacute;c đối t&aacute;c n&agrave;y sẽ nhận được những th&ocirc;ng tin theo thỏa thuận hợp đồng (c&oacute; thể 1 phần hoặc to&agrave;n bộ th&ocirc;ng tin tuy theo điều khoản hợp đồng) để tiến h&agrave;nh hỗ trợ người d&ugrave;ng sử dụng dịch vụ do C&ocirc;ng ty cung cấp.</span></span></div>
			<div style="text-align: justify;">
				&nbsp;</div>
			<h2 style="text-align: justify;">
				<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">5. Địa chỉ của đơn vị thu thập v&agrave; quản l&yacute; th&ocirc;ng tin</span></span></h2>
			<div style="text-align: justify;">
				<em><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">(bao gồm c&aacute;ch thức li&ecirc;n lạc để người ti&ecirc;u d&ugrave;ng c&oacute; thể hỏi về hoạt động thu thập, xử l&yacute; th&ocirc;ng tin li&ecirc;n quan đến c&aacute; nh&acirc;n m&igrave;nh)</span></span></em></div>
			<div style="text-align: justify;">
				<br />
				<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Địa chỉ của đơn vị thu thập v&agrave; quản l&yacute; th&ocirc;ng tin:</span></span><br />
				&nbsp;</div>
			<div style="text-align: justify;">
				<strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">- C&ocirc;ng ty Cổ phần C&ocirc;ng nghệ v&agrave; thương mại Th&agrave;nh Đạt&nbsp;</span></span></strong></div>
			<div style="text-align: justify;">
				<strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">- Địa chỉ: số 157 phố Đặng Văn Ngữ, P. Phương Li&ecirc;n, Q. Đống Đa, Tp. H&agrave; Nội</span></span></strong></div>
			<div style="text-align: justify;">
				<strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">- Điện thoại: 0243 7764930</span></span></strong></div>
			<div style="text-align: justify;">
				<strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">- Email: tracdiathanhdat@gmail.com<span style="white-space: pre;"> </span></span></span></strong></div>
		</div>
	</div>
	<p style="text-align: justify;">
		<br />
		<span style="color: rgb(51, 51, 51); font-family: tahoma, geneva, sans-serif; font-size: 14px; text-align: justify;">Người d&ugrave;ng c&oacute; thể gọi điện tới tổng đ&agrave;i hỗ trợ v&agrave; chăm s&oacute;c kh&aacute;ch h&agrave;ng&nbsp;</span><strong style="color: rgb(51, 51, 51); font-family: tahoma, geneva, sans-serif; font-size: 14px; text-align: justify; margin: 0px; padding: 0px;">0949 322 456</strong><span style="color: rgb(51, 51, 51); font-family: tahoma, geneva, sans-serif; font-size: 14px; text-align: justify;">&nbsp;để điều chỉnh hoặc x&oacute;a đi dữ liệu c&aacute; nh&acirc;n của m&igrave;nh.</span><br />
		&nbsp;</p>
	<h2 style="text-align: justify;">
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); text-align: justify;"><span style="margin: 0px; padding: 0px;">6. Cam kết bảo mật th&ocirc;ng tin c&aacute; nh&acirc;n kh&aacute;ch h&agrave;ng</span></span></span></span></h2>
	<br />
	<ul style="margin: 0px; padding: 0px 0px 0px 15px; color: rgb(51, 51, 51); font-family: arial; font-size: 13px; text-align: justify;">
		<li style="margin: 0px; padding: 0px; line-height: 20px;">
			<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="margin: 0px; padding: 0px;"><span style="margin: 0px; padding: 0px;">Kh&ocirc;ng b&aacute;n, chia sẻ hay trao đổi th&ocirc;ng tin c&aacute; nh&acirc;n của kh&aacute;ch h&agrave;ng thu thập tr&ecirc;n trang web cho một b&ecirc;n thứ ba n&agrave;o kh&aacute;c.</span></span></span></span></li>
		<li style="margin: 0px; padding: 0px; line-height: 20px;">
			<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="margin: 0px; padding: 0px;"><span style="margin: 0px; padding: 0px;">Ngoại trừ c&aacute;c trường hợp về sử dụng th&ocirc;ng tin c&aacute; nh&acirc;n như đ&atilde; n&ecirc;u trong ch&iacute;nh s&aacute;ch n&agrave;y,ch&uacute;ng t&ocirc;i cam kết kh&ocirc;ng tiết lộ th&ocirc;ng tin c&aacute; nh&acirc;n của bạn ra ngo&agrave;i. Trong một số trường hợp, ch&uacute;ng t&ocirc;i c&oacute; thể thu&ecirc; một đơn vị độc lập để tiến h&agrave;nh c&aacute;c dự &aacute;n nghi&ecirc;n cứu thị trường v&agrave; khi đ&oacute; th&ocirc;ng tin của bạn sẽ được cung cấp cho đơn vị n&agrave;y để tiến h&agrave;nh dự &aacute;n. B&ecirc;n thứ ba n&agrave;y sẽ bị r&agrave;ng buộc bởi một thỏa thuận về bảo mật m&agrave; theo đ&oacute; họ chỉ được ph&eacute;p sử dụng những th&ocirc;ng tin được cung cấp cho mục đ&iacute;ch ho&agrave;n th&agrave;nh dự &aacute;n.</span></span></span></span></li>
		<li style="margin: 0px; padding: 0px; line-height: 20px;">
			<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="margin: 0px; padding: 0px;"><span style="margin: 0px; padding: 0px;">Ch&uacute;ng t&ocirc;i c&oacute; thể tiết lộ hoặc cung cấp th&ocirc;ng tin c&aacute; nh&acirc;n của bạn trong c&aacute;c trường hợp thật sự cần thiết như sau: (a) khi c&oacute; y&ecirc;u cầu của c&aacute;c cơ quan ph&aacute;p luật; (b) trong trường hợp m&agrave; ch&uacute;ng t&ocirc;i tin rằng điều đ&oacute; sẽ gi&uacute;p ch&uacute;ng t&ocirc;i bảo vệ quyền lợi ch&iacute;nh đ&aacute;ng của m&igrave;nh trước ph&aacute;p luật.</span></span></span></span></li>
	</ul>
	<p style="text-align: justify;">
		&nbsp;</p>
	<h2 style="text-align: justify;">
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); text-align: justify;"><span style="margin: 0px; padding: 0px;">7. Thay đổi về ch&iacute;nh s&aacute;ch</span></span></span></span></h2>
	<p style="text-align: justify;">
		<br style="margin: 0px; padding: 0px;" />
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); text-align: justify;"><span style="margin: 0px; padding: 0px;">Nội dung của &ldquo;Ch&iacute;nh s&aacute;ch bảo mật&rdquo; n&agrave;y c&oacute; thể thay đổi để ph&ugrave; hợp với c&aacute;c nhu cầu của C&ocirc;ng Ty CP C&ocirc;ng nghệ v&agrave; Thương Mại Th&agrave;nh Đạt cũng như nhu cầu v&agrave; sự phản hồi từ kh&aacute;ch h&agrave;ng (nếu c&oacute;).&nbsp;</span></span></span></span></p>
</div>
<div style="text-align: justify;">
	<br />
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Ch&uacute;ng t&ocirc;i&nbsp;hiểu rằng quyền lợi của bạn trong việc bảo vệ th&ocirc;ng tin c&aacute; nh&acirc;n cũng ch&iacute;nh l&agrave; tr&aacute;ch nhiệm của ch&uacute;ng t&ocirc;i n&ecirc;n trong bất kỳ trường hợp c&oacute; thắc mắc, g&oacute;p &yacute; n&agrave;o li&ecirc;n quan đến ch&iacute;nh s&aacute;ch bảo mật, việc th&ocirc;ng tin c&aacute; nh&acirc;n bị sử dụng sai mục đ&iacute;ch vui l&ograve;ng li&ecirc;n hệ qua số điện thoại <strong>0949 322 456</strong> hoặc gửi phản hồi về&nbsp;địa chỉ email: <em><strong>tracdiathanhdat@gmail.com.</strong></em><br />
	<br />
	Tr&acirc;n trọng!</span></span></div>
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$chiasekinhnghiem = array()
$list_menu_footer = array()
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			'name' => 'Sản phẩm',
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$danhmuc = array(
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			'slug' => 'san-pham-1'
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			'name' => 'Hãng sản xuất',
			'slug' => 'hang-san-xuat'
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			'name' => 'Liên hệ',
			'slug' => 'lien-he'
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)
$support = array(
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			'name' => 'Co so Ha noi',
			'phone' => '098 987 678',
			'yahoo' => 'duycuong7640',
			'skype' => 'duycuong7640',
			'pos' => '0',
			'created' => '2013-09-13',
			'modified' => '2015-05-05',
			'status' => '1',
			'yahoo1' => 'duycuong7640',
			'skype1' => '',
			'hotline' => '0987 654 999',
			'email' => '',
			'name1' => ''
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	),
	(int) 1 => array(
		'Support' => array(
			'id' => '16',
			'name' => 'Co so TP.HCM',
			'phone' => '3252  436 432',
			'yahoo' => 'duycuong7640',
			'skype' => 'tuvantubep',
			'pos' => '0',
			'created' => '2014-01-15',
			'modified' => '2015-05-05',
			'status' => '1',
			'yahoo1' => 'duycuong7640',
			'skype1' => '',
			'hotline' => '0987 654 999',
			'email' => '',
			'name1' => ''
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)
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                <span>30/05/2023</span>
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    '
$scripts_for_layout = ''
$count = (int) 0
$price = (int) 0
$sl = (int) 0
$cap1 = array(
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		'id' => '1',
		'name' => 'Trang chủ',
		'slug' => 'trang-chu'
	)
)
$dm_c2 = array()
include - APP/View/Elements/menu.ctp, line 56
View::_evaluate() - CORE/Cake/View/View.php, line 920
View::_render() - CORE/Cake/View/View.php, line 883
View::element() - CORE/Cake/View/View.php, line 424
include - APP/View/Layouts/home.ctp, line 169
View::_evaluate() - CORE/Cake/View/View.php, line 920
View::_render() - CORE/Cake/View/View.php, line 883
View::renderLayout() - CORE/Cake/View/View.php, line 539
View::render() - CORE/Cake/View/View.php, line 483
Controller::render() - CORE/Cake/Controller/Controller.php, line 957
ProductController::chitiet() - APP/Controller/ProductController.php, line 135
ReflectionMethod::invokeArgs() - [internal], line ??
Controller::invokeAction() - CORE/Cake/Controller/Controller.php, line 485
Dispatcher::_invoke() - CORE/Cake/Routing/Dispatcher.php, line 186
Dispatcher::dispatch() - CORE/Cake/Routing/Dispatcher.php, line 161
[main] - APP/webroot/index.php, line 92

                    <div class="accordion-group">

                        <div class="accordion-heading">

                            <a class="accordion-toggle" <?php if(!empty($dm_c2)){?>data-toggle="collapse" data-parent="#accordion2" href="#collapse<?php echo $cap1['Catproduct']['id'];?>" title="<?php echo $cap1['Catproduct']['name'.LANGUAGE];?>"<?php }else{?>href="<?php echo DOMAIN.$cap1['Catproduct']['slug'];?>"<?php }?>>

$viewFile = '/home/tracdiathanhda/domains/tracdiathanhdat.vn/public_html/app/View/Elements/menu.ctp'
$dataForView = array(
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			'id' => '40',
			'name' => 'Blogs',
			'parent_id' => null,
			'alias' => 'blogs',
			'images' => '',
			'lft' => '103',
			'rght' => '104',
			'pos' => '5',
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			'title_seo' => 'tin tức trắc địa, cập nhật xu hướng đo đạc mới, công nghệ đo đạc, thiết bị đo đạc hiện đại, mẹo kỹ thuật trắc địa, sai số đo đạc, hệ tọa độ VN-2000, GNSS, RTK, GPS trắc địa, phần mềm trắc địa, phần mềm GIS, SurPad, LandStar, Magnet Field, Leica Captivate, Trimble Access',
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			'meta_des' => 'phần mềm máy đo đạc, phần mềm GIS, phần mềm trút dữ liệu',
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			'modified' => '2025-10-29',
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			'link' => 'tin-tuc',
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	'keywords_for_layout' => 'Chuyên cung cấp máy định vị vệ tinh GPS RTK, máy thủy bình, máy toàn đạc điện tử, UAV, ống nhòm, máy định vị GPS cầm tay, ... chính hãng, uy tín, giá tốt hàng đầu tại Việt Nam! Hotline: 0913051734!',
	'title_for_layout' => 'Máy toàn đạc điện tử',
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			'code' => null,
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			'shortdes' => '<p style="margin: 0in 0in 15.6pt; text-align: justify; background-image: initial; background-position: initial; background-size: initial; background-repeat: initial; background-attachment: initial; background-origin: initial; background-clip: initial;">
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="color: rgb(51, 51, 51);">Định vị thi c&ocirc;ng c&ocirc;ng tr&igrave;nh l&agrave; c&ocirc;ng t&aacute;c trắc địa nhằm x&aacute;c định vị tr&iacute; mặt&nbsp;<span style="box-sizing: border-box; touch-action: manipulation; color: rgb(51, 72, 98);">bằng</span>&nbsp;của c&aacute;c điểm, c&aacute;c đường thẳng, c&aacute;c điểm chi tiết của c&ocirc;ng tr&igrave;nh x&acirc;y dựng tr&ecirc;n đất liền cũng như tr&ecirc;n mặt nước theo đ&uacute;ng thiết kế.</span></span></span><span style="font-size:11.5pt;
font-family:Montserrat;color:#333333"><o:p></o:p></span></p>
',
			'content' => '<h2>
	<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>I. T&igrave;m hiểu về định vị thi c&ocirc;ng c&ocirc;ng tr&igrave;nh&nbsp;</strong></span></span></span></h2>
<br />
<p>
	<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Định vị thi c&ocirc;ng c&ocirc;ng tr&igrave;nh l&agrave; c&ocirc;ng t&aacute;c trắc địa nhằm x&aacute;c định vị tr&iacute; mặt&nbsp;bằng&nbsp;của c&aacute;c điểm, c&aacute;c đường thẳng, c&aacute;c điểm chi tiết của c&ocirc;ng tr&igrave;nh x&acirc;y dựng tr&ecirc;n đất liền cũng như tr&ecirc;n mặt nước theo đ&uacute;ng thiết kế.<br />
	<br />
	Định vị c&ocirc;ng tr&igrave;nh bằng m&aacute;y to&agrave;n đạc c&oacute; thể hiểu l&agrave; thao t&aacute;c sử dụng m&aacute;y to&agrave;n đạc để khảo s&aacute;t, x&aacute;c định vị tr&iacute; tọa độ c&ocirc;ng tr&igrave;nh chi tiết, nhanh ch&oacute;ng v&agrave; ch&iacute;nh x&aacute;c. C&aacute;c kỹ sư sẽ nhập c&aacute;c tham số tr&ecirc;n bản vẽ v&agrave;o m&aacute;y. Sau đ&oacute;, c&aacute;c thuật to&aacute;n của m&aacute;y to&agrave;n đạc sẽ xử l&yacute; những số liệu n&agrave;y. Cuối c&ugrave;ng, m&aacute;y to&agrave;n đạc&nbsp;sẽ khảo s&aacute;t, x&aacute;c định chi tiết v&agrave; x&aacute;c thực những vị tr&iacute; điểm ra thực địa.&nbsp;<br />
	<br />
	Chỉ cần tr&iacute;ch xuất những vị tr&iacute; tọa độ ch&iacute;nh x&aacute;c điểm tr&ecirc;n bản vẽ sang&nbsp;<strong><a href="https://tracdiathanhdat.vn/may-toan-dac-dien-tu">m&aacute;y to&agrave;n đạc điện tử</a> , </strong>&nbsp;m&aacute;y sẽ xử l&yacute; c&aacute;c th&ocirc;ng số n&agrave;y. Sau đ&oacute;, m&aacute;y triển khai vị tr&iacute; những tim trục tr&ecirc;n bản đồ l&ecirc;n thực địa. Nhờ vậy, sẽ định vị được x&aacute;c thực tim trục của nền m&oacute;ng cho những bước thi c&ocirc;ng tiếp theo.</span></span></span></p>
<p style="text-align: center;">
	<br />
	<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/dinh-vi-cong-trinh-bang-may-toan-dac.jpg" style="width: 620px; height: 360px;" /></span></span></span></p>
<h2>
	<br />
	<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>II. Phương ph&aacute;p thực hiện định vị c&ocirc;ng tr&igrave;nh bằng m&aacute;y to&agrave;n đạc điện tử</strong></span></span></span></h2>
<p style="text-align: center;">
	<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">&nbsp; &nbsp; &nbsp;&nbsp;<img alt="" 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" style="height: 411px; width: 620px;" /></span></span></span></p>
<p style="text-align: center;">
	<em><span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">&nbsp; &nbsp; &nbsp;Bản vẽ mặt bằng mộtt nh&agrave; xưởng</span></span></span></em><br />
	&nbsp;</p>
<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Reference Line (Định ᴠị c&ocirc;ng tr&igrave;nh theo đường chuẩn l&agrave; đường thẳng): một đường chuẩn c&oacute; thể được х&aacute;c định bằng c&aacute;ch tham chiếu tới 1 đường thẳng gốc đ&atilde; biết.&nbsp;<br />
<br />
1. X&aacute;c định đường gốc<br />
<br />
Một đường gốc được gắn ᴠới 2 điểm gốc ᴠ&agrave; được х&aacute;c định theo 3 c&aacute;ch: Đo đến điểm gốc; Nhập toạ độ bằng taу; Gọi điểm từ bộ nhớ.<br />
<br />
a) Đo tới điểm gốc. Nhập t&ecirc;n điểm <strong>PtID</strong> ᴠ&agrave; đo bằng ph&iacute;m&nbsp;<br />
b) Với điểm gốc đ&atilde; biết toạ độ t&igrave;m kiếm điểm <strong>PtID</strong> trong bộ nhớ. Nhập toạ độ bằng taу. Hiển thị những điểm ѕẵn trong m&aacute;у.<br />
&nbsp; &nbsp; (1) Điểm gốc trang bị 1&nbsp;<br />
&nbsp; &nbsp; (2) Điểm gốc thứ hai.<br />
&nbsp; &nbsp; (3) Đường gốc.<br />
&nbsp; &nbsp; (4) Đường chuẩn.<br />
<br />
2. Dịch chuуển/Quaу đường gốc<br />
Đường gốc được dịch chuуển ѕong ѕong, chiều dọc, chiều đứng hoặc l&agrave; quaу. Tất cả c&aacute;c kết quả đo ѕau đ&oacute; ѕẽ ảnh hưởng đến đường chuẩn.<br />
&nbsp; &nbsp; <strong>BP</strong>: Điểm gốc.<br />
&nbsp; &nbsp; <strong>BL</strong>: Đường gốc.<br />
&nbsp; &nbsp; <strong>RP</strong>: Điểm chuẩn.<br />
&nbsp; &nbsp; <strong>RL</strong>: Đường chuẩn.<br />
&nbsp; &nbsp; <strong>Off</strong>: Dịch chuуển ѕong ѕong.<br />
&nbsp; &nbsp; <strong>L</strong>: Dịch chuуển theo chiều dọc.<br />
&nbsp; &nbsp; <strong>R</strong>: Th&ocirc;ng ѕố quaу.<br />
<br />
Nhập th&ocirc;ng ѕố: Sử dụng ph&iacute;m n&agrave;у để chuуển con trỏ đến trường th&ocirc;ng ѕố bắt buộc nhập.&nbsp;Ta c&oacute; thể nhập c&aacute;c th&ocirc;ng ѕố như ѕau:<br />
&nbsp; &nbsp; <strong>Offѕet</strong>: Dịch chuуển đường chuẩn ѕong ѕong ᴠề ph&iacute;a b&ecirc;n cần của đường gốc, ᴠ&agrave;o hướng của đường gốc (BP1-BP2).<br />
&nbsp; &nbsp; <strong>Line</strong>: Dịch chuуển đường chuẩn theo chiều dọc t&iacute;nh từ điểm gốc trước ti&ecirc;n theo hướng từ điểm gốc đầu ti&ecirc;n tới điểm gốc vật dụng hai.<br />
&nbsp; &nbsp; <strong>Rotate</strong>: Quaу đường chuẩn theo chiều kim đồng hồ хung quanh điểm gốc.<br />
&nbsp; &nbsp; <strong>Height</strong>: Đường chuẩn cao hơn đường gốc.<br />
&nbsp; &nbsp; <strong>Ref.Hgt:Point1:</strong> Ch&ecirc;nh cao ѕo ᴠới điểm gốc chuẩn nhất.<br />
&nbsp; &nbsp; <strong>Point 2</strong>: Ch&ecirc;nh cao ѕo ᴠới điểm gốc chuẩn hai.<br />
&nbsp; &nbsp; <strong>Interpolated:</strong> Ch&ecirc;nh cao dọc theo đường chuẩn.<br />
&nbsp; &nbsp; <strong>No height</strong>: Ch&ecirc;nh cao kh&ocirc;ng được t&iacute;nh to&aacute;n ᴠ&agrave; hiển thị.<br />
<br />
3. Tiến h&agrave;nh đo hoặc chuуển ѕang chế độ chuуển điểm bề ngo&agrave;i ra thực địa. Tiến h&agrave;nh đo đến điểm đ&iacute;ch. Chuуển ѕang chế độ chuуển điểm bề ngo&agrave;i ra thực địa.<br />
<br />
4. Ứng dụng tương trợ &ldquo;Line&amp;Offѕet&rdquo;:&nbsp;t&iacute;nh to&aacute;n ra ᴠị tr&iacute; của điểm đo ѕo ᴠới đường chuẩn bằng c&aacute;ch hiển thị c&aacute;c lệch dọc trục, lệch ngang, ch&ecirc;nh cao&hellip;<br />
&nbsp;</span></span></span><br />
<p style="box-sizing: border-box; margin-bottom: 1.3em; margin-top: 0px; color: rgb(66, 66, 66); font-family: Roboto, sans-serif; font-size: 15px; text-align: justify;">
	<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trắc đạc c&ocirc;ng tr&igrave;nh hay đo đạc c&ocirc;ng tr&igrave;nh l&agrave; khảo s&aacute;t v&agrave; khai triển bản vẽ thiết kế của c&ocirc;ng tr&igrave;nh ra thực địa, d&ugrave;ng cho thi c&ocirc;ng v&agrave; gi&aacute;m s&aacute;t x&acirc;y dựng c&ocirc;ng tr&igrave;nh đ&uacute;ng bản vẽ thiết kế. Quan trắc dịch chuyển của c&ocirc;ng tr&igrave;nh ra thực địa, chuy&ecirc;n dụng cho thi c&ocirc;ng v&agrave; gi&aacute;m s&aacute;t x&acirc;y dựng c&ocirc;ng tr&igrave;nh đ&uacute;ng bản vẽ thiết kế. C&ocirc;ng cụ đo bằng những mẫu m&aacute;y đo đạc như m&aacute;y kinh vĩ, m&aacute;y thủy b&igrave;nh,m&aacute;y đo khoảng c&aacute;ch laser, m&aacute;y to&agrave;n đạc điện tử&nbsp;&hellip;&nbsp;</span></span></span></p>
<p style="box-sizing: border-box; margin-bottom: 1.3em; margin-top: 0px; color: rgb(66, 66, 66); font-family: Roboto, sans-serif; font-size: 15px; text-align: justify;">
	<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Nhiệm vụ chủ đạo của c&ocirc;ng t&aacute;c trắc địa trong x&acirc;y dựng l&agrave; đảm bảo cho c&ocirc;ng tr&igrave;nh được x&acirc;y dựng đ&uacute;ng k&iacute;ch thước h&igrave;nh học v&agrave; đ&uacute;ng vị tr&iacute; thiết kế. Chỉ khi hai y&ecirc;u cầu n&agrave;y được đ&aacute;p ứng th&igrave; c&ocirc;ng tr&igrave;nh mới mang thể vận h&agrave;nh an to&agrave;n.&nbsp;</span></span></span></p>
<h2 style="box-sizing: border-box; margin-bottom: 1.3em; margin-top: 0px; color: rgb(66, 66, 66); font-family: Roboto, sans-serif; font-size: 15px; text-align: justify;">
	<span style="font-weight: var(--h2_typography-font-weight); font-family: tahoma, geneva, sans-serif; font-size: 14px; color: rgb(0, 0, 0);">III. Những thiết bị được sử dụng trong định vị thi c&ocirc;ng c&ocirc;ng tr&igrave;nh</span></h2>
<ul style="box-sizing: border-box; color: rgb(73, 73, 73); font-family: &quot;Open Sans&quot;, Arial, Helvetica, sans-serif; font-size: 15px;">
	<li style="box-sizing: border-box;">
		<span style="color:#ff0000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><a href="https://tracdiathanhdat.vn/may-thuy-binh-tu-dong"><strong>M&aacute;y thủy b&igrave;nh tự động, m&aacute;y thủy b&igrave;nh điện tử</strong></a></span></span></span><span style="color:#000080;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">:</span></span></span><span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> X&aacute;c định cao độ, dẫn mốc cao độ, đo ch&ecirc;nh cao, quan trắc l&uacute;n&hellip;</span></span></span></li>
</ul>
<ul style="box-sizing: border-box; color: rgb(73, 73, 73); font-family: &quot;Open Sans&quot;, Arial, Helvetica, sans-serif; font-size: 15px;">
	<li style="box-sizing: border-box;">
		<span style="color:#000080;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="box-sizing: border-box; font-weight: bolder;"><a href="https://tracdiathanhdat.vn/may-toan-dac-dien-tu">M&aacute;y to&agrave;n đạc điện tử</a></span></span></span></span><span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="box-sizing: border-box; font-weight: bolder;">:</span>&nbsp;Bố tr&iacute; tr&iacute; tọa độ thiết kế ra thực địa; t&iacute;nh to&aacute;n khoảng c&aacute;ch ngang, đứng, g&oacute;c phương vị của đường, tọa độ điểm, diện t&iacute;ch v&agrave; bố tr&iacute; đường thẳng, đường cong; dẫn lưới lập mốc đường chuyền&hellip;</span></span></span></li>
</ul>
<ul style="box-sizing: border-box; color: rgb(73, 73, 73); font-family: &quot;Open Sans&quot;, Arial, Helvetica, sans-serif; font-size: 15px;">
	<li style="box-sizing: border-box;">
		<span style="color:#000080;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="box-sizing: border-box; font-weight: bolder;"><a href="https://tracdiathanhdat.vn/may-dinh-vi-ve-tinh-gps-2-tan-so-rtk">M&aacute;y định vị GNSS</a></span></span></span></span><span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="box-sizing: border-box; font-weight: bolder;">:</span>&nbsp;Khảo s&aacute;t th&agrave;nh lập lưới khống chế tọa độ; bố tr&iacute; điểm phục vụ cho c&ocirc;ng t&aacute;c chuyển điểm thiết kế ra thực địa; giao hội, bố tr&iacute; đường cong, t&iacute;nh diện t&iacute;ch&hellip;</span></span></span></li>
</ul>
<p style="box-sizing: border-box; margin-bottom: 1.3em; margin-top: 0px; color: rgb(66, 66, 66); font-family: Roboto, sans-serif; font-size: 15px; text-align: center;">
	<span style="color:#000000;"><img alt="" src="/admin/webroot/upload/image/images/Banner (665 × 295 px) (31).png" style="width: 665px; height: 295px;" /></span></p>
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			'lft' => '103',
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			'title_seo' => 'tin tức trắc địa, cập nhật xu hướng đo đạc mới, công nghệ đo đạc, thiết bị đo đạc hiện đại, mẹo kỹ thuật trắc địa, sai số đo đạc, hệ tọa độ VN-2000, GNSS, RTK, GPS trắc địa, phần mềm trắc địa, phần mềm GIS, SurPad, LandStar, Magnet Field, Leica Captivate, Trimble Access',
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		'title' => 'Chuyên phân phối máy đo đạc, trắc địa: Máy GPS RTK, máy thủy bình, máy toàn đạc, máy scanner, UAV chính hãng (LEICA, TOPCON, NIKON, TRIMPLE, SOKKIA, DJI, PENTAX, GARMIN,...)',
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		'address' => '<p>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong><u>Văn ph&ograve;ng</u></strong></span></span><span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">: Số 157&nbsp;Đặng Văn Ngữ, Phường Kim Li&ecirc;n, H&agrave; Nội</span></span></p>
<p>
	<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">MST:<strong><a href="javascript: void(0)" style="font-size:11px;"><span style="color:#ffffff;"> 0103764857 </span></a></strong>do Sở KHĐT TP. H&agrave; Nội cấp ng&agrave;y 28-04-2009<br />
	Điện thoại:&nbsp;<a href="javascript: void(0)" style="font-family: tahoma, geneva, sans-serif;font-size:11px;"><span style="color: rgb(255, 255, 255);"><strong style="font-family: arial, helvetica, sans-serif;">(</strong><strong style="font-family: arial, helvetica, sans-serif;">024) 3776 4930</strong></span></a></span></span></p>
<div>
	<p>
		<strong style="font-size: 14px; font-family: tahoma, geneva, sans-serif;"><u>Cửa h&agrave;ng</u></strong><span style="font-size: 14px; font-family: tahoma, geneva, sans-serif;">:</span></p>
</div>
<p>
	<span style="font-family: tahoma, geneva, sans-serif;">- <span style="font-size:12px;">Số <strong><span style="font-size:14px;">145 </span></strong></span></span><span style="font-size:12px;"><span style="font-family: tahoma, geneva, sans-serif;">L&aacute;ng Hạ, Phường L&aacute;ng Hạ, H&agrave; Nội</span></span></p>
<p>
	<span style="font-size:12px;"><span style="font-family: tahoma, geneva, sans-serif;">- Số 5/161 Nguyễn Tu&acirc;n, Phường Thanh Xu&acirc;n, H&agrave; Nội</span></span><br />
	<br />
	&nbsp;</p>
',
		'contactinfo_eng' => '',
		'taikhoan' => '<strong><span style="color:#04529a;">Số T&agrave;i&nbsp; khoản c&aacute;c ng&acirc;n h&agrave;ng của c&ocirc;ng ty T&acirc;n &Aacute;</span></strong><br />
<br />
1. 13022-0506-5430 - Nguyễn Văn Hiệu - Agribank - CN Trung Y&ecirc;n, HN<br />
2. 0011-00404-0367 - Nguyễn Văn Hiệu - Vietcombank - CN Sở Giao dịch, HN<br />
3. 711A-6202-9713 - Nguyễn Văn Hiệu - Vietinbank - CN Thanh Xu&acirc;n, HN<br />
4. 190-256-018-210-13 - Nguyễn Văn Hiệu - Techcombank, H&agrave; Nội<br />
5. 1231-0000-368-767 - Nguyễn Văn Hiệu - BIDV CN Quang Trung, H&agrave; Nội',
		'contactinfo' => '<div dir="rtl" style="text-align: left;">
	<u style="font-family: tahoma, geneva, sans-serif; font-size: 14px;"><strong>Văn Ph&ograve;ng</strong></u></div>
<div style="">
	<br />
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Địa chỉ:&nbsp; Số 157 Đặng Văn Ngữ, Phường Kim Li&ecirc;n, H&agrave; Nội, Việt Nam<br />
	Tel:&nbsp; &nbsp; &nbsp; &nbsp; (024) 3776 4930 &nbsp; &nbsp;<br />
	Fax:&nbsp; &nbsp; &nbsp; &nbsp;(024) 3776 5908<br />
	Email:&nbsp; &nbsp; thanhdatsurvey.JSC@gmail.com/ tracdiathanhdat@gmail.com<br />
	Hotline:&nbsp; <strong>0913 051 734</strong><br />
	<br />
	<strong><u>C</u></strong><strong><u>ửa h&agrave;ng</u></strong></span></span><br />
	<br />
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">- Số 145 L&aacute;ng Hạ, Phường L&aacute;ng Hạ, H&agrave; Nội</span></span><br />
	<img alt="" src="data:image/png;base64,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" style="height: 12px; width: 16px;" /><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">&nbsp;<strong>0942 288 388</strong></span><br />
	&nbsp;</div>
<div style="">
	<span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">- Số 5/161 Nguyễn Tu&acirc;n, Phường Thanh Xu&acirc;n, H&agrave; Nội</span></div>
<div style="">
	<img alt="" src="data:image/png;base64,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" style="height: 12px; width: 16px;" /><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">&nbsp;<strong>0949 322 456</strong></span></div>
<div style="">
	<br />
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong><u>VPĐD tại Tp. Hồ Ch&iacute; Minh</u></strong><br />
	<br />
	- 1/56 Nguyễn Th&aacute;i Sơn, Phường Hạnh Th&ocirc;ng, Hồ Ch&iacute; Minh</span></span><br />
	<img alt="" src="data:image/png;base64,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" style="height: 12px; width: 16px;" /><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">&nbsp;<strong>0904 925 936</strong></span></div>
',
		'telephone' => '01659 014592',
		'hotline' => '0913051734',
		'email' => 'tracdiathanhdat@yahoo.com',
		'url' => '',
		'meta_key' => 'Leica Geosystems, Máy RTK, máy định vị GPS, GNSS, vngeonet, máy laser, thước đo, Yamayo, máy toàn đạc điện tử, máy toàn đạc robotic, máy toàn đạc tự động, Leica, Sokkia, Nikon, Trimple, Nikon, Spectra, Topcon, ống nhòm, máy bộ đàm, thước đo Yamayo, Máy toàn đạc điện tử, Máy toàn đạc Leica, Máy toàn đạc Sokkia, máy toàn đạc Nikon, Máy toàn đạc Geomax,	Máy toàn đạc Topcon, Máy toàn đạc Trimble, Máy thủy bình tự động, Máy thủy bình leica, Máy thủy bình sokkia, Máy thủy bình Nikon, Máy thủy bình Topcon, Máy thủy bình pentax, Máy thủy bình điện tử, Máy cân bằng laser, Máy kinh vĩ nikon, Máy kinh vĩ Topcon, Máy kinh vĩ sokkia, Máy kinh vĩ geomax, Máy cân bằng laser sabaru, Máy cân bằng laser sincon, Máy cân bằng laser fukuda, Máy cân bằng laser acuza, Máy đo khoảng cách laser leica, Máy đo khoảng cách laser sincon, Máy đo khoảng cách laser bosch, Máy định vị gps 2 tần, Máy định vị gps cầm tay, Máy đo sâu, Máy bộ đàm, Phụ kiện trắc địa, Máy định vị GPS RTK GNSS, Máy định vị GPS RTK Trimble, Máy định vị GPS RTK Sokkia, Máy định vị GPS RTK Sanding, Máy định vị GPS RTK CHC, Máy định vị GPS RTK Comnav, Máy định vị GPS RTK Efix, Máy định vị GPS RTK FOIF, Máy định vị GPS RTK Geomax, Máy định vị GPS RTK Topcon, Máy định vị GPS RTK Nikon, Máy định vị GPS RTK South, Máy định vị GPS RTK Ruide, Máy định vị GPS RTK Kolida, Máy định vị GPS RTK Leica, máy định vị điểm, đo đạc, khảo sát, bản đồ, RINEX, CORS, ',
		'meta_des' => 'Chuyên cung cấp máy định vị vệ tinh GNSS RTK, máy thủy bình, máy toàn đạc, máy laser, máy GPS cầm tay, UAV, ống nhòm (LEICA, TOPCON, NIKON, TRIMPLE, SOKKIA, DJI, PENTAX, GARMIN,...). Uy tín, chất lượng, giá tốt hàng đầu tại Việt Nam!',
		'created' => '2012-06-05',
		'modified' => '1769758152',
		'youtube' => 'http://youtube.com',
		'twitter' => 'https://twitter.com/',
		'myspace' => 'https://myspace.com/',
		'facebook' => 'https://www.facebook.com/thanhdatsurvey.jsc/',
		'email2' => 'duycuong7640',
		'skype' => 'hothihuyen.hn',
		'yahoo' => 'duycuong7640',
		'yahoo1' => 'duycuong7640',
		'content' => 'Thanks for your interest in Vn Discoverytours. For a fast response, please submit this basic Quick Enquiry form below by clicking &ldquo;Submit&rdquo;, and we&rsquo;ll get back to you by e-mail within 12 to 24 hours (in working days). For urgent booking, call us at +84 974 839 873',
		'video' => '<iframe width="1280" height="720" src="https://www.youtube.com/embed/mR4kOuAkEtY" title="YouTube video player" frameborder="0" allow="accelerometer; autoplay; clipboard-write; encrypted-media; gyroscope; picture-in-picture" allowfullscreen></iframe>',
		'slogan' => 'trung tâm sửa chữa và bảo hành máy giặt electrolux',
		'slogan_eng' => '',
		'printer' => '',
		'googleplus' => '',
		'bando' => '<p>
	<iframe allowfullscreen="" frameborder="0" height="410" src="https://www.google.com/maps/embed?pb=!1m18!1m12!1m3!1d1680.2372398112452!2d105.81212934716025!3d21.01437303922492!2m3!1f0!2f0!3f0!3m2!1i1024!2i768!4f13.1!3m3!1m2!1s0x3135ab63b645b665%3A0xa6797ac6008687bf!2zQ-G7rWEgSMOgbmcgVHLhuq9jIMSQ4buLYQ!5e0!3m2!1svi!2s!4v1449908805279" style="border:0" width="600"></iframe></p>
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		'gioithieu' => '<p style="text-align: center;">
	<img alt="" src="/admin/webroot/upload/image/images/gioithieu.png" /></p>
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		'thongtincongty' => 'Sửa máy lạnh tại nhà
Sửa máy lạnh tại HCM
Sửa tủ lạnh
Bơm ga máy lạnh ',
		'trogiupkh' => 'Tai nghe Iphone
Sua may tinh tai nha
Máy Ozone Z755',
		'dichvuft' => 'Sửa máy lạnh
Bảo dưỡng máy lạnh
Vệ sinh máy lạnh
Lắp đặt máy lạnh',
		'bb' => '',
		'zing' => '',
		'hotline2' => '0912 35 65 75',
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		'theh1' => 'thanhdatsurvey.JSC',
		'hanoi' => '<div>
	<strong>C&Ocirc;NG TY CỔ PHẦN THƯƠNG MẠI HMH VIỆT NAM</strong></div>
<div>
	<strong>Địa chỉ</strong> &nbsp;: Số 51 - Trần Duy Hưng, Trung H&ograve;a, Cầu Giấy, H&agrave; Nội</div>
<div>
	<strong>Điện thoại </strong>: (04) 3641.7498 - <strong>Fax</strong>: (04) 3543.0479</div>
<div>
	<strong>Email </strong>: info@ifes.vn</div>
',
		'tphcm' => '<div>
	<strong>C&Ocirc;NG TY CỔ PHẦN THƯƠNG MẠI HMH VIỆT NAM</strong></div>
<div>
	<strong>Địa chỉ</strong>&nbsp;&nbsp;: Số 51 - Trần Duy Hưng, Trung H&ograve;a, Cầu Giấy, H&agrave; Nội</div>
<div>
	<strong>Điện thoại&nbsp;</strong>: (04) 3641.7498 -&nbsp;<strong>Fax</strong>: (04) 3543.0479</div>
<div>
	<strong>Email&nbsp;</strong>: info@ifes.vn</div>
',
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			'id' => '802',
			'name' => 'Dữ liệu RINEX – Nền tảng cốt lõi của hạ tầng trắc địa hiện đại',
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			'alias' => 'du-lieu-rinex-–-nen-tang-cot-loi-cua-ha-tang-trac-dia-hien-dai',
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			'price' => '0',
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			'shortdes' => '<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trong hạ tầng trắc địa hiện đại, RINEX kh&ocirc;ng phải dữ liệu phụ, m&agrave; l&agrave; nền m&oacute;ng kỹ thuật của hệ tọa độ quốc gia.&nbsp;RTK gi&uacute;p đo nhanh h&ocirc;m nay,&nbsp;nhưng RINEX mới l&agrave; yếu tố đảm bảo bản đồ, mốc v&agrave; c&ocirc;ng tr&igrave;nh đứng vững trong nhiều năm tới.</span></span>',
			'content' => '<p>
	<em><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">Trong những năm gần đ&acirc;y, c&ocirc;ng nghệ GNSS RTK c&ugrave;ng c&aacute;c mạng trạm CORS ph&aacute;t triển mạnh mẽ, gi&uacute;p c&ocirc;ng t&aacute;c đo đạc, thi c&ocirc;ng v&agrave; bố tr&iacute; c&ocirc;ng tr&igrave;nh đạt được kết quả gần như tức thời với độ ch&iacute;nh x&aacute;c cao.</span></em></p>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><em>Tuy nhi&ecirc;n, nếu nh&igrave;n ở g&oacute;c độ x&acirc;y dựng v&agrave; duy tr&igrave; hạ tầng trắc địa quốc gia d&agrave;i hạn, nhiều quốc gia ph&aacute;t triển như Mỹ, ch&acirc;u &Acirc;u, Nhật Bản đều c&oacute; chung một quan điểm:&nbsp;RTK l&agrave; lớp ứng dụng đo nhanh ngo&agrave;i hiện trường,&nbsp;trong khi RINEX &ndash; dữ liệu GNSS đo tĩnh &ndash; mới l&agrave; lớp nền cốt l&otilde;i của hệ tọa độ.</em><br />
<br />
<em>RTK cho ph&eacute;p định vị nhanh theo thời gian thực, nhưng độ ổn định v&agrave; khả năng kiểm chứng của kết quả RTK phụ thuộc mạnh v&agrave;o điều kiện truyền cải ch&iacute;nh tại thời điểm đo.&nbsp;Ngược lại, dữ liệu RINEX cho ph&eacute;p xử l&yacute; hậu kỳ, kiểm chứng, đối so&aacute;t v&agrave; duy tr&igrave; độ ổn định tọa độ trong thời gian d&agrave;i.<br />
&nbsp;</em></span></span>
<h2>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">1. RINEX l&agrave; g&igrave;?</span></span></h2>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">RINEX (<em>Receiver Independent Exchange Format</em>) l&agrave; định dạng dữ liệu GNSS th&ocirc; chuẩn quốc tế, được ph&aacute;t triển v&agrave; duy tr&igrave; bởi cộng đồng GNSS to&agrave;n cầu dưới sự điều phối&nbsp;của c&aacute;c tổ chức quốc tế như IGS (International GNSS Service) v&agrave; RTCM SC-104.</span></span><br />
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">RINEX cho ph&eacute;p trao đổi dữ liệu GNSS giữa c&aacute;c thiết bị v&agrave; phần mềm kh&aacute;c nhau, kh&ocirc;ng phụ thuộc h&atilde;ng sản xuất, v&agrave; được sử dụng rộng r&atilde;i tr&ecirc;n to&agrave;n thế giới cho c&aacute;c mục đ&iacute;ch kỹ thuật chuy&ecirc;n s&acirc;u.&nbsp;Dữ liệu RINEX cho ph&eacute;p:</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Xử l&yacute; hậu kỳ GNSS (Static / PPK)</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">B&igrave;nh sai mạng lưới GNSS</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kiểm so&aacute;t chất lượng v&agrave; truy xuất nguồn gốc số liệu</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Duy tr&igrave; v&agrave; kiểm chứng hệ tọa độ theo thời gian d&agrave;i</span></span></li>
</ul>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">RTK cho kết quả nhanh &ndash; RINEX cho kết quả bền v&agrave; kiểm chứng được.<br />
&nbsp;</span></span>
<h2>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">2. C&aacute;ch c&aacute;c quốc gia khai th&aacute;c RINEX trong hạ tầng trắc địa</span></span></h2>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tại nhiều quốc gia, mạng CORS quốc gia kh&ocirc;ng chỉ phục vụ RTK thời gian thực m&agrave; c&ograve;n coi dữ liệu RINEX li&ecirc;n tục l&agrave; t&agrave;i sản dữ liệu cốt l&otilde;i.&nbsp;M&ocirc; h&igrave;nh khai th&aacute;c phổ biến:</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Lưu trữ dữ liệu GNSS 24/7.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Cho ph&eacute;p tải RINEX theo c&aacute;c khoảng thời gian:</span></span>
		<ul>
			<li>
				<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">15 ph&uacute;t</span></span></li>
			<li>
				<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">1 giờ</span></span></li>
			<li>
				<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">6 giờ</span></span></li>
			<li>
				<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">24 giờ</span></span></li>
		</ul>
	</li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Cung cấp đầy đủ metadata:</span></span>
		<ul>
			<li>
				<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Th&ocirc;ng tin trạm GNSS</span></span></li>
			<li>
				<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Thời gian quan s&aacute;t</span></span></li>
			<li>
				<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Chu kỳ ghi (1s, 15s, 30s&hellip;)</span></span></li>
			<li>
				<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hệ quy chiếu v&agrave; m&ocirc; h&igrave;nh tham chiếu.</span></span></li>
		</ul>
	</li>
</ul>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">&gt; V&iacute; dụ ti&ecirc;u biểu:</span></span><br />
<br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Mỹ: NOAA CORS Network cung cấp dữ liệu RINEX phục vụ đo tĩnh v&agrave; xử l&yacute; hậu kỳ.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Ch&acirc;u &Acirc;u: EUREF Permanent Network (EPN) lưu trữ dữ liệu RINEX cho b&igrave;nh sai lưới khu vực.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Nhật Bản: GEONET do GSI vận h&agrave;nh, cung cấp dữ liệu RINEX cho xử l&yacute; hậu kỳ v&agrave; nghi&ecirc;n cứu GNSS.</span></span></li>
</ul>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Điểm chung của c&aacute;c m&ocirc; h&igrave;nh n&agrave;y l&agrave; coi RINEX li&ecirc;n tục mới l&agrave; nền tảng bền vững của hệ tọa độ quốc gia.<br />
&nbsp;</span></span>
<p style="text-align: center;">
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/ncn_agol.png" style="width: 800px; height: 511px;" /></span></span></p>
<h2>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">3. Vai tr&ograve; của RINEX trong hệ thống trắc địa hiện đại</span></span></h2>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Nhiều quốc gia đang triển khai m&ocirc; h&igrave;nh tổng hợp:</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">GNSS CORS + RINEX &rarr; lớp khống chế nền, duy tr&igrave; hệ tọa độ d&agrave;i hạn</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Mốc khống chế vật l&yacute; &rarr; đối tượng kiểm chứng v&agrave; cơ sở ph&aacute;p l&yacute;</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">RTK &rarr; c&ocirc;ng cụ đo nhanh ngo&agrave;i hiện trường</span></span></li>
</ul>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đ&acirc;y kh&ocirc;ng phải xu hướng &ldquo;bỏ mốc&rdquo;, m&agrave; l&agrave;:</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Giảm phụ thuộc v&agrave;o việc chạy mốc thủ c&ocirc;ng tốn thời gian</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Chuyển vai tr&ograve; mốc từ nguồn gốc duy nhất sang đối tượng kiểm chứng</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tăng vai tr&ograve; của dữ liệu GNSS chuẩn h&oacute;a trong duy tr&igrave; hệ tọa độ</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">&nbsp;</span></span>
<h2>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">4. RINEX gi&uacute;p ổn định v&agrave; kiểm so&aacute;t hệ tọa độ theo thời gian như thế n&agrave;o?</span></span></h2>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Dữ liệu RINEX cho ph&eacute;p xử l&yacute; hậu kỳ v&agrave; b&igrave;nh sai mạng lưới, nhờ đ&oacute;:</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Giảm ảnh hưởng của thời điểm đo</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hạn chế t&aacute;c động của điều kiện kh&iacute; quyển v&agrave; m&ocirc;i trường</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tăng khả năng đối so&aacute;t v&agrave; truy nguy&ecirc;n số liệu</span></span></li>
</ul>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kh&aacute;i niệm &ldquo;ổn định&rdquo; ở đ&acirc;y được hiểu theo nghĩa kỹ thuật: Cho ph&eacute;p t&aacute;i xử l&yacute;, kiểm chứng v&agrave; so s&aacute;nh tọa độ tại c&aacute;c thời điểm kh&aacute;c nhau, tr&aacute;nh sai lệch t&iacute;ch lũy do đo nhanh tức thời.<br />
&nbsp;</span></span>
<h2>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">5. Ứng dụng thực tế của dữ liệu RINEX v&agrave; lợi &iacute;ch khai th&aacute;c RINEX hiệu quả</span></span></h2>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Dữ liệu RINEX hiện được sử dụng rộng r&atilde;i trong:</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Lập mốc khống chế GNSS</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">B&igrave;nh sai lưới quốc gia v&agrave; khu vực</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Quan trắc dịch chuyển c&ocirc;ng tr&igrave;nh, địa chất</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">L&agrave;m cơ sở kỹ thuật v&agrave; ph&aacute;p l&yacute; d&agrave;i hạn cho bản đồ v&agrave; hạ tầng kỹ thuật</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">&nbsp;<br />
Khai th&aacute;c RINEX b&agrave;i bản mang lại:</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Giảm thời gian v&agrave; chi ph&iacute; thiết lập lưới khống chế</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">N&acirc;ng cao độ ổn định v&agrave; khả năng kiểm chứng số liệu</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Ph&ugrave; hợp với dự &aacute;n lớn, triển khai d&agrave;i hạn, y&ecirc;u cầu ph&aacute;p l&yacute; cao</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Chủ động khi RTK kh&ocirc;ng ổn định hoặc mất hiệu chỉnh</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">&nbsp;</span></span>
<h2>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">6. Cấu tr&uacute;c dữ liệu RINEX gồm những g&igrave;?</span></span></h2>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Dữ liệu RINEX kh&ocirc;ng phải l&agrave; một file đơn lẻ, m&agrave; l&agrave; tập hợp nhiều file th&agrave;nh phần, mỗi file đảm nhiệm một vai tr&ograve; ri&ecirc;ng.<br />
<br />
6.1. File quan s&aacute;t &ndash; Observation file (*.obs). Bao gồm:</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">S&oacute;ng mang v&agrave; m&atilde; giả</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Dữ liệu GPS, GLONASS, Galileo, BeiDou&hellip;</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Th&ocirc;ng tin thời gian, tần số, t&iacute;n hiệu</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">File bắt buộc khi xử l&yacute; GNSS hậu kỳ v&agrave; b&igrave;nh sai.<br />
&nbsp;<br />
6.2. File quỹ đạo vệ tinh &ndash; Navigation file (*.nav, *.gnav&hellip;) c&oacute; chứa q</span></span><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">uỹ đạo vệ tinh (broadcast ephemeris) - d</span><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">ữ liệu cần thiết để t&iacute;nh vị tr&iacute; vệ tinh theo thời gian.<br />
<br />
T&ugrave;y phi&ecirc;n bản RINEX v&agrave; hệ vệ tinh, file điều hướng (Navigation file) c&oacute; thể được đặt t&ecirc;n kh&aacute;c nhau.<br />
Trong c&aacute;c hệ thống v&agrave; phần mềm cũ (RINEX 2.x), file điều hướng thường được t&aacute;ch theo từng hệ GNSS, với c&aacute;c đu&ocirc;i phổ biến như:</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">GPS: .N</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">GLONASS: .G</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">BeiDou: .C</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Galileo: .E</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trong c&aacute;c hệ thống hiện đại sử dụng RINEX 3.x trở l&ecirc;n, file điều hướng thường được gộp đa hệ GNSS v&agrave; sử dụng chung đu&ocirc;i .nav (hoặc .rnx), trong đ&oacute; chứa đồng thời dữ liệu GPS, GLONASS, Galileo, BeiDou&hellip;</span></span><br />
&nbsp;<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">6.3. File đồng hồ vệ tinh &ndash; Clock file (*.clk)</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hiệu chỉnh sai số đồng hồ vệ tinh v&agrave; trạm</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Độ ch&iacute;nh x&aacute;c cao hơn dữ liệu quảng b&aacute;</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">D&ugrave;ng cho b&igrave;nh sai ch&iacute;nh x&aacute;c cao v&agrave; nghi&ecirc;n cứu d&agrave;i hạn.<br />
&nbsp;<br />
6.4. File quỹ đạo ch&iacute;nh x&aacute;c &ndash; Precise orbit (*.sp3)</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Quỹ đạo vệ tinh độ ch&iacute;nh x&aacute;c cao</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kết hợp với .clk để n&acirc;ng cao chất lượng xử l&yacute;</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">&nbsp;<br />
6.5. C&aacute;c file phụ trợ</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Metadata trạm, antenna, receiver</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">File kh&iacute; quyển, site log</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Gi&uacute;p n&acirc;ng cao độ tin cậy v&agrave; truy xuất nguồn gốc số liệu.<br />
&nbsp;<br />
&gt;&gt;&gt; Phi&ecirc;n bản RINEX v&agrave; xu hướng hiện nay:</span></span><br />
<br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">RINEX 2.x: cũ, hạn chế hệ GNSS.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">RINEX 3.x: đa hệ, phổ biến hiện nay.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">RINEX 4.x: hỗ trợ t&iacute;n hiệu hiện đại, độ ch&iacute;nh x&aacute;c cao.</span></span></li>
</ul>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trong thực tế xử l&yacute; GNSS hậu kỳ, RINEX 2.11 vẫn được sử dụng rộng r&atilde;i nhờ t&iacute;nh ổn định v&agrave; khả năng tương th&iacute;ch cao. Nhiều lỗi xử l&yacute; hiện nay ph&aacute;t sinh từ việc chuyển đổi RINEX kh&ocirc;ng đ&uacute;ng chuẩn hoặc thiếu dữ liệu đi k&egrave;m.</span></span><br />
<p style="text-align: center;">
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/Bài viết 30_1_26.png" style="width: 800px; height: 526px;" /></span></span></p>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">RINEX 3 &amp; 4 l&agrave; xu hướng ch&iacute;nh trong c&aacute;c hệ thống CORS hiện đại.<br />
&nbsp;<br />
Hiểu đ&uacute;ng v&agrave; khai th&aacute;c đ&uacute;ng dữ liệu RINEX ch&iacute;nh l&agrave; bước chuyển từ đo nhanh sang đo bền vững trong trắc địa hiện đại &ndash; đặc biệt trong bối cảnh Việt Nam đang vận h&agrave;nh c&aacute;c mạng CORS v&agrave; duy tr&igrave; hệ tọa độ VN-2000.<br />
<br />
<em>&gt;&gt;&gt; Nguồn tham khảo:</em></span></span><br />
<ul>
	<li>
		<em><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">IGS &amp; RTCM &ndash; Chuẩn dữ liệu RINEX</span></span></em></li>
	<li>
		<em><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">NOAA CORS Network (Mỹ)</span></span></em></li>
	<li>
		<em><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">EUREF Permanent Network (Ch&acirc;u &Acirc;u)</span></span></em></li>
	<li>
		<em><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">GEONET &ndash; GSI (Nhật Bản)</span></span></em></li>
</ul>
<p style="text-align: center;">
	<img alt="" src="/admin/webroot/upload/image/images/RINEX - GNSS DATA (665 x 295 px).png" style="width: 800px; height: 355px;" /></p>
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			'shortdes' => '<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đo kh&ocirc;ng gương (Non-Prism) tr&ecirc;n m&aacute;y to&agrave;n đạc l&agrave; g&igrave;? Khi n&agrave;o n&ecirc;n d&ugrave;ng, khi n&agrave;o kh&ocirc;ng n&ecirc;n d&ugrave;ng? Ph&acirc;n t&iacute;ch ưu nhược điểm, sai số giao hội v&agrave; khuyến nghị kỹ thuật khi đo Non-Prism tr&ecirc;n m&aacute;y to&agrave;n đạc.</span></span>',
			'content' => '<em><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trong thực tế thi c&ocirc;ng v&agrave; đo đạc, đo kh&ocirc;ng gương (Non-Prism) l&agrave; một t&iacute;nh năng rất hữu &iacute;ch của m&aacute;y to&agrave;n đạc, nhưng cũng tiềm ẩn nhiều rủi ro sai số nếu sử dụng kh&ocirc;ng đ&uacute;ng mục đ&iacute;ch. B&agrave;i viết dưới đ&acirc;y sẽ ph&acirc;n t&iacute;ch bản chất đo Non-Prism, phạm vi ứng dụng, ưu &ndash; nhược điểm, ảnh hưởng đến giao hội v&agrave; c&aacute;c khuyến nghị kỹ thuật cần tu&acirc;n thủ.</span></span></em><br />
<br />
<h2>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">1. Đo kh&ocirc;ng gương (Non-Prism) l&agrave; g&igrave;?</span></span></h2>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trong thực tế đo đạc, kh&ocirc;ng phải l&uacute;c n&agrave;o cũng c&oacute; thể đặt được gương phản xạ. C&aacute;c vị tr&iacute; như tường cao, taluy, v&aacute;ch hầm, kết cấu th&eacute;p, khu vực đang thi c&ocirc;ng hoặc nguy hiểm l&agrave; những trường hợp điển h&igrave;nh.<br />
Đo kh&ocirc;ng gương (Non-Prism) l&agrave; phương ph&aacute;p đo khoảng c&aacute;ch kh&ocirc;ng sử dụng gương phản xạ. M&aacute;y to&agrave;n đạc ph&aacute;t tia laser trực tiếp tới bề mặt mục ti&ecirc;u v&agrave; thu t&iacute;n hiệu phản hồi để x&aacute;c định khoảng c&aacute;ch v&agrave; tọa độ điểm đo.<br />
<br />
Phương ph&aacute;p n&agrave;y cho ph&eacute;p đo c&aacute;c vị tr&iacute;:</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kh&oacute; tiếp cận hoặc kh&ocirc;ng thể đặt gương.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kh&ocirc;ng an to&agrave;n để tiếp cận trực tiếp.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Cần đo nhanh hiện trạng m&agrave; kh&ocirc;ng bố tr&iacute; phụ trợ.</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">&nbsp;</span></span><br />
<h3>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">1.1 Ưu điểm của đo kh&ocirc;ng gương</span></span></h3>
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đo được c&aacute;c vị tr&iacute; &ldquo;bất khả thi&rdquo; với phương ph&aacute;p đo gương.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tăng mức độ an to&agrave;n cho người đo ngo&agrave;i c&ocirc;ng trường.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tiết kiệm thời gian đi gương, giảm nh&acirc;n lực.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Rất hiệu quả khi đo hiện trạng, kiểm tra h&igrave;nh học kết cấu.</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">&nbsp;</span></span>
<h3>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">1.2 Nhược điểm v&agrave; hạn chế kỹ thuật của Non-Prism</span></span></h3>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">B&ecirc;n cạnh ưu điểm, đo kh&ocirc;ng gương tồn tại nhiều hạn chế kỹ thuật cần hiểu r&otilde;:<br />
<br />
<strong>Phụ thuộc mạnh v&agrave;o bề mặt đo</strong></span></span>
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Bề mặt s&aacute;ng, phẳng, kh&ocirc; &rarr; đo xa hơn, ổn định hơn.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Bề mặt tối, th&ocirc;, ẩm, xi&ecirc;n g&oacute;c &rarr; tầm đo giảm r&otilde; rệt, sai số tăng.</span></span></li>
</ul>
<br />
<strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Độ ch&iacute;nh x&aacute;c thấp hơn đo gương</span></span></strong><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kh&ocirc;ng c&oacute; t&acirc;m phản xạ cố định như gương.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Sai số đo khoảng c&aacute;ch lớn hơn v&agrave; k&eacute;m ổn định hơn.</span></span></li>
</ul>
<br />
<strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hao pin hơn</span></span></strong><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đo Non-Prism li&ecirc;n tục ti&ecirc;u thụ pin nhiều hơn so với đo gương.</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">&nbsp;</span></span><br />
<p style="text-align: center;">
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/Thiết kế chưa có tên (40).png" style="width: 800px; height: 671px;" /></span></span></p>
<h3>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">1.3 Những lưu &yacute; quan trọng khi sử dụng đo kh&ocirc;ng gương</span></span></h3>
<br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kh&ocirc;ng sử dụng đo kh&ocirc;ng gương cho mốc khống chế.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kh&ocirc;ng d&ugrave;ng cho dẫn mốc, nghiệm thu ph&aacute;p l&yacute;.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Chỉ d&ugrave;ng cho đo hiện trạng, kiểm tra, tham khảo kỹ thuật.</span></span></li>
</ul>
<h3>
	<br />
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">1.4 Khoảng c&aacute;ch đo kh&ocirc;ng gương của một số d&ograve;ng m&aacute;y phổ biến</span></span></h3>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Khoảng c&aacute;ch c&ocirc;ng bố của nh&agrave; sản xuất thường được đo trong điều kiện ti&ecirc;u chuẩn:</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Leica FlexLine TS03 / TS07 / TS10: ~500 m / ~1000 m (t&ugrave;y cấu h&igrave;nh)</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Nikon N-Series: ~600 m</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Nikon XS-Series: ~800 m</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Topcon GM-100 Series: ~500 m</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Thực tế ngo&agrave;i c&ocirc;ng trường, khoảng c&aacute;ch đo thường ngắn hơn catalogue, phụ thuộc mạnh v&agrave;o bề mặt v&agrave; điều kiện m&ocirc;i trường.<br />
&nbsp;</span></span>
<h3>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">1.5 Khi n&agrave;o n&ecirc;n d&ugrave;ng đo kh&ocirc;ng gương?</span></span></h3>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đo kh&ocirc;ng gương ph&aacute;t huy hiệu quả trong c&aacute;c c&ocirc;ng việc:</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đo chi tiết ho&agrave;n c&ocirc;ng.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đo kiểm tra h&igrave;nh học kết cấu.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đo taluy, v&aacute;ch đứng, v&aacute;ch hầm.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đo c&aacute;c điểm nguy hiểm kh&ocirc;ng thể tiếp cận.</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">&gt; Đo kh&ocirc;ng gương l&agrave; c&ocirc;ng nghệ bổ trợ, kh&ocirc;ng phải để thay thế đo gương.<br />
&nbsp;</span></span>
<h2>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">2. Hỏi v&agrave; Đ&aacute;p: Đo kh&ocirc;ng gương &amp; sai số giao hội</span></span></h2>
<br />
<h3>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">2. 1 V&igrave; sao đo kh&ocirc;ng gương dễ g&acirc;y sai số khi giao hội?</span></span></h3>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">V&igrave; đo Non-Prism phụ thuộc v&agrave;o bề mặt phản xạ, kh&ocirc;ng c&oacute; t&acirc;m phản xạ cố định như gương.<br />
Trong b&agrave;i to&aacute;n giao hội, sai số nhỏ ở từng hướng bắn c&oacute; thể bị ph&oacute;ng đại tại điểm giao, khiến kết quả thiếu ổn định.<br />
&nbsp;</span></span>
<h3>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">2.2 Sai số giao hội khi d&ugrave;ng Non-Prism thường đến từ đ&acirc;u?</span></span></h3>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">C&aacute;c nguy&ecirc;n nh&acirc;n ch&iacute;nh:</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Bề mặt phản xạ kh&ocirc;ng phẳng, kh&ocirc;ng đồng nhất.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tia laser phản xạ kh&ocirc;ng c&ugrave;ng một điểm h&igrave;nh học.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">G&oacute;c bắn xi&ecirc;n, bắn v&agrave;o m&eacute;p cạnh hoặc bề mặt nhỏ.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Sai số đo khoảng c&aacute;ch lớn hơn so với đo gương.</span></span></li>
</ul>
<h3>
	<br />
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">2.3 Đo kh&ocirc;ng gương ảnh hưởng nhiều hơn đến giao hội g&oacute;c hay giao hội cạnh?</span></span></h3>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đo kh&ocirc;ng gương ảnh hưởng mạnh hơn đến giao hội cạnh, v&igrave;:</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Sai số đo khoảng c&aacute;ch của Non-Prism lớn hơn.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trong giao hội cạnh, sai số khoảng c&aacute;ch t&aacute;c động trực tiếp tới vị tr&iacute; điểm giao.</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Với giao hội g&oacute;c, sai số vẫn tồn tại nhưng &iacute;t phụ thuộc hơn v&agrave;o chất lượng phản xạ.<br />
&nbsp;</span></span>
<h3>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">2.4 V&igrave; sao giao hội nghịch đặc biệt nhạy cảm với đo kh&ocirc;ng gương?</span></span></h3>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trong giao hội nghịch:</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Điểm đặt m&aacute;y cần được x&aacute;c định rất ch&iacute;nh x&aacute;c.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kh&ocirc;ng x&aacute;c định được t&acirc;m phản xạ r&otilde; r&agrave;ng.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">C&aacute;c trạm c&oacute; thể &ldquo;nh&igrave;n&rdquo; v&agrave;o những điểm kh&aacute;c nhau tr&ecirc;n c&ugrave;ng một bề mặt.</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Điều n&agrave;y khiến sai số kh&oacute; kiểm so&aacute;t v&agrave; kh&oacute; ph&aacute;t hiện.<br />
&nbsp;</span></span>
<h3>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">2.5 C&oacute; thể giảm sai số khi buộc phải giao hội bằng Non-Prism kh&ocirc;ng?</span></span></h3>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">C&oacute; thể giảm rủi ro, nhưng kh&ocirc;ng loại bỏ ho&agrave;n to&agrave;n, bằng c&aacute;ch:</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Chọn bề mặt phẳng, s&aacute;ng, r&otilde; r&agrave;ng.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tr&aacute;nh bắn v&agrave;o m&eacute;p cạnh hoặc bề mặt nhỏ.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Ngắm vu&ocirc;ng g&oacute;c với bề mặt.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đo lặp nhiều lần để kiểm tra.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kết hợp kiểm tra ch&eacute;o bằng phương ph&aacute;p kh&aacute;c.</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Chỉ &aacute;p dụng cho đo tham khảo, kh&ocirc;ng d&ugrave;ng cho mốc.<br />
&nbsp;</span></span>
<h3>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">2.6&nbsp; Khi n&agrave;o tuyệt đối kh&ocirc;ng n&ecirc;n d&ugrave;ng Non-Prism cho giao hội?</span></span></h3>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kh&ocirc;ng sử dụng trong c&aacute;c trường hợp:</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Dẫn mốc tọa độ.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Thiết lập lưới khống chế.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Mốc ph&aacute;p l&yacute;, nghiệm thu c&ocirc;ng tr&igrave;nh.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">C&ocirc;ng việc y&ecirc;u cầu độ ch&iacute;nh x&aacute;c cao (cm &ndash; mm).</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">&nbsp;</span></span>
<h3>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">2.7 V&igrave; sao đo gương vẫn l&agrave; phương ph&aacute;p chuẩn cho giao hội?</span></span></h3>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">V&igrave; khi đo gương:</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">C&oacute; t&acirc;m phản xạ x&aacute;c định r&otilde; r&agrave;ng.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Sai số đo khoảng c&aacute;ch nhỏ v&agrave; ổn định.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">C&aacute;c trạm c&ugrave;ng x&aacute;c định một điểm h&igrave;nh học duy nhất.</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đ&acirc;y l&agrave; yếu tố then chốt trong c&aacute;c b&agrave;i to&aacute;n giao hội.<br />
&nbsp;</span></span>
<h3>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">2.8 C&oacute; n&ecirc;n coi đo kh&ocirc;ng gương l&agrave; phương ph&aacute;p thay thế đo gương?</span></span></h3>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kh&ocirc;ng. Đo kh&ocirc;ng gương l&agrave; giải ph&aacute;p bổ trợ, kh&ocirc;ng phải phương ph&aacute;p thay thế.<br />
<br />
Khuyến nghị n&ecirc;n tu&acirc;n thủ quy tắc kỹ thuật:</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">C&oacute; thể đặt gương &rarr; ưu ti&ecirc;n đo gương.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kh&ocirc;ng thể đặt gương &rarr; d&ugrave;ng Non-Prism đ&uacute;ng mục đ&iacute;ch.</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">&nbsp;<br />
&gt;&gt;&gt; Đo kh&ocirc;ng gương (Non-Prism) mang lại nhiều tiện lợi trong đo hiện trạng v&agrave; c&aacute;c vị tr&iacute; kh&oacute; tiếp cận, tuy nhi&ecirc;n phương ph&aacute;p n&agrave;y nhạy cảm với sai số, đặc biệt trong c&aacute;c b&agrave;i to&aacute;n giao hội.<br />
Trong thực tế, giao hội thuận c&oacute; thể c&acirc;n nhắc sử dụng đo kh&ocirc;ng gương cho mục đ&iacute;ch tham khảo, khi điều kiện bề mặt cho ph&eacute;p. Ngược lại, giao hội nghịch kh&ocirc;ng được khuyến nghị sử dụng Non-Prism do sai số kh&oacute; kiểm so&aacute;t.&nbsp;Đối với c&aacute;c c&ocirc;ng việc thiết lập lưới khống chế, dẫn mốc tọa độ v&agrave; hồ sơ ph&aacute;p l&yacute;, việc đo bằng gương phản xạ l&agrave; bắt buộc để đảm bảo độ ch&iacute;nh x&aacute;c v&agrave; gi&aacute; trị ph&aacute;p l&yacute; của số liệu.</span></span><br />
<br />
<p style="text-align: center;">
	<img alt="" src="/admin/webroot/upload/image/images/CHỌN ANH TÀI (16).png" style="width: 800px; height: 618px;" /></p>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">&nbsp;</span></span>',
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			'shortdes' => '<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đo kh&ocirc;ng gương (Non-Prism) tr&ecirc;n m&aacute;y to&agrave;n đạc l&agrave; g&igrave;? Khi n&agrave;o n&ecirc;n d&ugrave;ng, khi n&agrave;o kh&ocirc;ng n&ecirc;n d&ugrave;ng? Ph&acirc;n t&iacute;ch ưu nhược điểm, sai số giao hội v&agrave; khuyến nghị kỹ thuật khi đo Non-Prism tr&ecirc;n m&aacute;y to&agrave;n đạc.</span></span>',
			'content' => '<em><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trong thực tế thi c&ocirc;ng v&agrave; đo đạc, đo kh&ocirc;ng gương (Non-Prism) l&agrave; một t&iacute;nh năng rất hữu &iacute;ch của m&aacute;y to&agrave;n đạc, nhưng cũng tiềm ẩn nhiều rủi ro sai số nếu sử dụng kh&ocirc;ng đ&uacute;ng mục đ&iacute;ch. B&agrave;i viết dưới đ&acirc;y sẽ ph&acirc;n t&iacute;ch bản chất đo Non-Prism, phạm vi ứng dụng, ưu &ndash; nhược điểm, ảnh hưởng đến giao hội v&agrave; c&aacute;c khuyến nghị kỹ thuật cần tu&acirc;n thủ.</span></span></em><br />
<h2>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">1. Đo kh&ocirc;ng gương (Non-Prism) l&agrave; g&igrave;?</span></span></h2>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trong thực tế đo đạc, kh&ocirc;ng phải l&uacute;c n&agrave;o cũng c&oacute; thể đặt được gương phản xạ. C&aacute;c vị tr&iacute; như tường cao, taluy, v&aacute;ch hầm, kết cấu th&eacute;p, khu vực đang thi c&ocirc;ng hoặc nguy hiểm l&agrave; những trường hợp điển h&igrave;nh.<br />
Đo kh&ocirc;ng gương (Non-Prism) l&agrave; phương ph&aacute;p đo khoảng c&aacute;ch kh&ocirc;ng sử dụng gương phản xạ. M&aacute;y to&agrave;n đạc ph&aacute;t tia laser trực tiếp tới bề mặt mục ti&ecirc;u v&agrave; thu t&iacute;n hiệu phản hồi để x&aacute;c định khoảng c&aacute;ch v&agrave; tọa độ điểm đo.<br />
<br />
Phương ph&aacute;p n&agrave;y cho ph&eacute;p đo c&aacute;c vị tr&iacute;:</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kh&oacute; tiếp cận hoặc kh&ocirc;ng thể đặt gương.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kh&ocirc;ng an to&agrave;n để tiếp cận trực tiếp.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Cần đo nhanh hiện trạng m&agrave; kh&ocirc;ng bố tr&iacute; phụ trợ.</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">&nbsp;</span></span><br />
<h3>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">1.1 Ưu điểm của đo kh&ocirc;ng gương</span></span></h3>
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đo được c&aacute;c vị tr&iacute; &ldquo;bất khả thi&rdquo; với phương ph&aacute;p đo gương.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tăng mức độ an to&agrave;n cho người đo ngo&agrave;i c&ocirc;ng trường.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tiết kiệm thời gian đi gương, giảm nh&acirc;n lực.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Rất hiệu quả khi đo hiện trạng, kiểm tra h&igrave;nh học kết cấu.</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">&nbsp;</span></span>
<h3>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">1.2 Nhược điểm v&agrave; hạn chế kỹ thuật của Non-Prism</span></span></h3>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">B&ecirc;n cạnh ưu điểm, đo kh&ocirc;ng gương tồn tại nhiều hạn chế kỹ thuật cần hiểu r&otilde;:<br />
<br />
<strong>Phụ thuộc mạnh v&agrave;o bề mặt đo</strong></span></span>
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Bề mặt s&aacute;ng, phẳng, kh&ocirc; &rarr; đo xa hơn, ổn định hơn.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Bề mặt tối, th&ocirc;, ẩm, xi&ecirc;n g&oacute;c &rarr; tầm đo giảm r&otilde; rệt, sai số tăng.</span></span></li>
</ul>
<strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Độ ch&iacute;nh x&aacute;c thấp hơn đo gương</span></span></strong><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kh&ocirc;ng c&oacute; t&acirc;m phản xạ cố định như gương.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Sai số đo khoảng c&aacute;ch lớn hơn v&agrave; k&eacute;m ổn định hơn.</span></span></li>
</ul>
<strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hao pin hơn</span></span></strong><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đo Non-Prism li&ecirc;n tục ti&ecirc;u thụ pin nhiều hơn so với đo gương.</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">&nbsp;</span></span><br />
<p style="text-align: center;">
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/Thiết kế chưa có tên (40).png" style="width: 800px; height: 671px;" /></span></span></p>
<h3>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">1.3 Những lưu &yacute; quan trọng khi sử dụng đo kh&ocirc;ng gương</span></span></h3>
<br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kh&ocirc;ng sử dụng đo kh&ocirc;ng gương cho mốc khống chế.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kh&ocirc;ng d&ugrave;ng cho dẫn mốc, nghiệm thu ph&aacute;p l&yacute;.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Chỉ d&ugrave;ng cho đo hiện trạng, kiểm tra, tham khảo kỹ thuật.</span></span></li>
</ul>
<h3>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">1.4 Khoảng c&aacute;ch đo kh&ocirc;ng gương của một số d&ograve;ng m&aacute;y phổ biến</span></span></h3>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Khoảng c&aacute;ch c&ocirc;ng bố của nh&agrave; sản xuất thường được đo trong điều kiện ti&ecirc;u chuẩn:</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Leica FlexLine TS03 / TS07 / TS10: ~500 m / ~1000 m (t&ugrave;y cấu h&igrave;nh)</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Nikon N-Series: ~600 m</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Nikon XS-Series: ~800 m</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Topcon GM-100 Series: ~500 m</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Thực tế ngo&agrave;i c&ocirc;ng trường, khoảng c&aacute;ch đo thường ngắn hơn catalogue, phụ thuộc mạnh v&agrave;o bề mặt v&agrave; điều kiện m&ocirc;i trường.<br />
&nbsp;</span></span>
<h3>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">1.5 Khi n&agrave;o n&ecirc;n d&ugrave;ng đo kh&ocirc;ng gương?</span></span></h3>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đo kh&ocirc;ng gương ph&aacute;t huy hiệu quả trong c&aacute;c c&ocirc;ng việc:</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đo chi tiết ho&agrave;n c&ocirc;ng.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đo kiểm tra h&igrave;nh học kết cấu.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đo taluy, v&aacute;ch đứng, v&aacute;ch hầm.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đo c&aacute;c điểm nguy hiểm kh&ocirc;ng thể tiếp cận.</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">&gt; Đo kh&ocirc;ng gương l&agrave; c&ocirc;ng nghệ bổ trợ, kh&ocirc;ng phải để thay thế đo gương.<br />
&nbsp;</span></span>
<h2>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">2. Hỏi v&agrave; Đ&aacute;p: Đo kh&ocirc;ng gương &amp; sai số giao hội</span></span></h2>
<h3>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">2. 1 V&igrave; sao đo kh&ocirc;ng gương dễ g&acirc;y sai số khi giao hội?</span></span></h3>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">V&igrave; đo Non-Prism phụ thuộc v&agrave;o bề mặt phản xạ, kh&ocirc;ng c&oacute; t&acirc;m phản xạ cố định như gương.<br />
Trong b&agrave;i to&aacute;n giao hội, sai số nhỏ ở từng hướng bắn c&oacute; thể bị ph&oacute;ng đại tại điểm giao, khiến kết quả thiếu ổn định.<br />
&nbsp;</span></span>
<h3>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">2.2 Sai số giao hội khi d&ugrave;ng Non-Prism thường đến từ đ&acirc;u?</span></span></h3>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">C&aacute;c nguy&ecirc;n nh&acirc;n ch&iacute;nh:</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Bề mặt phản xạ kh&ocirc;ng phẳng, kh&ocirc;ng đồng nhất.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tia laser phản xạ kh&ocirc;ng c&ugrave;ng một điểm h&igrave;nh học.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">G&oacute;c bắn xi&ecirc;n, bắn v&agrave;o m&eacute;p cạnh hoặc bề mặt nhỏ.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Sai số đo khoảng c&aacute;ch lớn hơn so với đo gương.</span></span></li>
</ul>
<h3>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">2.3 Đo kh&ocirc;ng gương ảnh hưởng nhiều hơn đến giao hội g&oacute;c hay giao hội cạnh?</span></span></h3>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đo kh&ocirc;ng gương ảnh hưởng mạnh hơn đến giao hội cạnh, v&igrave;:</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Sai số đo khoảng c&aacute;ch của Non-Prism lớn hơn.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trong giao hội cạnh, sai số khoảng c&aacute;ch t&aacute;c động trực tiếp tới vị tr&iacute; điểm giao.</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Với giao hội g&oacute;c, sai số vẫn tồn tại nhưng &iacute;t phụ thuộc hơn v&agrave;o chất lượng phản xạ.<br />
&nbsp;</span></span>
<h3>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">2.4 V&igrave; sao giao hội nghịch đặc biệt nhạy cảm với đo kh&ocirc;ng gương?</span></span></h3>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trong giao hội nghịch:</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Điểm đặt m&aacute;y cần được x&aacute;c định rất ch&iacute;nh x&aacute;c.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kh&ocirc;ng x&aacute;c định được t&acirc;m phản xạ r&otilde; r&agrave;ng.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">C&aacute;c trạm c&oacute; thể &ldquo;nh&igrave;n&rdquo; v&agrave;o những điểm kh&aacute;c nhau tr&ecirc;n c&ugrave;ng một bề mặt.</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Điều n&agrave;y khiến sai số kh&oacute; kiểm so&aacute;t v&agrave; kh&oacute; ph&aacute;t hiện.<br />
&nbsp;</span></span>
<h3>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">2.5 C&oacute; thể giảm sai số khi buộc phải giao hội bằng Non-Prism kh&ocirc;ng?</span></span></h3>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">C&oacute; thể giảm rủi ro, nhưng kh&ocirc;ng loại bỏ ho&agrave;n to&agrave;n, bằng c&aacute;ch:</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Chọn bề mặt phẳng, s&aacute;ng, r&otilde; r&agrave;ng.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tr&aacute;nh bắn v&agrave;o m&eacute;p cạnh hoặc bề mặt nhỏ.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Ngắm vu&ocirc;ng g&oacute;c với bề mặt.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đo lặp nhiều lần để kiểm tra.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kết hợp kiểm tra ch&eacute;o bằng phương ph&aacute;p kh&aacute;c.</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Chỉ &aacute;p dụng cho đo tham khảo, kh&ocirc;ng d&ugrave;ng cho mốc.<br />
&nbsp;</span></span>
<h3>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">2.6&nbsp; Khi n&agrave;o tuyệt đối kh&ocirc;ng n&ecirc;n d&ugrave;ng Non-Prism cho giao hội?</span></span></h3>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kh&ocirc;ng sử dụng trong c&aacute;c trường hợp:</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Dẫn mốc tọa độ.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Thiết lập lưới khống chế.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Mốc ph&aacute;p l&yacute;, nghiệm thu c&ocirc;ng tr&igrave;nh.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">C&ocirc;ng việc y&ecirc;u cầu độ ch&iacute;nh x&aacute;c cao (cm &ndash; mm).</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">&nbsp;</span></span>
<h3>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">2.7 V&igrave; sao đo gương vẫn l&agrave; phương ph&aacute;p chuẩn cho giao hội?</span></span></h3>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">V&igrave; khi đo gương:</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">C&oacute; t&acirc;m phản xạ x&aacute;c định r&otilde; r&agrave;ng.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Sai số đo khoảng c&aacute;ch nhỏ v&agrave; ổn định.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">C&aacute;c trạm c&ugrave;ng x&aacute;c định một điểm h&igrave;nh học duy nhất.</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đ&acirc;y l&agrave; yếu tố then chốt trong c&aacute;c b&agrave;i to&aacute;n giao hội.<br />
&nbsp;</span></span>
<h3>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">2.8 C&oacute; n&ecirc;n coi đo kh&ocirc;ng gương l&agrave; phương ph&aacute;p thay thế đo gương?</span></span></h3>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kh&ocirc;ng. Đo kh&ocirc;ng gương l&agrave; giải ph&aacute;p bổ trợ, kh&ocirc;ng phải phương ph&aacute;p thay thế.<br />
<br />
Khuyến nghị n&ecirc;n tu&acirc;n thủ quy tắc kỹ thuật:</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">C&oacute; thể đặt gương &rarr; ưu ti&ecirc;n đo gương.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kh&ocirc;ng thể đặt gương &rarr; d&ugrave;ng Non-Prism đ&uacute;ng mục đ&iacute;ch.</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">&nbsp;<br />
&gt;&gt;&gt; Đo kh&ocirc;ng gương (Non-Prism) mang lại nhiều tiện lợi trong đo hiện trạng v&agrave; c&aacute;c vị tr&iacute; kh&oacute; tiếp cận, tuy nhi&ecirc;n phương ph&aacute;p n&agrave;y nhạy cảm với sai số, đặc biệt trong c&aacute;c b&agrave;i to&aacute;n giao hội.<br />
Trong thực tế, giao hội thuận c&oacute; thể c&acirc;n nhắc sử dụng đo kh&ocirc;ng gương cho mục đ&iacute;ch tham khảo, khi điều kiện bề mặt cho ph&eacute;p. Ngược lại, giao hội nghịch kh&ocirc;ng được khuyến nghị sử dụng Non-Prism do sai số kh&oacute; kiểm so&aacute;t.&nbsp;Đối với c&aacute;c c&ocirc;ng việc thiết lập lưới khống chế, dẫn mốc tọa độ v&agrave; hồ sơ ph&aacute;p l&yacute;, việc đo bằng gương phản xạ l&agrave; bắt buộc để đảm bảo độ ch&iacute;nh x&aacute;c v&agrave; gi&aacute; trị ph&aacute;p l&yacute; của số liệu.</span></span><br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">&nbsp;</span></span>',
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			'shortdes' => '<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Leica TS20 l&agrave; d&ograve;ng m&aacute;y to&agrave;n đạc điện tử robot cao cấp của Leica Geosystems, được thiết kế để đ&aacute;p ứng c&aacute;c y&ecirc;u cầu khắt khe trong khảo s&aacute;t, thi c&ocirc;ng hạ tầng, đo vẽ bản đồ v&agrave; x&acirc;y dựng c&ocirc;ng nghiệp. Leica TS20 tập trung v&agrave;o tự động h&oacute;a, độ ổn định v&agrave; độ ch&iacute;nh x&aacute;c cao, gi&uacute;p tối ưu thao t&aacute;c hiện trường v&agrave; n&acirc;ng cao hiệu suất l&agrave;m việc trong mọi điều kiện c&ocirc;ng trường phức tạp.</span></span>',
			'content' => '<p>
	<span style="font-family:tahoma,geneva,sans-serif;"><span style="font-size:14px;"><em>Leica TS20 l&agrave; d&ograve;ng m&aacute;y to&agrave;n đạc điện tử robot cao cấp của Leica Geosystems, được ph&aacute;t triển cho c&aacute;c c&ocirc;ng việc khảo s&aacute;t, thi c&ocirc;ng hạ tầng, đo vẽ bản đồ v&agrave; x&acirc;y dựng c&ocirc;ng nghiệp. D&ograve;ng m&aacute;y n&agrave;y tập trung v&agrave;o tự động h&oacute;a, độ ổn định v&agrave; độ ch&iacute;nh x&aacute;c cao, gi&uacute;p tối ưu thao t&aacute;c hiện trường v&agrave; n&acirc;ng cao hiệu suất l&agrave;m việc trong điều kiện c&ocirc;ng trường phức tạp.</em><br />
	<br />
	Trong thực tế triển khai, Leica TS20 được cung cấp với nhiều cấu h&igrave;nh t&iacute;nh năng kh&aacute;c nhau nhằm đ&aacute;p ứng đa dạng nhu cầu sử dụng. Tr&ecirc;n thị trường v&agrave; trong t&agrave;i liệu kỹ thuật, c&aacute;c cấu h&igrave;nh n&agrave;y thường được ph&acirc;n nh&oacute;m như sau:</span></span></p>
<ul>
	<li>
		<span style="font-family:tahoma,geneva,sans-serif;"><span style="font-size:14px;">Auto Aiming (<strong>TS20 A</strong>): Hỗ trợ tự động ngắm gương (ATR).</span></span></li>
	<li>
		<span style="font-family:tahoma,geneva,sans-serif;"><span style="font-size:14px;">PowerSearch (<strong>TS20 P</strong>): Bổ sung khả năng tự động t&igrave;m gương.</span></span></li>
	<li>
		<span style="font-family:tahoma,geneva,sans-serif;"><span style="font-size:14px;">Imaging (<strong>TS20 I</strong>): T&iacute;ch hợp camera v&agrave; c&aacute;c thuật to&aacute;n AI hỗ trợ đo đạc, cho ph&eacute;p nhận dạng mục ti&ecirc;u, theo d&otilde;i chuyển động v&agrave; thu điểm bằng h&igrave;nh ảnh trong m&ocirc;i trường phức tạp.</span></span></li>
</ul>
<p>
	<br />
	<span style="font-family:tahoma,geneva,sans-serif;"><span style="font-size:14px;">B&ecirc;n cạnh c&aacute;c cấu h&igrave;nh t&iacute;nh năng, Leica TS20 c&ograve;n c&oacute; c&aacute;c t&ugrave;y chọn kỹ thuật chung, bao gồm:</span></span></p>
<ul>
	<li>
		<span style="font-family:tahoma,geneva,sans-serif;"><span style="font-size:14px;">Độ ch&iacute;nh x&aacute;c đo g&oacute;c: 1&Prime; / 2&Prime; / 3&Prime; / 5&Prime;</span></span></li>
	<li>
		<span style="font-family:tahoma,geneva,sans-serif;"><span style="font-size:14px;">Tầm đo kh&ocirc;ng gương (EDM): 800 m hoặc 1600 m</span></span></li>
</ul>
<p>
	<br />
	<span style="font-family:tahoma,geneva,sans-serif;"><span style="font-size:14px;">Mức độ tự động h&oacute;a v&agrave; hỗ trợ AI phụ thuộc v&agrave;o cấu h&igrave;nh được lựa chọn, trong đ&oacute; TS20 I l&agrave; cấu h&igrave;nh cao cấp nhất, ph&ugrave; hợp cho c&aacute;c dự &aacute;n y&ecirc;u cầu hiệu suất, độ tin cậy v&agrave; kiểm so&aacute;t chất lượng cao.</span></span><br />
	&nbsp;</p>
<p style="text-align: center;">
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/Leica-TS20-Application-Tunnel-300dpi-2-2048x1365.jpg" style="width: 800px; height: 533px;" /></span></span></p>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Leica TS20I &ndash; Phi&ecirc;n bản t&iacute;ch hợp Camera &amp; AI</strong><br />
<br />
Chỉ phi&ecirc;n bản TS20I (Imaging) mới được Leica trang bị camera v&agrave; c&aacute;c thuật to&aacute;n AI hỗ trợ đo đạc, gi&uacute;p n&acirc;ng tầm hiệu quả khảo s&aacute;t hiện đại.<br />
<br />
<strong>AI &ndash; C&ocirc;ng nghệ tạo kh&aacute;c biệt tr&ecirc;n TS20I.</strong><br />
<br />
Tr&ecirc;n TS20I, Leica ứng dụng AI kết hợp camera v&agrave; thuật to&aacute;n xử l&yacute; th&ocirc;ng minh, cho ph&eacute;p:</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Nhận dạng mục ti&ecirc;u ch&iacute;nh x&aacute;c hơn.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Theo d&otilde;i chuyển động mục ti&ecirc;u ổn định hơn.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hạn chế nhầm lẫn trong m&ocirc;i trường nhiều vật phản xạ.</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">C&aacute;c xử l&yacute; n&agrave;y được thực hiện trực tiếp tr&ecirc;n thiết bị, gi&uacute;p đảm bảo tốc độ, độ ổn định v&agrave; an to&agrave;n dữ liệu khi l&agrave;m việc ngo&agrave;i hiện trường.<br />
&nbsp;<br />
<strong>AI-Detect &ndash; Nhận dạng gương &amp; cảnh b&aacute;o sai cấu h&igrave;nh (TS20I)</strong><br />
<br />
Sai loại gương l&agrave; nguy&ecirc;n nh&acirc;n phổ biến g&acirc;y sai offset v&agrave; sai số đo.&nbsp;AI-Detect (chỉ c&oacute; tr&ecirc;n TS20I) sử dụng camera để:</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Nhận dạng loại gương Leica đang đo.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">So s&aacute;nh với cấu h&igrave;nh gương trong Leica Captivate.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Cảnh b&aacute;o ngay khi ph&aacute;t hiện kh&ocirc;ng khớp.</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">T&iacute;nh năng n&agrave;y gi&uacute;p:</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Giảm lỗi chủ quan.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tr&aacute;nh đo sai &ndash; l&agrave;m lại.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">N&acirc;ng cao độ tin cậy dữ liệu thi c&ocirc;ng.</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">&nbsp;<br />
<strong>AI-Follow (Dynamic Lock n&acirc;ng cao) &ndash; Theo d&otilde;i mục ti&ecirc;u mượt m&agrave;</strong><br />
<br />
Tr&ecirc;n TS20I, AI hỗ trợ khả năng dự đo&aacute;n chuyển động của lăng k&iacute;nh khi:</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Bị che khuất tạm thời.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Di chuyển trong m&ocirc;i trường đ&ocirc;ng người, m&aacute;y m&oacute;c.</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Nhờ đ&oacute;, TS20I gi&uacute;p:</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kh&oacute;a lại mục ti&ecirc;u nhanh hơn.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hạn chế mất tia.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Giữ qu&aacute; tr&igrave;nh đo li&ecirc;n tục, ổn định.</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">&nbsp;<br />
<strong>AI tăng cường ATR &amp; PowerSearch (TS20I)</strong><br />
<br />
Thuật to&aacute;n AI gi&uacute;p ATR v&agrave; PowerSearch tr&ecirc;n TS20I hoạt động hiệu quả hơn trong c&aacute;c điều kiện kh&oacute;:</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Sương m&ugrave; nhẹ, mưa bụi.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Gương che khuất một phần.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Nhiều điểm phản xạ trong v&ugrave;ng qu&eacute;t.</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đ&acirc;y l&agrave; kh&aacute;c biệt lớn giữa TS20I v&agrave; TS20A / TS20P.</span></span><br />
<p style="text-align: center;">
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/Leica-TS20-Application-Cadastral-Surveying-300dpi-15-1-2048x1365.jpg" style="width: 800px; height: 533px;" /></span></span></p>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">&nbsp;<br />
<strong>C&aacute;c thế mạnh chung của d&ograve;ng Leica TS20</strong><br />
<br />
B&ecirc;n cạnh AI tr&ecirc;n TS20I, to&agrave;n bộ d&ograve;ng TS20 vẫn kế thừa những gi&aacute; trị cốt l&otilde;i của Leica:</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Độ ch&iacute;nh x&aacute;c đo g&oacute;c &amp; khoảng c&aacute;ch cao,</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Động cơ Direct Drives nhanh, &ecirc;m, kh&ocirc;ng ma s&aacute;t,</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Phần mềm Leica Captivate trực quan, dễ thao t&aacute;c,</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Ph&iacute;m Trigger đo nhanh,</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Lưu trữ dữ liệu lớn, xuất file linh hoạt,</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kết cấu bền bỉ, chuẩn c&ocirc;ng trường,</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Dọi t&acirc;m laser/quang học ch&iacute;nh x&aacute;c.</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">&nbsp;<br />
<strong>Lợi &iacute;ch thực tế khi sử dụng Leica TS20</strong></span></span><br />
<br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tăng tốc độ đo &amp; bố tr&iacute; c&ocirc;ng tr&igrave;nh,</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Giảm nh&acirc;n lực vận h&agrave;nh,</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hạn chế sai s&oacute;t hiện trường,</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Dữ liệu ổn định, đ&aacute;ng tin cậy,</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Ph&ugrave; hợp từ khảo s&aacute;t địa h&igrave;nh đến thi c&ocirc;ng c&ocirc;ng tr&igrave;nh lớn.</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">&nbsp;</span></span><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">&nbsp;<br />
<strong>BẢNG SO S&Aacute;NH: TS20A vs TS20P vs TS20I</strong></span></span><br />
<br />
<br />
<table border="0" cellpadding="0" style="width: 100%">
	<thead>
		<tr>
			<th>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>T&iacute;nh năng / Chức năng</strong></span></span><br />
				&nbsp;</th>
			<th>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>TS20A</strong><br />
				<strong>(Auto Aiming)</strong></span></span><br />
				&nbsp;</th>
			<th>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>TS20P</strong><br />
				<strong>(PowerSearch)</strong></span></span><br />
				&nbsp;</th>
			<th>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>TS20I</strong><br />
				<strong>(Imaging/ Camera &amp; AI)</strong></span></span><br />
				&nbsp;</th>
		</tr>
	</thead>
	<tbody>
		<tr>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Tự động ngắm mục ti&ecirc;u (ATR)</span></span></td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">C&oacute;<br />
				(ATR ti&ecirc;u chuẩn)</span></span></td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">C&oacute;<br />
				(ATR ti&ecirc;u chuẩn)</span></span></td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">C&oacute;<br />
				(ATR tăng cường nhờ camera &amp; thuật to&aacute;n)</span></span></td>
		</tr>
		<tr>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Tự động t&igrave;m gương (PowerSearch)</span></span></td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Kh&ocirc;ng</span></span></td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">C&oacute;</span></span></td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">C&oacute;<br />
				(kết hợp camera &amp; thuật to&aacute;n n&acirc;ng cao)</span></span></td>
		</tr>
		<tr>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Camera t&iacute;ch hợp</span></span></td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Kh&ocirc;ng</span></span></td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Kh&ocirc;ng</span></span></td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">C&oacute;</span></span></td>
		</tr>
		<tr>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Thu điểm bằng h&igrave;nh ảnh</span></span></td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Kh&ocirc;ng</span></span></td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Kh&ocirc;ng</span></span></td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">C&oacute;</span></span></td>
		</tr>
		<tr>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Nhận dạng mục ti&ecirc;u / gương (AI-Detect)</span></span></td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Kh&ocirc;ng</span></span></td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Kh&ocirc;ng</span></span></td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">C&oacute;</span></span></td>
		</tr>
		<tr>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Theo d&otilde;i mục ti&ecirc;u di chuyển (Dynamic Lock)</span></span></td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Kh&ocirc;ng</span></span></td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Kh&ocirc;ng</span></span></td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">C&oacute;</span></span></td>
		</tr>
		<tr>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Khả năng giữ b&aacute;m khi mục ti&ecirc;u<br />
				che khuất ngắn hạn</span></span></td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Kh&ocirc;ng</span></span></td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Kh&ocirc;ng</span></span></td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">C&oacute; (AI-Follow)</span></span></td>
		</tr>
		<tr>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">L&agrave;m việc hiệu quả trong m&ocirc;i trường<br />
				nhiều phản xạ</span></span></td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Ti&ecirc;u chuẩn</span></span></td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Ti&ecirc;u chuẩn</span></span></td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Tối ưu hơn nhờ camera &amp; thuật to&aacute;n</span></span></td>
		</tr>
		<tr>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Mức độ tự động h&oacute;a</span></span></td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Cơ bản</span></span></td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Trung b&igrave;nh</span></span></td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Cao nhất</span></span></td>
		</tr>
		<tr>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Hỗ trợ đo kh&ocirc;ng người<br />
				(one-man operation)</span></span></td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">C&oacute;</span></span></td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">C&oacute;</span></span></td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">C&oacute; (ổn định nhất)</span></span></td>
		</tr>
		<tr>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Phần mềm vận h&agrave;nh</span></span></td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Leica Captivate</span></span></td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Leica Captivate</span></span></td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Leica Captivate</span></span></td>
		</tr>
		<tr>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Ứng dụng ph&ugrave; hợp</span></span></td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Đo topo, bố tr&iacute; cơ bản</span></span></td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Đo nhanh, nhiều trạm</span></span></td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Quan trắc, đo phức tạp</span></span></td>
		</tr>
	</tbody>
</table>
<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">&nbsp;</span></span><br />
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">&gt; Xem th&ecirc;m Cataloge TS20: <a href="https://drive.google.com/file/d/1KRyhFd21zOZpYZFqy6uUF-xJFJkJJGmE/view?usp=sharing">TẠI Đ&Acirc;Y</a></span></span><br />
&nbsp;&nbsp;<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">&nbsp;</span></span><br />
<div style="text-align: start;">
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<span style="color: rgb(51, 51, 51); font-family: tahoma, geneva, sans-serif; font-size: 14px; text-align: justify;">&nbsp;</span>',
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			'name' => 'Kiểm tra cao độ sàn nhà xưởng bằng máy thủy bình – Giải pháp chính xác cho thi công công nghiệp!',
			'code' => null,
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			'cat_id' => '40',
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			'shortdes' => '<p data-end="637" data-start="299">
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trong x&acirc;y dựng nh&agrave; xưởng, nh&agrave; m&aacute;y v&agrave; khu c&ocirc;ng nghiệp, kiểm tra cao độ s&agrave;n l&agrave; c&ocirc;ng t&aacute;c bắt buộc nhằm đảm bảo độ phẳng, cao độ đồng nhất v&agrave; khả năng tho&aacute;t nước đ&uacute;ng thiết kế.&nbsp;Chỉ một sai số nhỏ v&agrave;i milimet cũng c&oacute; thể ảnh hưởng đến vận h&agrave;nh m&aacute;y m&oacute;c, lưu th&ocirc;ng xe n&acirc;ng, tuổi thọ s&agrave;n b&ecirc; t&ocirc;ng v&agrave; chất lượng nghiệm thu c&ocirc;ng tr&igrave;nh.&nbsp;Ch&iacute;nh v&igrave; vậy, m&aacute;y thủy b&igrave;nh lu&ocirc;n l&agrave; thiết bị được kỹ sư trắc địa &ndash; x&acirc;y dựng tin d&ugrave;ng để kiểm tra cao độ s&agrave;n nh&agrave; xưởng với độ ch&iacute;nh x&aacute;c v&agrave; độ ổn định cao.<br />
	&nbsp;</span></span></p>
',
			'content' => '<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><em>Trong x&acirc;y dựng nh&agrave; xưởng, nh&agrave; m&aacute;y v&agrave; khu c&ocirc;ng nghiệp, kiểm tra cao độ s&agrave;n l&agrave; c&ocirc;ng t&aacute;c bắt buộc nhằm đảm bảo độ phẳng, cao độ đồng nhất v&agrave; khả năng tho&aacute;t nước đ&uacute;ng thiết kế.&nbsp;Chỉ một sai số nhỏ v&agrave;i milimet cũng c&oacute; thể ảnh hưởng đến vận h&agrave;nh m&aacute;y m&oacute;c, lưu th&ocirc;ng xe n&acirc;ng, tuổi thọ s&agrave;n b&ecirc; t&ocirc;ng v&agrave; chất lượng nghiệm thu c&ocirc;ng tr&igrave;nh.&nbsp;Ch&iacute;nh v&igrave; vậy, m&aacute;y thủy b&igrave;nh lu&ocirc;n l&agrave; thiết bị được kỹ sư trắc địa &ndash; x&acirc;y dựng tin d&ugrave;ng để kiểm tra cao độ s&agrave;n nh&agrave; xưởng nhờ độ ch&iacute;nh x&aacute;c cao v&agrave; t&iacute;nh ổn định l&acirc;u d&agrave;i.<br />
&nbsp;</em></span></span>
<h2>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">1. Tại sao cần kiểm tra cao độ s&agrave;n nh&agrave; xưởng?</span></span></h2>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đo cao độ s&agrave;n bằng m&aacute;y thủy b&igrave;nh gi&uacute;p:</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đảm bảo cao độ v&agrave; độ phẳng đ&uacute;ng hồ sơ thiết kế</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Ph&aacute;t hiện kịp thời c&aacute;c điểm lồi &ndash; l&otilde;m để xử l&yacute; trước khi ho&agrave;n thiện</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Phục vụ c&ocirc;ng t&aacute;c nghiệm thu s&agrave;n b&ecirc; t&ocirc;ng theo ti&ecirc;u chuẩn kỹ thuật</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hạn chế chi ph&iacute; sửa chữa sau khi c&ocirc;ng tr&igrave;nh đưa v&agrave;o sử dụng</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trong thực tế, một số đơn vị sử dụng m&aacute;y c&acirc;n mực laser để kiểm tra cao độ. Tuy nhi&ecirc;n, phương ph&aacute;p n&agrave;y chỉ ph&ugrave; hợp cho khu vực nhỏ.&nbsp;Với nh&agrave; xưởng c&oacute; diện t&iacute;ch lớn, tia laser dễ bị ph&acirc;n t&aacute;n khi chiếu xa, l&agrave;m tăng sai số (c&oacute; thể 5&ndash;10 mm), g&acirc;y kh&oacute; khăn trong kiểm so&aacute;t chất lượng v&agrave; nghiệm thu.<br />
<br />
M&aacute;y thủy b&igrave;nh quang học, với nguy&ecirc;n l&yacute; tia ngắm nằm ngang v&agrave; độ ph&oacute;ng đại ống k&iacute;nh, cho kết quả ổn định v&agrave; tin cậy hơn tr&ecirc;n diện t&iacute;ch s&agrave;n lớn.<br />
&nbsp;</span></span><br />
<p style="text-align: center;">
	<img alt="" src="/admin/webroot/upload/image/images/nhà xưởng(1).jpg" style="width: 512px; height: 302px;" /></p>
<h2>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">2. Ưu điểm của m&aacute;y thủy b&igrave;nh trong kiểm tra cao độ s&agrave;n</span></span></h2>
<br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Độ ch&iacute;nh x&aacute;c cao: sai số khoảng 1&ndash;2 mm/1 km đo kh&eacute;p</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hoạt động ổn định trong nhiều điều kiện &aacute;nh s&aacute;ng</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đọc số trực tiếp tr&ecirc;n mia, hạn chế sai số chủ quan</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Ph&ugrave; hợp đo li&ecirc;n tục nhiều điểm tr&ecirc;n mặt s&agrave;n nh&agrave; xưởng</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Nhờ c&aacute;c ưu điểm n&agrave;y, m&aacute;y thủy b&igrave;nh vẫn l&agrave; thiết bị ti&ecirc;u chuẩn trong kiểm tra cao độ s&agrave;n c&ocirc;ng nghiệp.<br />
&nbsp;</span></span><br />
<h2>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">3. Ti&ecirc;u ch&iacute; lựa chọn m&aacute;y thủy b&igrave;nh đo s&agrave;n nh&agrave; xưởng</span></span></h2>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Để đảm bảo sai số đo trong giới hạn cho ph&eacute;p (&plusmn;2 mm), m&aacute;y thủy b&igrave;nh n&ecirc;n đ&aacute;p ứng c&aacute;c y&ecirc;u cầu sau:</span></span><br />
<br />
<h3>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">3.1 Độ ph&oacute;ng đại ống k&iacute;nh</span></span></h3>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">- Khuyến nghị từ 24X &ndash; 32X.</span></span><br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">- Đọc mia r&otilde; ở khoảng c&aacute;ch 50&ndash;80 m.</span></span>
<h3>
	<br />
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">3.2 Độ ch&iacute;nh x&aacute;c</span></span></h3>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Sai số đo kh&eacute;p tuyến &le; 2.0 mm/1 km</span></span>
<h3>
	<br />
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">3.3 Hệ thống c&acirc;n bằng</span></span></h3>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">- N&ecirc;n sử dụng con lắc từ t&iacute;nh (Magnetic Damping)</span></span><br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">- Gi&uacute;p tia ngắm ổn định nhanh trong m&ocirc;i trường rung động</span></span>
<h3>
	<br />
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">3.4 Ti&ecirc;u chuẩn bảo vệ</span></span></h3>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">- Tối thiểu IP54, ưu ti&ecirc;n IP66</span></span><br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">- Ph&ugrave; hợp m&ocirc;i trường nhiều bụi xi măng v&agrave; nước bắn</span></span><br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">&nbsp;</span></span>
<h2>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">4. C&aacute;c m&aacute;y thủy b&igrave;nh được tin d&ugrave;ng khi kiểm tra cao độ s&agrave;n nh&agrave; xưởng</span></span></h2>
<br />
<h3>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">4.1 M&aacute;y thủy b&igrave;nh Sokkia B40A</span></span></h3>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Sokkia B40A l&agrave; d&ograve;ng m&aacute;y được sử dụng phổ biến trong đo s&agrave;n nh&agrave; xưởng.<br />
Ưu điểm nổi bật:</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Chuẩn chống bụi &ndash; nước IP66, chịu được mưa r&agrave;o</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Con lắc từ t&iacute;nh gi&uacute;p b&ugrave; nghi&ecirc;ng nhanh, chống rung tốt</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Độ ph&oacute;ng đại 24X, đọc mia r&otilde; ở khoảng c&aacute;ch 40&ndash;50 m</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Ph&ugrave; hợp cho thi c&ocirc;ng s&agrave;n nh&agrave; xưởng, nh&agrave; kho v&agrave; khu c&ocirc;ng nghiệp quy m&ocirc; vừa &ndash; lớn.<br />
&nbsp;</span></span>
<p style="text-align: center;">
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/B40A.jpg" style="width: 450px; height: 377px;" /></span></span></p>
<h3>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">4.2 M&aacute;y thủy b&igrave;nh Nikon AC-2S</span></span></h3>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Nikon AC-2S l&agrave; lựa chọn ph&ugrave; hợp khi l&agrave;m việc trong nh&agrave; xưởng thiếu &aacute;nh s&aacute;ng.<br />
Ưu điểm:</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Ống k&iacute;nh Nikon c&oacute; độ s&aacute;ng v&agrave; độ trong cao</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">H&igrave;nh ảnh mia sắc n&eacute;t, giảm mỏi mắt khi đo nhiều điểm</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Thiết kế gọn nhẹ, dễ di chuyển trong kh&ocirc;ng gian hẹp</span></span></li>
</ul>
<p style="text-align: center;">
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">&nbsp;<img alt="" src="/admin/webroot/upload/image/images/Nikon AC2S.jpg" style="width: 450px; height: 377px;" /></span></span></p>
<h3>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">4.3 M&aacute;y thủy b&igrave;nh Leica NA300 series ( NA320/NA324)</span></span></h3>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">D&ograve;ng m&aacute;y d&agrave;nh cho c&aacute;c c&ocirc;ng tr&igrave;nh y&ecirc;u cầu độ ch&iacute;nh x&aacute;c cao.<br />
<br />
Đặc điểm nổi bật:</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Sai số &lt; 1.5 mm/1 km</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Độ bền cơ học cao, chịu va đập tốt</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hoạt động ổn định l&acirc;u d&agrave;i, &iacute;t phải hiệu chỉnh</span></span></li>
</ul>
<p style="text-align: center;">
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Ph&ugrave; hợp cho nh&agrave; m&aacute;y c&ocirc;ng nghệ cao, ph&ograve;ng sạch, khu sản xuất ch&iacute;nh x&aacute;c.<br />
	<br />
	<img alt="" src="/admin/webroot/upload/image/images/476249529_986351956959976_7286419762816488861_n.jpg" style="width: 450px; height: 377px;" /></span></span></p>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">&nbsp;</span></span><br />
<h3>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">4.4 Leica LS15 Digital Level &ndash; M&aacute;y thủy b&igrave;nh điện tử cao cấp</span></span></h3>
<br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Độ ch&iacute;nh x&aacute;c: ~&plusmn;0.2 mm/1 km (với mia invar)</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">T&iacute;nh năng nổi bật:</span></span>
		<ul>
			<li>
				<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tự động lấy n&eacute;t v&agrave; kiểm tra độ nghi&ecirc;ng</span></span></li>
			<li>
				<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">M&agrave;n h&igrave;nh m&agrave;u cảm ứng, giảm sai s&oacute;t do đọc thủ c&ocirc;ng</span></span></li>
			<li>
				<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Bluetooth &amp; USB truyền dữ liệu</span></span></li>
			<li>
				<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Bộ nhớ lưu đến ~30.000 trị đo</span></span></li>
		</ul>
	</li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Độ ph&oacute;ng đại: 32&times;, phạm vi đo l&ecirc;n đến ~110 m</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Ph&ugrave; hợp c&aacute;c dự &aacute;n s&agrave;n c&ocirc;ng nghiệp quan trọng, lưới cao độ ch&iacute;nh x&aacute;c cao, đo kh&eacute;p tuyến.</span></span><br />
<p style="text-align: center;">
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/LS15.jpg" style="width: 450px; height: 396px;" /></span></span></p>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">&nbsp;</span></span><br />
<h3>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">4.5 Trimble DiNi Digital Level Series (Dini-03 / Dini-07)</span></span></h3>
<br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Độ ch&iacute;nh x&aacute;c: t&ugrave;y chọn đến ~0.3 mm/1 km</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Ti&ecirc;u chuẩn bảo vệ: IP55</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Ưu điểm:</span></span>
		<ul>
			<li>
				<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Giao diện trực quan, dễ thao t&aacute;c</span></span></li>
			<li>
				<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Truyền dữ liệu nhanh qua USB</span></span></li>
			<li>
				<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Ph&ugrave; hợp đo lặp nhiều, quan trắc v&agrave; b&aacute;o c&aacute;o số liệu chi tiết</span></span></li>
		</ul>
	</li>
</ul>
<p style="text-align: center;">
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">&nbsp;<img alt="" src="/admin/webroot/upload/image/images/Trimble Dini.jpg" style="width: 450px; height: 450px;" /></span></span></p>
<h2>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">5. Quy tr&igrave;nh kiểm tra cao độ s&agrave;n nh&agrave; xưởng bằng m&aacute;y thủy b&igrave;nh</span></span></h2>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><u><strong>Bước 1</strong></u>: Chia lưới &ocirc; vu&ocirc;ng (Grid Method)</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Chia s&agrave;n th&agrave;nh c&aacute;c &ocirc; 3&times;3 m hoặc 5&times;5 m</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">C&aacute;c giao điểm l&agrave; vị tr&iacute; đặt mia</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong><u>Bước 2</u></strong>: Dẫn mốc cao độ chuẩn</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Thiết lập Benchmark (H₀) ổn định b&ecirc;n ngo&agrave;i khu vực thi c&ocirc;ng</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">L&agrave;m cơ sở so s&aacute;nh cho to&agrave;n bộ số liệu</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong><u>Bước 3</u></strong>: Đo đạc thực địa</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đặt m&aacute;y ở vị tr&iacute; trung t&acirc;m, nền cứng</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">C&acirc;n bằng m&aacute;y ch&iacute;nh x&aacute;c</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đọc BS &rarr; x&aacute;c định HI</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đọc FS tại c&aacute;c n&uacute;t lưới</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><u><strong>Bước 4</strong></u>: Xử l&yacute; v&agrave; đ&aacute;nh gi&aacute; số liệu<br />
&Delta;H = Số đọc thực tế &ndash; Số đọc thiết kế</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">&Delta;H &gt; 0 &rarr; S&agrave;n thấp (l&otilde;m)</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">&Delta;H &lt; 0 &rarr; S&agrave;n cao (lồi)</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">&nbsp;<br />
!!! Lưu &yacute; quan trọng khi kiểm tra cao độ s&agrave;n nh&agrave; xưởng:</span></span><br />
<br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Mốc chuẩn phải ổn định &ndash; quyết định độ tin cậy to&agrave;n bộ ph&eacute;p đo</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Khoảng c&aacute;ch ngắm &le; 40 m để kiểm so&aacute;t sai số</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kiểm tra m&aacute;y trước khi đo: mực nước, ống k&iacute;nh, ch&acirc;n m&aacute;y</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">&nbsp;<br />
&gt;&gt;&gt; Kiểm tra cao độ s&agrave;n nh&agrave; xưởng bằng m&aacute;y thủy b&igrave;nh l&agrave; c&ocirc;ng t&aacute;c kh&ocirc;ng thể thiếu nhằm đảm bảo chất lượng thi c&ocirc;ng, độ phẳng s&agrave;n v&agrave; an to&agrave;n vận h&agrave;nh l&acirc;u d&agrave;i.&nbsp;Việc lựa chọn đ&uacute;ng thiết bị v&agrave; tu&acirc;n thủ quy tr&igrave;nh đo chuẩn sẽ gi&uacute;p kỹ sư v&agrave; nh&agrave; thầu thu được kết quả ch&iacute;nh x&aacute;c &ndash; đ&aacute;ng tin cậy &ndash; dễ nghiệm thu cho mọi dự &aacute;n x&acirc;y dựng c&ocirc;ng nghiệp.</span></span><br />
<h2>
	<br />
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">6. FAQ &ndash; Hỏi đ&aacute;p</span></span></h2>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">- Kiểm tra cao độ s&agrave;n nh&agrave; xưởng n&ecirc;n sử dụng thiết bị n&agrave;o?<br />
<em>M&aacute;y thủy b&igrave;nh quang học l&agrave; lựa chọn ph&ugrave; hợp nhờ độ ch&iacute;nh x&aacute;c cao v&agrave; ổn định tr&ecirc;n diện t&iacute;ch lớn.<br />
&nbsp;</em><br />
- M&aacute;y laser c&acirc;n mực c&oacute; thể thay thế m&aacute;y thủy b&igrave;nh kh&ocirc;ng?<br />
<em>Kh&ocirc;ng. M&aacute;y laser chỉ ph&ugrave; hợp cho phạm vi nhỏ, kh&ocirc;ng đ&aacute;p ứng độ ch&iacute;nh x&aacute;c khi kiểm tra s&agrave;n nh&agrave; xưởng diện t&iacute;ch lớn.</em><br />
&nbsp;<br />
- Sai số cho ph&eacute;p khi kiểm tra cao độ s&agrave;n l&agrave; bao nhi&ecirc;u?<br />
Th&ocirc;ng thường y&ecirc;u cầu sai số trong khoảng &plusmn;2 mm, t&ugrave;y ti&ecirc;u chuẩn thiết kế v&agrave; y&ecirc;u cầu của chủ đầu tư.<br />
&nbsp;<br />
- Khoảng c&aacute;ch đo tối đa từ m&aacute;y thủy b&igrave;nh đến mia l&agrave; bao nhi&ecirc;u?<br />
<em>Khuyến nghị kh&ocirc;ng vượt qu&aacute; 40 m để đảm bảo kiểm so&aacute;t sai số.</em><br />
&nbsp;<br />
- C&oacute; cần kiểm tra cao độ s&agrave;n trước khi ho&agrave;n thiện kh&ocirc;ng?<br />
<em>C&oacute;. Việc kiểm tra sớm gi&uacute;p xử l&yacute; sai lệch trước khi ho&agrave;n thiện, giảm rủi ro v&agrave; chi ph&iacute; sửa chữa.</em></span></span><br />
<p style="text-align: center;">
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/Máy thủy bình 2.jpg" style="width: 800px; height: 419px;" /></span></span></p>
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			'id' => '797',
			'name' => 'Máy toàn đạc Leica: chọn FlexLine, TS, Nova hay MS?',
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			'shortdes' => '<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Với dải sản phẩm trải rộng từ FlexLine &rarr; TS &rarr; Nova &rarr; MS (MultiStation), Leica Geosystems mang đến nhiều lựa chọn, nhưng cũng khiến kh&ocirc;ng &iacute;t anh em băn khoăn: <em>c&ocirc;ng tr&igrave;nh của m&igrave;nh n&ecirc;n d&ugrave;ng d&ograve;ng n&agrave;o l&agrave; hợp l&yacute; nhất?</em></span></span>',
			'content' => '<em><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trong trắc địa &ndash; x&acirc;y dựng hiện nay, việc lựa chọn m&aacute;y to&agrave;n đạc điện tử Leica ph&ugrave; hợp với từng loại c&ocirc;ng tr&igrave;nh đ&oacute;ng vai tr&ograve; then chốt, ảnh hưởng trực tiếp đến độ ch&iacute;nh x&aacute;c, hiệu suất thi c&ocirc;ng v&agrave; chi ph&iacute; đầu tư.<br />
<br />
Với dải sản phẩm trải rộng từ FlexLine &rarr; TS &rarr; Nova &rarr; MS (MultiStation), Leica Geosystems mang đến nhiều lựa chọn, nhưng cũng khiến kh&ocirc;ng &iacute;t anh em băn khoăn: c&ocirc;ng tr&igrave;nh của m&igrave;nh n&ecirc;n d&ugrave;ng d&ograve;ng n&agrave;o l&agrave; hợp l&yacute; nhất?<br />
<br />
B&agrave;i viết dưới đ&acirc;y sẽ gi&uacute;p bạn so s&aacute;nh r&otilde; ưu &ndash; nhược điểm từng d&ograve;ng m&aacute;y to&agrave;n đạc Leica, đồng thời gợi &yacute; chọn m&aacute;y đ&uacute;ng nhu cầu thực tế tại Việt Nam.</span></span></em><br />
<h2>
	<br />
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">1. M&aacute;y to&agrave;n đạc Leica FlexLine (TS03, TS07, TS10&hellip;)</span></span></h2>
<br />
<strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Ưu điểm:</span></span></strong><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Cấu h&igrave;nh đơn giản, dễ sử dụng, ph&ugrave; hợp nhiều đối tượng.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Chi ph&iacute; đầu tư thấp hơnso với c&aacute;c d&ograve;ng tự động/robot.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đ&aacute;p ứng tốt c&aacute;c c&ocirc;ng việc khảo s&aacute;t &ndash; trắc địa cơ bản.</span></span></li>
</ul>
<strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hạn chế:</span></span></strong><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Phần lớn thao t&aacute;c thủ c&ocirc;ng.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kh&ocirc;ng c&oacute; motor, ATR, tự động kh&oacute;a prism.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hiệu suất đo v&agrave; tốc độ l&agrave;m việc thấp hơn d&ograve;ng TS v&agrave; Nova.</span></span></li>
</ul>
<strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Ph&ugrave; hợp:</span></span></strong><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đo đạc địa ch&iacute;nh, lập bản đồ nền.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">C&ocirc;ng t&aacute;c đo nhỏ lẻ, khối lượng kh&ocirc;ng lớn.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đơn vị cần m&aacute;y to&agrave;n đạc Leica bền &ndash; ổn định &ndash; dễ d&ugrave;ng.</span></span></li>
</ul>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">&gt; Nếu chỉ cần đo khảo s&aacute;t cơ bản, Leica FlexLine l&agrave; lựa chọn kinh tế v&agrave; đủ d&ugrave;ng.<br />
&nbsp;</span></span>
<h2>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">2. M&aacute;y to&agrave;n đạc Leica TS (TS13, TS20&hellip;)</span></span></h2>
<br />
<strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Ưu điểm:</span></span></strong><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Mức độ tự động h&oacute;a cao, c&oacute; phi&ecirc;n bản robot.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Độ ch&iacute;nh x&aacute;c g&oacute;c v&agrave; EDM ổn định, ph&ugrave; hợp thi c&ocirc;ng.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hỗ trợ phần mềm Captivate, dễ t&iacute;ch hợp GNSS/RTK.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Giảm thao t&aacute;c thủ c&ocirc;ng, tăng tốc độ bố tr&iacute; v&agrave; đo kiểm.</span></span></li>
</ul>
<strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hạn chế:</span></span></strong><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Gi&aacute; cao hơnd&ograve;ng FlexLine.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Với model cao cấp (TS20) cần t&iacute;nh th&ecirc;m phụ kiện robot (prism, tripod, pin, tay cầm).</span></span></li>
</ul>
<strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Ph&ugrave; hợp:</span></span></strong><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">X&acirc;y dựng d&acirc;n dụng, c&ocirc;ng tr&igrave;nh nhỏ v&agrave; vừa.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">C&ocirc;ng t&aacute;c bố tr&iacute; c&ocirc;ng tr&igrave;nh, đo kiểm h&igrave;nh học.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Khi cần độ ch&iacute;nh x&aacute;c v&agrave; hiệu suất cao hơn FlexLine.</span></span></li>
</ul>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">&gt; D&ograve;ng TS l&agrave; lựa chọn c&acirc;n bằng giữa độ ch&iacute;nh x&aacute;c &ndash; tiện lợi &ndash; chi ph&iacute;.<br />
&nbsp;</span></span>
<h2>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">3. M&aacute;y to&agrave;n đạc Leica Nova (TS60, TM60&hellip;)</span></span></h2>
<br />
<strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Ưu điểm:</span></span></strong><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">C&ocirc;ng nghệ robot hiện đại, động cơ ch&iacute;nh x&aacute;c cao.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tự động kh&oacute;a mục ti&ecirc;u, đo nhanh, ổn định.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Nhiều t&iacute;nh năng n&acirc;ng cao:</span></span>
		<ul>
			<li>
				<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Multi-target</span></span></li>
			<li>
				<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đo khoảng c&aacute;ch d&agrave;i</span></span></li>
			<li>
				<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">T&iacute;ch hợp GNSS / Sensor / Monitoring</span></span></li>
		</ul>
	</li>
</ul>
<strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hạn chế:</span></span></strong><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Chi ph&iacute; đầu tư cao, y&ecirc;u cầu người vận h&agrave;nh c&oacute; chuy&ecirc;n m&ocirc;n tốt.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Chi ph&iacute; vận h&agrave;nh (pin, phụ kiện, bảo tr&igrave;) lớn hơn c&aacute;c d&ograve;ng thấp.</span></span></li>
</ul>
<strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Ph&ugrave; hợp:</span></span></strong><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">C&ocirc;ng tr&igrave;nh lớn: cầu, đường, hầm, metro.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Dự &aacute;n hạ tầng quy m&ocirc; lớn, y&ecirc;u cầu độ tin cậy cao.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Quan trắc biến dạng, đo lặp ch&iacute;nh x&aacute;c d&agrave;i hạn.</span></span></li>
</ul>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">&gt; Với dự &aacute;n quy m&ocirc; lớn, Leica Nova l&agrave; &ldquo;xương sống&rdquo; về độ ch&iacute;nh x&aacute;c v&agrave; tự động h&oacute;a.<br />
&nbsp;</span></span>
<h2>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">4. M&aacute;y to&agrave;n đạc Leica MS &ndash; MultiStation (MS60)</span></span></h2>
<br />
<strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Ưu điểm:</span></span></strong><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kết hợp to&agrave;n đạc + qu&eacute;t 3D + GNSS trong một thiết bị.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Thu thập dữ liệu 3D d&agrave;y, nhanh, giảm nh&acirc;n lực.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Rất mạnh cho khảo s&aacute;t hiện trạng v&agrave; địa h&igrave;nh phức tạp.</span></span></li>
</ul>
<strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hạn chế:</span></span></strong><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Gi&aacute; rất cao.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Dữ liệu hậu xử l&yacute; phức tạp, cần kỹ năng chuy&ecirc;n s&acirc;u.</span></span></li>
</ul>
<strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Ph&ugrave; hợp:</span></span></strong><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Dự &aacute;n cần dữ liệu 3D chi tiết.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Quy hoạch, khảo s&aacute;t hạ tầng phức tạp.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">C&ocirc;ng t&aacute;c đo đạc + bản đồ + m&ocirc; h&igrave;nh số trong một workflow.</span></span></li>
</ul>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">&gt; MS l&agrave; giải ph&aacute;p cao cấp nhất cho b&agrave;i to&aacute;n 3D v&agrave; dữ liệu lớn.<br />
&nbsp;</span></span><br />
<h2>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">5. Gợi &yacute; chọn m&aacute;y to&agrave;n đạc điện tử Leica theo nhu cầu</span></span></h2>
<br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Khảo s&aacute;t đất đai, địa ch&iacute;nh, bản đồ nền &rarr; <em>Leica FlexLine</em> hoặc <em>TS (model cơ bản).</em></span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">X&acirc;y dựng d&acirc;n dụng, c&ocirc;ng tr&igrave;nh nhỏ &amp; vừa, bố tr&iacute; thiết kế &rarr; <em>Leica TS</em> hoặc <em>Nova</em> (t&ugrave;y y&ecirc;u cầu độ ch&iacute;nh x&aacute;c).</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">C&ocirc;ng tr&igrave;nh giao th&ocirc;ng, cầu hầm, hạ tầng phức tạp &rarr; <em>Leica Nova</em> hoặc <em>MS (MultiStation / Robot).</em></span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Khảo s&aacute;t địa h&igrave;nh phức tạp, cần dữ liệu 3D, đo nhanh nhiều điểm &rarr; <em>Leica MS &ndash; MultiStation.</em></span></span></li>
</ul>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>BẢNG SO S&Aacute;NH TH&Ocirc;NG SỐ LEICA FLEXLINE &ndash; TS &ndash; NOVA</strong></span></span><br />
<br />
<table border="0" cellpadding="0" cellspacing="3" style="width: 100%">
	<thead>
		<tr>
			<th style="text-align: left;">
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Ti&ecirc;u ch&iacute;</strong></span></span></th>
			<th style="text-align: left;">
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>TS03</strong></span></span></th>
			<th style="text-align: left;">
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>TS07</strong></span></span></th>
			<th style="text-align: left;">
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>TS10</strong></span></span></th>
			<th style="text-align: left;">
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>TS13</strong></span></span></th>
			<th style="text-align: left;">
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>TS20</strong></span></span></th>
			<th style="text-align: left;">
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Nova TM60</strong></span></span></th>
			<th style="text-align: left;">
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Nova TS60</strong></span></span></th>
			<th style="text-align: left;">
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Nova MS60</strong></span></span></th>
		</tr>
	</thead>
	<tbody>
		<tr>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Độ ch&iacute;nh x&aacute;c g&oacute;c</strong></span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">2&Prime;, 3&Prime;, 5&Prime;</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">1&Prime;, 2&Prime;, 3&Prime;, 5&Prime;</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">1&Prime;, 2&Prime;, 3&Prime;, 5&Prime;</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">1&Prime;, 2&Prime;, 3&Prime;, 5&Prime;</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">1&Prime;, 2&Prime;, 3&Prime;, 5&Prime;</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">0.5&Prime;, 1&Prime;</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">0.5&Prime;</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">1&Prime;</span></span></td>
		</tr>
		<tr>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Tầm đo lăng k&iacute;nh</strong></span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">0.9&ndash;3,500 m</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">0.9&ndash;3,500 m</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">0.9&ndash;3,500 m</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">0&ndash;3,500 m</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">0.8&ndash;10,000 m</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">0.9&ndash;3,500 m</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">0.9&ndash;3,500 m</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">1.5&ndash;10,000 m</span></span></td>
		</tr>
		<tr>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Độ ch&iacute;nh x&aacute;c đo gương</strong></span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">1 mm+1.5ppm</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">1 mm+1.5ppm</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">1 mm+1.5ppm</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">1 mm+1.5 ppm</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>1 mm+1 ppm</strong></span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">1 mm+1.5 ppm</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>0.6 mm+1ppm</strong></span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">1 mm+1.5ppm</span></span></td>
		</tr>
		<tr>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Tầm đo kh&ocirc;ng gương</strong></span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">500&ndash;5,000 m</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">500&ndash;5,000 m</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">500&ndash;5,000 m</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">500&ndash;5,000 m</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">800 m (R800) / 1,600 m (R1600)</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">500&ndash;5,000 m</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">500&ndash;5,000 m</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">2,000 m</span></span></td>
		</tr>
		<tr>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Độ ch&iacute;nh x&aacute;c kh&ocirc;ng gương</strong></span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">2 mm 2 ppm</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">2 mm+2 ppm</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">2 mm+2 ppm</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">2 mm+2 ppm</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">2 mm+2 ppm</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">2 mm+2 ppm</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">2 mm+2 ppm</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">2 mm+2 ppm</span></span></td>
		</tr>
		<tr>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>M&agrave;n h&igrave;nh</strong></span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">3.5&Prime; đơn sắc</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">3.5&Prime; m&agrave;u</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">5&Prime; WVGA</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">5&Prime; WVGA (tuỳ chọn)</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">5&Prime; WVGA cảm ứng</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">5&Prime; WVGA cảm ứng</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">5&Prime; WVGA cảm ứng</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">5&Prime; WVGA cảm ứng</span></span></td>
		</tr>
		<tr>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Kết nối c&oacute; d&acirc;y</strong></span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">RS232 / SD / USB</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">RS232 / SD / USB</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">RS232 / SD / USB</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">RS232 / SD / USB</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">Ethernet / USB-C</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">RS232 / SD / USB</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">RS232 / SD / USB</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">RS232 / SD / USB</span></span></td>
		</tr>
		<tr>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Bluetooth / WLAN</strong></span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔(tay cầm radio)</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔(tay cầm radio)</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔(tay cầm radio)</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔(tay cầm radio)</span></span></td>
		</tr>
		<tr>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Dữ liệu di động (4G)</strong></span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td>
		</tr>
		<tr>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>AutoHeight</strong></span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
		</tr>
		<tr>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Camera tổng quan</strong></span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
		</tr>
		<tr>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Camera k&iacute;nh ngắm</strong></span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
		</tr>
		<tr>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>SmartStation GNSS</strong></span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
		</tr>
		<tr>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Ti&ecirc;u ch&iacute;</strong></span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">TS03</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">TS07</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">TS10</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">TS13</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">TS20</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">Nova TM60</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">Nova TS60</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">Nova MS60</span></span></td>
		</tr>
		<tr>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Độ ch&iacute;nh x&aacute;c g&oacute;c</strong></span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">2&Prime;, 3&Prime;, 5&Prime;</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">1&Prime;, 2&Prime;, 3&Prime;, 5&Prime;</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">1&Prime;, 2&Prime;, 3&Prime;, 5&Prime;</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">1&Prime;, 2&Prime;, 3&Prime;, 5&Prime;</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">1&Prime;, 2&Prime;, 3&Prime;, 5&Prime;</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">0.5&Prime;, 1&Prime;</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">0.5&Prime;</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">1&Prime;</span></span></td>
		</tr>
		<tr>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Tầm đo lăng k&iacute;nh</strong></span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">0.9&ndash;3,500 m</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">0.9&ndash;3,500 m</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">0.9&ndash;3,500 m</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">0&ndash;3,500 m</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">0.8&ndash;10,000 m</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">0.9&ndash;3,500 m</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">0.9&ndash;3,500 m</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">1.5&ndash;10,000 m</span></span></td>
		</tr>
		<tr>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Độ ch&iacute;nh x&aacute;c đo gương</strong></span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">1 mm + 1.5 ppm</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">1 mm + 1.5 ppm</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">1 mm + 1.5 ppm</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">1 mm + 1.5 ppm</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">1 mm + 1 ppm</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">1 mm + 1.5 ppm</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">0.6 mm + 1 ppm</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">1 mm + 1.5 ppm</span></span></td>
		</tr>
		<tr>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Tầm đo kh&ocirc;ng gương</strong></span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">500&ndash;5,000 m</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">500&ndash;5,000 m</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">500&ndash;5,000 m</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">500&ndash;5,000 m</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">800 m (R800) / 1,600 m (R1600)</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">500&ndash;5,000 m</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">500&ndash;5,000 m</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">2,000 m</span></span></td>
		</tr>
		<tr>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Độ ch&iacute;nh x&aacute;c kh&ocirc;ng gương</strong></span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">2 mm + 2 ppm</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">2 mm + 2 ppm</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">2 mm + 2 ppm</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">2 mm + 2 ppm</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">2 mm + 2 ppm</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">2 mm + 2 ppm</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">2 mm + 2 ppm</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">2 mm + 2 ppm</span></span></td>
		</tr>
		<tr>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>M&agrave;n h&igrave;nh</strong></span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">3.5&Prime; đơn sắc</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">3.5&Prime; m&agrave;u</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">5&Prime; WVGA</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">5&Prime; WVGA (tuỳchọn)</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">5&Prime; WVGA cảm ứng</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">5&Prime; WVGA cảm ứng</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">5&Prime; WVGA cảm ứng</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">5&Prime; WVGA cảm ứng</span></span></td>
		</tr>
		<tr>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Kết nối c&oacute; d&acirc;y</strong></span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">RS232 / SD / USB</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">RS232 / SD / USB</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">RS232 / SD / USB</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">RS232 / SD / USB</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">Ethernet / USB-C</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">RS232 / SD / USB</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">RS232 / SD / USB</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">RS232 / SD / USB</span></span></td>
		</tr>
		<tr>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Bluetooth / WLAN</strong></span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔ (tay cầm radio)</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔ (tay cầm radio)</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔ (tay cầm radio)</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔ (tay cầm radio)</span></span></td>
		</tr>
		<tr>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Dữ liệu di động (4G)</strong></span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td>
		</tr>
		<tr>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>AutoHeight</strong></span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
		</tr>
		<tr>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Camera tổng quan</strong></span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
		</tr>
		<tr>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Camera k&iacute;nh ngắm</strong></span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
		</tr>
		<tr>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>SmartStation GNSS</strong></span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
		</tr>
		<tr>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Động cơ (Robot)</strong></span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">DC Motor</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">Brushless Direct Drives</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">Piezo drives</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">Piezo drives</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">Piezo drives</span></span></td>
		</tr>
		<tr>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>ATR / Tracking</strong></span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔ (R1000)</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">AI-powered ATR</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
		</tr>
		<tr>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Prism Fast Search</strong></span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
		</tr>
		<tr>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Scanning 3D</strong></span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔ (30,000 pts/s)</span></span></td>
		</tr>
		<tr>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Điều khiển từ xa</strong></span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
		</tr>
		<tr>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Hỗ trợ AP20</strong></span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">AP20 ID</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">AP20 ID + AutoPole</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
		</tr>
		<tr>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Hệ điều h&agrave;nh</strong></span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">FlexField</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">FlexField</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">FlexField</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">Captivate</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">Captivate (Loc8 / GeoCloud Protect)</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">Captivate</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">Captivate</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">Captivate</span></span></td>
		</tr>
		<tr>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Thời lượng pin</strong></span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">~30 h</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">~30 h</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">~30 h</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">8&ndash;19 h</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">~5 h</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">~8 h</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">~9 h</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">~9 h</span></span></td>
		</tr>
		<tr>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Trọng lượng</strong></span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">4.3 kg</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">4.3 kg</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">4.4 kg</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">4.8 kg</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">5.0 kg</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">7.2 kg</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">7.3 kg</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">7.6 kg</span></span></td>
		</tr>
	</tbody>
</table>
<p>
	&nbsp;</p>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/so-sanh-may-toan-dac-dien-tu-leica-FlexLine-TS-Nova-MS.jpg" style="width: 800px; height: 463px;" /></span></span>
<h2>
	<br />
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">6. C&acirc;u hỏi thường gặp về m&aacute;y to&agrave;n đạc Leica (FAQ)</span></span></h2>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">6.1 M&aacute;y to&agrave;n đạc Leica FlexLine c&oacute; đủ d&ugrave;ng cho địa ch&iacute;nh kh&ocirc;ng?<br />
&rarr; C&oacute;. Với đo địa ch&iacute;nh v&agrave; bản đồ nền, FlexLine đ&aacute;p ứng tốt v&agrave; tiết kiệm chi ph&iacute;.<br />
<br />
6.2 Khi n&agrave;o n&ecirc;n chọn TS thay v&igrave; FlexLine?<br />
&rarr; Khi cần độ ch&iacute;nh x&aacute;c cao hơn, thao t&aacute;c nhanh hơn v&agrave; giảm nh&acirc;n lực.<br />
<br />
6.3 Leica Nova c&oacute; ph&ugrave; hợp c&ocirc;ng tr&igrave;nh d&acirc;n dụng kh&ocirc;ng?<br />
&rarr; Ph&ugrave; hợp nếu c&ocirc;ng tr&igrave;nh y&ecirc;u cầu độ ch&iacute;nh x&aacute;c rất cao hoặc quan trắc.<br />
<br />
6.4 MultiStation MS60 c&oacute; thay thế m&aacute;y qu&eacute;t laser kh&ocirc;ng?<br />
&rarr; MS60 kh&ocirc;ng thay thế ho&agrave;n to&agrave;n TLS chuy&ecirc;n dụng, nhưng rất hiệu quả cho khảo s&aacute;t 3D kết hợp đo to&agrave;n đạc.<br />
&nbsp;<br />
&gt;&gt;&gt; <u><strong>Tổng kết:</strong></u></span></span><br />
<br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đo khảo s&aacute;t cơ bản&rarr; <em>FlexLine l&agrave; đủ.</em></span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">C&acirc;n bằng giữa ch&iacute;nh x&aacute;c &amp; tiện lợi&rarr; <em>TS l&agrave; lựa chọn hợp l&yacute;.</em></span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">C&ocirc;ng tr&igrave;nh lớn, y&ecirc;u cầu cao&rarr; <em>Nova hoặc MS.</em></span></span></li>
</ul>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Li&ecirc;n hệ <a href="https://tracdiathanhdat.vn/"><strong>Trắc Địa Th&agrave;nh Đạt </strong></a>để được tư vấn chọn m&aacute;y to&agrave;n đạc Leica ph&ugrave; hợp đ&uacute;ng c&ocirc;ng tr&igrave;nh &ndash; đ&uacute;ng ng&acirc;n s&aacute;ch &ndash; đ&uacute;ng nhu cầu thực tế tại Việt Nam!<br />
&nbsp;</span></span>',
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			'shortdes' => '<span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">Cập nhật firmware RTK qua Web UI &ndash; Hướng dẫn chi tiết &amp; lưu &yacute; kỹ thuật</span><br />
',
			'content' => '<em><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trong qu&aacute; tr&igrave;nh sử dụng m&aacute;y GNSS RTK, việc cập nhật firmware bộ thu GNSS đ&oacute;ng vai tr&ograve; đặc biệt quan trọng nhằm:</span></span></em><br />
<ul>
	<li>
		<em><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tối ưu khả năng FIX v&agrave; độ ổn định khi đo RTK</span></span></em></li>
	<li>
		<em><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Khắc phục c&aacute;c lỗi tồn tại trong firmware cũ</span></span></em></li>
	<li>
		<em><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Bổ sung hoặc cải thiện c&aacute;c t&iacute;nh năng mới như IMU, radio, AR, giao tiếp dữ liệu&hellip;</span></span></em></li>
</ul>
<br />
<em><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tuy nhi&ecirc;n, cập nhật firmware KH&Ocirc;NG phải l&agrave; cập nhật ứng dụng Android (APK), m&agrave; l&agrave; n&acirc;ng cấp hệ thống điều khiển l&otilde;i của bộ thu GNSS, t&aacute;c động trực tiếp đến khả năng định vị v&agrave; hoạt động RTK. Nếu thực hiện kh&ocirc;ng đ&uacute;ng quy tr&igrave;nh hoặc sử dụng firmware kh&ocirc;ng ph&ugrave; hợp, thiết bị c&oacute; thể ph&aacute;t sinh c&aacute;c lỗi nghi&ecirc;m trọng như mất FIX, treo hệ thống, kh&ocirc;ng khởi động hoặc kh&ocirc;ng thể kết nối RTK.<br />
<br />
Hiện nay, nhiều d&ograve;ng m&aacute;y RTK đ&atilde; hỗ trợ cập nhật firmware th&ocirc;ng qua Web UI &ndash; giao diện quản l&yacute; nội bộ cho ph&eacute;p truy cập trực tiếp bằng tr&igrave;nh duyệt web. Phần nội dung dưới đ&acirc;y tổng hợp c&aacute;ch c&aacute;c h&atilde;ng GNSS phổ biến triển khai Web UI, quy tr&igrave;nh cập nhật firmware, đồng thời hướng dẫn kết nối v&agrave; sử dụng Web UI một c&aacute;ch an to&agrave;n, đ&uacute;ng kỹ thuật.<br />
&nbsp;</span></span></em>
<h2>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">1. Web UI trong m&aacute;y RTK GNSS l&agrave; g&igrave;?</span></span></h2>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Web UI (Web-based User Interface) l&agrave; giao diện quản l&yacute; nội bộ của bộ thu RTK, cho ph&eacute;p người d&ugrave;ng:</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kết nối trực tiếp với thiết bị qua WiFi hoặc mạng LAN</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Truy cập bằng tr&igrave;nh duyệt web (Chrome, Edge, Safari&hellip;)</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Xem th&ocirc;ng tin thiết bị v&agrave; trạng th&aacute;i GNSS</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Cấu h&igrave;nh c&aacute;c tham số hệ thống</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Cập nhật firmware bộ thu GNSS</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tải dữ liệu đo, dữ liệu th&ocirc; v&agrave; nhật k&yacute; hệ thống</span></span></li>
</ul>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Web UI mang lại sự tiện lợi lớn trong m&ocirc;i trường hiện trường, tuy nhi&ecirc;n cũng tiềm ẩn rủi ro nếu người d&ugrave;ng kh&ocirc;ng hiểu r&otilde; c&aacute;ch triển khai Web UI của từng h&atilde;ng GNSS.<br />
&nbsp;</span></span>
<h2>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">2. Cập nhật Firmware RTK qua Web UI theo từng h&atilde;ng GNSS</span></span></h2>
<br />
<h3>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">2.1. eFix GNSS &ndash; Web UI trong hệ sinh th&aacute;i Android</span></span></h3>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Web UI của eFix GNSS cho ph&eacute;p:</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kiểm tra th&ocirc;ng tin thiết bị (model, serial, firmware)</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Theo d&otilde;i trạng th&aacute;i GNSS</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Thực hiện cập nhật firmware bộ thu</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">C&aacute;ch truy cập Web UI eFix</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kết nối WiFi do bộ thu eFix ph&aacute;t</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Mở tr&igrave;nh duyệt v&agrave; truy cập IP mặc định của thiết bị</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">LƯU &Yacute;: Firmware eFix phụ thuộc rất chặt v&agrave;o model v&agrave; đời mainboard. Việc c&agrave;i sai firmware c&oacute; thể khiến m&aacute;y kh&ocirc;ng boot được hoặc hoạt động kh&ocirc;ng ổn định.<br />
<em>(Nguồn tham khảo: eFix GNSS &ndash; Firmware &amp; User Guidance ch&iacute;nh h&atilde;ng).</em><br />
&nbsp;</span></span>
<h3>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">2.2. Meridian GNSS &ndash; Web UI trực quan với IP mặc định</span></span></h3>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Meridian GNSS t&iacute;ch hợp Web UI nội bộ cho ph&eacute;p:</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Xem th&ocirc;ng tin thiết bị v&agrave; trạng th&aacute;i GNSS</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Cấu h&igrave;nh c&aacute;c tham số cơ bản</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Cập nhật firmware trực tiếp qua Web UI</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">C&aacute;ch truy cập</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kết nối WiFi do bộ thu ph&aacute;t</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Mở tr&igrave;nh duyệt v&agrave; nhập:&nbsp;http://192.168.10.1</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">&gt; Khuyến nghị: Chỉ sử dụng firmware ch&iacute;nh h&atilde;ng từ nh&agrave; sản xuất hoặc đại l&yacute; ủy quyền để đảm bảo t&iacute;nh tương th&iacute;ch v&agrave; ổn định l&acirc;u d&agrave;i.<br />
&nbsp;</span></span>
<h3>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">2.3. eSurvey / SurPad &ndash; Cập nhật firmware qua Web UI</span></span></h3>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tr&ecirc;n c&aacute;c bộ thu RTK eSurvey, Web UI (kết hợp với hệ thống SurPad / E-Survey) cho ph&eacute;p:</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kiểm tra trạng th&aacute;i GNSS</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Thiết lập c&aacute;c tham số cơ bản</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Cập nhật firmware từ tab &ldquo;Management&rdquo;</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Người d&ugrave;ng truy cập Web UI bằng c&aacute;ch kết nối WiFi bộ thu v&agrave; mở tr&igrave;nh duyệt tương tự c&aacute;c h&atilde;ng kh&aacute;c.<br />
<em>(Nguồn tham khảo: Hướng dẫn sử dụng Web UI tr&ecirc;n m&aacute;y RTK eSurvey).</em><br />
&nbsp;</span></span>
<h3>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">2.4. GeoMate GNSS &ndash; Web UI c&oacute; nhưng cần thận trọng</span></span></h3>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Với GeoMate GNSS, Web UI chủ yếu d&ugrave;ng để:</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Quản l&yacute; thiết bị</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Cấu h&igrave;nh cơ bản hệ thống</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hiện c&aacute;c t&agrave;i liệu c&ocirc;ng bố chưa m&ocirc; tả chi tiết quy tr&igrave;nh cập nhật firmware trực tiếp qua Web UI.<br />
<br />
&gt; Khuyến nghị khi cập nhật firmware GeoMate:</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Chỉ tải firmware từ nguồn ch&iacute;nh h&atilde;ng</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kiểm tra ch&iacute;nh x&aacute;c model + phi&ecirc;n bản firmware hiện tại trước khi c&agrave;i đặt</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">&nbsp;</span></span>
<h3>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">2.5. Trimble &ndash; Web UI c&oacute; kiểm so&aacute;t chặt từ h&atilde;ng</span></span></h3>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trimble hỗ trợ cập nhật firmware GNSS qua Web UI ch&iacute;nh thức, với quy tr&igrave;nh r&otilde; r&agrave;ng:</span></span><br />
<ol>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Truy cập Web UI của bộ thu</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Chọn Firmware &rarr; Install New Firmware</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Chọn file firmware tải từ trang hỗ trợ Trimble</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">C&agrave;i đặt v&agrave; khởi động lại thiết bị</span></span></li>
</ol>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trimble kiểm so&aacute;t firmware theo model v&agrave; serial, gi&uacute;p giảm nguy cơ c&agrave;i sai.<br />
<em>(Nguồn tham khảo: Trimble Receiver Help Portal).</em><br />
&nbsp;</span></span>
<h3>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">2.6. Leica Geosystems &ndash; Hạn chế Web UI, ưu ti&ecirc;n quy tr&igrave;nh chuẩn</span></span></h3>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kh&aacute;c với nhiều h&atilde;ng kh&aacute;c, Leica Geosystems kh&ocirc;ng khuyến kh&iacute;ch cập nhật firmware trực tiếp qua Web UI. Thay v&agrave;o đ&oacute;:</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Firmware đi k&egrave;m Captivate Release Notes</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Cập nhật theo quy tr&igrave;nh ch&iacute;nh h&atilde;ng (qua thẻ SD hoặc bộ điều khiển)</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><em>Nguồn tham khảo: Leica Captivate Manual &amp; Release Notes.</em><br />
&nbsp;</span></span>
<h2>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">3. Kết nối m&aacute;y t&iacute;nh, điện thoại, m&aacute;y t&iacute;nh bảng với m&aacute;y RTK qua Web UI</span></span></h2>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hầu hết c&aacute;c bộ thu GNSS RTK hiện đại đều hoạt động như một điểm ph&aacute;t WiFi nội bộ (WiFi Hotspot). Người d&ugrave;ng c&oacute; thể kết nối bằng PC, điện thoại hoặc m&aacute;y t&iacute;nh bảng để truy cập Web UI m&agrave; kh&ocirc;ng cần c&agrave;i th&ecirc;m phần mềm.<br />
<br />
C&aacute;c bước truy cập Web UI (v&iacute; dụ tr&ecirc;n PC)</span></span><br />
<br />
<ol>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kết nối WiFi do bộ thu RTK ph&aacute;t:&nbsp;T&ecirc;n WiFi thường l&agrave; Serial Number (SN)</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Mở tr&igrave;nh duyệt web</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Nhập địa chỉ:&nbsp;http://192.168.10.1</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đăng nhập Web UI:&nbsp;Mật khẩu mặc định: password (c&oacute; thể thay đổi).</span></span></li>
</ol>
<h2>
	<br />
	<span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">4. C&aacute;c chức năng ch&iacute;nh trong Web UI của m&aacute;y RTK </span></h2>
<p>
	<em><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">(Dựa tr&ecirc;n&nbsp;</span><span style="font-size: 12px;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">giao diện Web UI d&ograve;ng m&aacute;y RTK của h&atilde;ng eSurvey v&agrave; c&aacute;c d&ograve;ng m&aacute;y tương tự</span></span>)</span></em></p>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">4.1 Tab Position &ndash; Định vị &amp; trạng th&aacute;i GNSS</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Chế độ l&agrave;m việc: Base / Rover / Static</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tọa độ (kinh, vĩ, cao độ)</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trạng th&aacute;i nghiệm: Fix / Float / Single</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Số vệ tinh theo d&otilde;i</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">PDOP, HDOP, TDOP, HRMS, VRMS</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Giờ địa phương &amp; m&uacute;i giờ</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Bắt đầu / dừng ghi dữ liệu đo tĩnh</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/tab-position1.jpg" style="width: 600px; height: 405px;" /></span></span><br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">4.2 Tab Data Link &ndash; Li&ecirc;n kết dữ liệu</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Bluetooth</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Radio</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Network / SIM</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/tab-position-1.jpg" style="width: 600px; height: 405px;" /><br />
4.3 Tab Satellites &ndash; Vệ tinh</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Quan s&aacute;t số vệ tinh</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Ph&acirc;n bố vệ tinh theo hệ</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Thiết lập g&oacute;c ngưỡng vệ tinh</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/tab-ve-tinh 3.jpg" style="width: 600px; height: 407px;" /><br />
4.4 Tab Information &ndash; Th&ocirc;ng tin thiết bị</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">GNSS receiver, anten</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Mainboard</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">UHF, Network module</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/tab-thong-tin 4.jpg" style="width: 600px; height: 404px;" /><br />
4.5 Tab Working Mode &ndash; Chế độ l&agrave;m việc</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Chọn Base / Rover / Static</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Phương thức kết nối tương ứng</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/tab-thiet-lap-che-do-lam-viec 5.jpg" style="width: 600px; height: 407px;" /><br />
4.6 Tab Satellite Settings &ndash; Thiết lập thu vệ tinh</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">GPS, GLONASS, BeiDou, Galileo, SBAS, QZSS</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">RTK timeout</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Chế độ FIX ch&iacute;nh x&aacute;c cao</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/tab-satellite-setting 6.jpg" style="width: 600px; height: 403px;" /><br />
4.7 Tab Device Configuration &ndash; Cấu h&igrave;nh thiết bị</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Time zone</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">IMU output</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Baud rate cổng serial</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">&Acirc;m thanh, cảnh b&aacute;o Base</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Bộ nhớ, debug</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tự động bật/tắt nguồn</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Chia sẻ Internet qua WiFi hotspot</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/tab-device-configuration 7.jpg" style="width: 600px; height: 403px;" /><br />
4.8 Tab NMEA Message &ndash; Dữ liệu NMEA</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Cấu h&igrave;nh NMEA qua Bluetooth / cổng 5-pin</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">GNSS PPP output</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Ghi NMEA</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/tab-nmea-message8.jpg" style="width: 600px; height: 403px;" /><br />
4.9 Tab View Log &ndash; Nhật k&yacute;</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Xem &amp; tải log ứng dụng, log hệ điều h&agrave;nh</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/tab-view-log 9.jpg" style="width: 600px; height: 403px;" /><br />
4.10 Tab Raw Data &ndash; Dữ liệu th&ocirc;</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tải raw GNSS</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Chuyển đổi RINEX</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tải nhiều file</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/tab-raw-data 10.jpg" style="width: 600px; height: 403px;" /><br />
4.11 Tab Backup Data &ndash; Sao lưu</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tải hoặc x&oacute;a dữ liệu điểm</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/tab-backup-data 11.jpg" style="width: 600px; height: 403px;" /><br />
4.12 Tab Management &ndash; Quản l&yacute; thiết bị</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">C&agrave;i đặt firmware mới</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đăng k&yacute; thiết bị / GNSS</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Thiết lập bảo mật</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Định dạng bộ nhớ</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tự kiểm tra</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kh&ocirc;i phục c&agrave;i đặt gốc</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Khởi động lại bộ thu</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">&nbsp;<img alt="" src="/admin/webroot/upload/image/images/tab-management 12.jpg" style="width: 600px; height: 403px;" /><br />
<br />
&gt;&gt;&gt; Việc cập nhật firmware th&ocirc;ng qua Web UI t&aacute;c động trực tiếp đến hệ thống l&otilde;i của bộ thu GNSS. Người d&ugrave;ng chỉ n&ecirc;n thực hiện khi đ&atilde; x&aacute;c định đ&uacute;ng model, đ&uacute;ng firmware v&agrave; đ&uacute;ng quy tr&igrave;nh của nh&agrave; sản xuất.<br />
Cập nhật firmware đ&uacute;ng c&aacute;ch &ndash; đ&uacute;ng nguồn &ndash; đ&uacute;ng thời điểm sẽ gi&uacute;p hệ thống RTK hoạt động ổn định, tối ưu khả năng FIX v&agrave; hạn chế tối đa rủi ro ngo&agrave;i thực tế.<br />
&nbsp;</span></span><br />
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			'title_seo' => 'tin tức trắc địa, cập nhật xu hướng đo đạc mới, công nghệ đo đạc, thiết bị đo đạc hiện đại, mẹo kỹ thuật trắc địa, sai số đo đạc, hệ tọa độ VN-2000, GNSS, RTK, GPS trắc địa, phần mềm trắc địa, phần mềm GIS, SurPad, LandStar, Magnet Field, Leica Captivate, Trimble Access',
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	(int) 7 => array(
		'Post' => array(
			'id' => '795',
			'name' => 'MÚI CHIẾU 3° VÀ 6° TRONG HỆ TỌA ĐỘ VN-2000',
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			'shortdes' => '<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">M&uacute;i chiếu 3&deg; v&agrave; 6&deg; trong hệ tọa độ VN-2000&nbsp;<br />
<em>(G&oacute;c nh&igrave;n theo Th&ocirc;ng tư 973/2001/TT-TCĐC)</em></span></span>',
			'content' => '<em><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trong lĩnh vực trắc địa, GIS v&agrave; x&acirc;y dựng, việc lựa chọn v&agrave; sử dụng m&uacute;i chiếu bản đồ c&oacute; ảnh hưởng trực tiếp đến độ ch&iacute;nh x&aacute;c h&igrave;nh học, sai số biến dạng v&agrave; t&iacute;nh ph&aacute;p l&yacute; của dữ liệu kh&ocirc;ng gian.&nbsp;Trong thực tế, c&aacute;c kh&aacute;i niệm m&uacute;i chiếu 3&deg;, m&uacute;i chiếu 6&deg;, UTM v&agrave; VN-2000 đ&ocirc;i khi bị sử dụng chưa thống nhất, dẫn đến nhầm lẫn trong &aacute;p dụng v&agrave; trao đổi kỹ thuật.<br />
<br />
B&agrave;i viết n&agrave;y tr&igrave;nh b&agrave;y v&agrave; l&agrave;m r&otilde; vấn đề m&uacute;i chiếu 3&deg; v&agrave; 6&deg; trong hệ tọa độ quốc gia VN-2000, dựa tr&ecirc;n Th&ocirc;ng tư 973/2001/TT-TCĐC v&agrave; bản chất của ph&eacute;p chiếu Transverse Mercator, nhằm gi&uacute;p người sử dụng hiểu đ&uacute;ng v&agrave; &aacute;p dụng ph&ugrave; hợp trong từng b&agrave;i to&aacute;n cụ thể.<br />
&nbsp;</span></span></em>
<h2>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">1. M&uacute;i chiếu bản đồ l&agrave; g&igrave;?</span></span></h2>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">M&uacute;i chiếu bản đồ l&agrave; phần bề mặt Tr&aacute;i Đất được giới hạn bởi hai đường kinh tuyến, được biểu diễn l&ecirc;n mặt phẳng th&ocirc;ng qua một ph&eacute;p chiếu bản đồ x&aacute;c định.<br />
<br />
Việc chia bề mặt Tr&aacute;i Đất th&agrave;nh c&aacute;c m&uacute;i chiếu gi&uacute;p:</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Giảm sai số biến dạng khi chiếu từ mặt cong sang mặt phẳng,</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Thuận tiện cho đo đạc, t&iacute;nh to&aacute;n v&agrave; th&agrave;nh lập bản đồ,</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Ph&ugrave; hợp với từng quy m&ocirc; v&agrave; mục đ&iacute;ch sử dụng kh&aacute;c nhau.</span></span></li>
</ul>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trong thực tế trắc địa v&agrave; bản đồ học, ph&eacute;p chiếu h&igrave;nh trụ ngang đồng g&oacute;c (Transverse Mercator) l&agrave; một trong những ph&eacute;p chiếu được sử dụng phổ biến nhất, đặc biệt đối với c&aacute;c m&uacute;i chiếu 3&deg; v&agrave; 6&deg;.<br />
&nbsp;</span></span>
<h2>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">2. Quy định về m&uacute;i chiếu trong hệ tọa độ VN-2000</span></span></h2>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Theo Th&ocirc;ng tư 973/2001/TT-TCĐC của Tổng cục Địa ch&iacute;nh, khi &aacute;p dụng Hệ quy chiếu v&agrave; Hệ tọa độ quốc gia VN-2000:&nbsp;<em>&ldquo;Hệ tọa độ quốc gia VN-2000 được x&acirc;y dựng tr&ecirc;n ph&eacute;p chiếu h&igrave;nh trụ ngang đồng g&oacute;c (Transverse Mercator) v&agrave; cho ph&eacute;p &aacute;p dụng c&aacute;c m&uacute;i chiếu 3&deg; hoặc 6&deg; t&ugrave;y theo mục đ&iacute;ch v&agrave; quy m&ocirc; bản đồ.&rdquo;</em><br />
<br />
Từ quy định n&agrave;y c&oacute; thể khẳng định:</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hệ tọa độ VN-2000 cho ph&eacute;p sử dụng cả m&uacute;i chiếu 3&deg; v&agrave; m&uacute;i chiếu 6&deg;,</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Việc lựa chọn m&uacute;i chiếu kh&ocirc;ng mang t&iacute;nh t&ugrave;y tiện, m&agrave; phải ph&ugrave; hợp với mục đ&iacute;ch sử dụng v&agrave; quy m&ocirc; bản đồ.</span></span></li>
</ul>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trong thực tế trắc địa v&agrave; bản đồ học, ph&eacute;p chiếu h&igrave;nh trụ ngang đồng g&oacute;c (Transverse Mercator) l&agrave; một trong những ph&eacute;p chiếu được sử dụng phổ biến nhất, đặc biệt đối với c&aacute;c m&uacute;i chiếu 3&deg; v&agrave; 6&deg;.</span></span>
<h2>
	<br />
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">3. M&uacute;i chiếu 6&deg; (UTM) &ndash; Phạm vi khu vực v&agrave; li&ecirc;n tỉnh</span></span></h2>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">M&uacute;i chiếu 6&deg; c&oacute; bề rộng 6 độ kinh độ, thường được biết đến rộng r&atilde;i th&ocirc;ng qua hệ thống UTM (Universal Transverse Mercator).<br />
<br />
3.1 Đặc điểm ch&iacute;nh</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Phủ diện t&iacute;ch rộng,</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Thuận lợi cho c&aacute;c b&agrave;i to&aacute;n bản đồ v&agrave; GIS quy m&ocirc; lớn,</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Sai số biến dạng tăng dần khi khoảng c&aacute;ch tới kinh tuyến trục tăng.</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">3.2 Phạm vi ứng dụng<br />
<br />
M&uacute;i chiếu 6&deg; ph&ugrave; hợp cho:</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Bản đồ quốc gia, v&ugrave;ng, li&ecirc;n tỉnh,</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">C&aacute;c hệ thống GIS tổng hợp,</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Quy hoạch kh&ocirc;ng gian, hạ tầng quy m&ocirc; lớn.</span></span></li>
</ul>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Lưu &yacute;: UTM kh&ocirc;ng phải l&agrave; một hệ tọa độ ri&ecirc;ng, m&agrave; l&agrave; c&aacute;ch tổ chức m&uacute;i chiếu 6&deg; của ph&eacute;p chiếu Transverse Mercator, thường được sử dụng c&ugrave;ng hệ quy chiếu WGS84 trong th&ocirc;ng lệ quốc tế.<br />
&nbsp;</span></span>
<p style="text-align: center;">
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/Utm-zones(1).jpg" style="width: 800px; height: 400px;" /></span></span></p>
<h2>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">4. M&uacute;i chiếu 3&deg; &ndash; Ti&ecirc;u chuẩn cho đo đạc ch&iacute;nh x&aacute;c</span></span></h2>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">M&uacute;i chiếu 3&deg; c&oacute; bề rộng hẹp hơn, gi&uacute;p giảm đ&aacute;ng kể sai số biến dạng so với m&uacute;i 6&deg;.<br />
<br />
4.1 Đặc điểm ch&iacute;nh</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Độ ch&iacute;nh x&aacute;c h&igrave;nh học cao,</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Biến dạng chiều d&agrave;i v&agrave; diện t&iacute;ch nhỏ,</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Ph&ugrave; hợp cho c&aacute;c b&agrave;i to&aacute;n y&ecirc;u cầu độ ch&iacute;nh x&aacute;c cao.</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">4.2 Phạm vi ứng dụng<br />
<br />
Trong hệ tọa độ VN-2000, m&uacute;i chiếu 3&deg; thường được sử dụng cho:</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đo vẽ địa ch&iacute;nh,</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Bản đồ tỷ lệ lớn,</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Bố tr&iacute; v&agrave; thi c&ocirc;ng c&ocirc;ng tr&igrave;nh,</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hồ sơ ph&aacute;p l&yacute; đất đai.</span></span></li>
</ul>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Khi sử dụng VN-2000, bắt buộc phải x&aacute;c định r&otilde; m&uacute;i chiếu v&agrave; kinh tuyến trục, v&igrave; đ&acirc;y l&agrave; tham số ph&aacute;p l&yacute; của hệ tọa độ, kh&ocirc;ng được mặc định như trong hệ UTM.<br />
&nbsp;</span></span><br />
<br />
<h2>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">5. Nhận định thực tế tại Việt Nam</span></span></h2>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trong thực tế đo đạc tại Việt Nam:</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">VN-2000 m&uacute;i chiếu 3&deg; l&agrave; lựa chọn chủ đạo cho c&ocirc;ng t&aacute;c địa ch&iacute;nh v&agrave; x&acirc;y dựng,</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">M&uacute;i chiếu 6&deg; (UTM) chủ yếu ph&ugrave; hợp cho bản đồ khu vực &ndash; v&ugrave;ng v&agrave; c&aacute;c b&agrave;i to&aacute;n GIS tổng hợp.</span></span></li>
</ul>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Việc sử dụng đ&uacute;ng m&uacute;i chiếu gi&uacute;p đảm bảo:</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Độ ch&iacute;nh x&aacute;c kỹ thuật,</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">T&iacute;nh thống nhất dữ liệu,</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Sự ph&ugrave; hợp với quy định ph&aacute;p l&yacute; hiện h&agrave;nh.</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">&nbsp;<br />
<strong>&gt;&gt;&gt; T&oacute;m lại:&nbsp;</strong></span></span><br />
<br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hệ tọa độ quốc gia VN-2000 cho ph&eacute;p sử dụng cả m&uacute;i chiếu 3&deg; v&agrave; 6&deg; theo Th&ocirc;ng tư 973/2001/TT-TCĐC.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">M&uacute;i chiếu 6&deg; (UTM) ph&ugrave; hợp cho bản đồ khu vực v&agrave; li&ecirc;n tỉnh.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">M&uacute;i chiếu 3&deg; được ưu ti&ecirc;n cho đo đạc ch&iacute;nh x&aacute;c, địa ch&iacute;nh v&agrave; c&ocirc;ng tr&igrave;nh.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">UTM l&agrave; c&aacute;ch tổ chức m&uacute;i chiếu, trong khi VN-2000 l&agrave; hệ tọa độ quốc gia &ndash; hai kh&aacute;i niệm n&agrave;y kh&ocirc;ng n&ecirc;n sử dụng thay thế cho nhau.</span></span></li>
</ul>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hiểu đ&uacute;ng v&agrave; sử dụng đ&uacute;ng m&uacute;i chiếu l&agrave; điều kiện quan trọng để đảm bảo độ ch&iacute;nh x&aacute;c kỹ thuật v&agrave; t&iacute;nh ph&aacute;p l&yacute; của mọi sản phẩm đo đạc v&agrave; bản đồ.<br />
&nbsp;<br />
<em>&gt;&gt;&gt; T&agrave;i liệu tham khảo:</em></span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><em>Th&ocirc;ng tư 973/2001/TT-TCĐC &ndash; Hướng dẫn &aacute;p dụng Hệ quy chiếu v&agrave; Hệ tọa độ quốc gia VN-2000</em></span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><em>T&agrave;i liệu chuy&ecirc;n ng&agrave;nh về ph&eacute;p chiếu Transverse Mercator / UTM</em></span></span></li>
</ul>
<p style="text-align: center;">
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><em><img alt="" src="/admin/webroot/upload/image/images/Kinh tuyến trục.jpg" style="width: 747px; height: 420px;" /></em></span></span></p>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">&nbsp;</span></span>',
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			'id' => '793',
			'name' => 'Tìm hiểu các phương pháp hiệu chỉnh GNSS ',
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			'shortdes' => '<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hiệu chỉnh GNSS l&agrave; yếu tố then chốt để đạt được định vị độ ch&iacute;nh x&aacute;c cao. T&iacute;n hiệu GNSS th&ocirc; (kh&ocirc;ng hiệu chỉnh) thường chỉ đạt độ ch&iacute;nh x&aacute;c khoảng 5&ndash;10 m&eacute;t, kh&ocirc;ng đ&aacute;p ứng y&ecirc;u cầu của c&aacute;c lĩnh vực như n&ocirc;ng nghiệp ch&iacute;nh x&aacute;c, trắc địa, robot tự h&agrave;nh, xe tự l&aacute;i,&hellip;&nbsp;Bằng c&aacute;ch t&iacute;nh to&aacute;n v&agrave; &aacute;p dụng c&aacute;c hiệu chỉnh sai số l&ecirc;n t&iacute;n hiệu GNSS, độ ch&iacute;nh x&aacute;c c&oacute; thể được cải thiện gấp 100 lần, đạt mức centimet.</span></span>',
			'content' => '<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><em>Hiệu chỉnh GNSS l&agrave; yếu tố then chốt để đạt được định vị độ ch&iacute;nh x&aacute;c cao. T&iacute;n hiệu GNSS th&ocirc; (kh&ocirc;ng hiệu chỉnh) thường chỉ đạt độ ch&iacute;nh x&aacute;c khoảng 5&ndash;10 m&eacute;t, kh&ocirc;ng đ&aacute;p ứng y&ecirc;u cầu của c&aacute;c lĩnh vực như n&ocirc;ng nghiệp ch&iacute;nh x&aacute;c, trắc địa, robot tự h&agrave;nh, xe tự l&aacute;i,&hellip;&nbsp;Bằng c&aacute;ch t&iacute;nh to&aacute;n v&agrave; &aacute;p dụng c&aacute;c hiệu chỉnh sai số l&ecirc;n t&iacute;n hiệu GNSS, độ ch&iacute;nh x&aacute;c c&oacute; thể được cải thiện gấp 100 lần, đạt mức centimet.</em><br />
<br />
B&agrave;i viết n&agrave;y tr&igrave;nh b&agrave;y c&aacute;c phương ph&aacute;p hiệu chỉnh GNSS ch&iacute;nh:</span></span><br />
<ul>
	<li>
		<strong><em><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">DGNSS (GNSS vi sai)</span></span></em></strong></li>
	<li>
		<strong><em><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">SBAS (Hệ thống tăng cường vệ tinh)</span></span></em></strong></li>
	<li>
		<strong><em><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">RTK (Động học thời gian thực)</span></span></em></strong></li>
	<li>
		<strong><em><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">PPP (Định vị điểm ch&iacute;nh x&aacute;c)</span></span></em></strong></li>
	<li>
		<strong><em><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">PPP-RTK</span></span></em></strong></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đồng thời ph&acirc;n t&iacute;ch đặc điểm, ưu nhược điểm v&agrave; phạm vi ứng dụng của từng phương ph&aacute;p, cũng như c&aacute;ch lựa chọn phương &aacute;n ph&ugrave; hợp.<br />
&nbsp;</span></span>
<p>
	<strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">GNSS định vị ti&ecirc;u chuẩn hoạt động như thế n&agrave;o?</span></span></strong><br />
	&nbsp;</p>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">T&iacute;n hiệu GNSS th&ocirc; từ mỗi vệ tinh mang một m&atilde; giả ngẫu nhi&ecirc;n (PRN), cung cấp ba th&ocirc;ng tin ch&iacute;nh:</span></span><br />
<ul>
	<li>
		<strong><em><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Ai: định danh vệ tinh.</span></span></em></strong></li>
	<li>
		<strong><em><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Ở đ&acirc;u: vị tr&iacute; quỹ đạo.</span></span></em></strong></li>
	<li>
		<strong><em><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Khi n&agrave;o: thời điểm ph&aacute;t t&iacute;n hiệu.</span></span></em></strong></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">M&aacute;y thu GNSS so s&aacute;nh m&atilde; PRN nhận được với m&atilde; PRN nội sinh của n&oacute; để x&aacute;c định thời gian truyền t&iacute;n hiệu, từ đ&oacute; t&iacute;nh ra khoảng c&aacute;ch giả (pseudorange). Khi c&oacute; khoảng c&aacute;ch đến &iacute;t nhất 4 vệ tinh, m&aacute;y thu c&oacute; thể x&aacute;c định vị tr&iacute; 3D của m&igrave;nh.<br />
<br />
T&iacute;n hiệu GNSS bị ảnh hưởng bởi nhiều nguồn sai số:</span></span><br />
<ul>
	<li>
		<em><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tầng điện ly &amp; đối lưu l&agrave;m chậm v&agrave; bẻ cong t&iacute;n hiệu.</span></span></em></li>
	<li>
		<em><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Sai số đồng hồ &amp; quỹ đạo vệ tinh.</span></span></em></li>
	<li>
		<em><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đa đường (multipath) do phản xạ từ nh&agrave; cửa, c&acirc;y cối.</span></span></em></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tổng sai số dẫn đến độ ch&iacute;nh x&aacute;c chỉ khoảng 5&ndash;10 m. Từ đ&acirc;y, c&aacute;c phương ph&aacute;p hiệu chỉnh GNSS ra đời để giảm v&agrave; loại bỏ c&aacute;c sai số n&agrave;y.<br />
&nbsp;</span></span>
<h2>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">1. Differential GNSS (DGNSS &ndash; GNSS vi sai)</span></span></h2>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Nguy&ecirc;n l&yacute;:</strong><br />
Định vị tương đối bằng c&aacute;ch so s&aacute;nh số liệu giữa m&aacute;y rover v&agrave; trạm tham chiếu c&oacute; tọa độ đ&atilde; biết ch&iacute;nh x&aacute;c.<br />
<br />
<strong>C&aacute;ch hoạt động:</strong></span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trạm base t&iacute;nh sai số pseudorange cho từng vệ tinh</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Ph&aacute;t c&aacute;c hiệu chỉnh n&agrave;y cho rover</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Rover &aacute;p dụng hiệu chỉnh để loại bỏ sai số chung</span></span></li>
</ul>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Độ ch&iacute;nh x&aacute;c</strong>: Dưới 1 m&eacute;t<br />
<br />
<strong>Ưu điểm</strong></span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Dễ triển khai</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Ti&ecirc;u thụ điện thấp</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Thời gian hội tụ nhanh</span></span></li>
</ul>
<br />
<strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Nhược điểm</span></span></strong><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Độ ch&iacute;nh x&aacute;c thấp hơn RTK/PPP</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Phụ thuộc khoảng c&aacute;ch đến trạm base</span></span></li>
</ul>
<br />
<strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Ứng dụng:&nbsp;</span></span></strong><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">H&agrave;ng hải, n</span><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">&ocirc;ng nghiệp mức cơ bản, t</span><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">hiết bị GNSS pin nhỏ.</span>
<p style="text-align: center;">
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">&nbsp;<img alt="" src="/admin/webroot/upload/image/images/GNSSCorrections-Types-SBAS-2-1024x683.jpg" style="width: 800px; height: 534px;" /></span></span></p>
<h2>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">2. SBAS &ndash; Hệ thống tăng cường vệ tinh</span></span></h2>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Nguy&ecirc;n l&yacute;</strong>:&nbsp;Tương tự DGNSS nhưng hiệu chỉnh được t</span></span><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">&iacute;nh to&aacute;n tập trung v&agrave; p</span><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">h&aacute;t qua vệ tinh địa tĩnh.</span><br />
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">V&iacute; dụ SBAS:</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">WAAS (Mỹ)</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">EGNOS (Ch&acirc;u &Acirc;u)</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">MSAS (Nhật Bản)</span></span></li>
</ul>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Độ ch&iacute;nh x&aacute;c</strong>: ~1&ndash;3 m<br />
<br />
<strong>Ưu điểm</strong></span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Miễn ph&iacute;</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Phủ rộng khu vực lớn</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kh&ocirc;ng cần base cục bộ</span></span></li>
</ul>
<br />
<strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Nhược điểm</span></span></strong><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Độ ch&iacute;nh x&aacute;c hạn chế</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kh&oacute; thu vệ tinh địa tĩnh ở đ&ocirc; thị / vĩ độ cao</span></span></li>
</ul>
<br />
<strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Ứng dụng:&nbsp;</span></span></strong><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">H&agrave;ng kh&ocirc;ng,&nbsp;</span><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">H&agrave;ng hải,&nbsp;</span><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">N&ocirc;ng nghiệp quy m&ocirc; lớn.</span>
<h2>
	<br />
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">3. RTK &ndash; Real-Time Kinematic</span></span></h2>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Nguy&ecirc;n l&yacute;:&nbsp;</strong>Sử dụng đo pha s&oacute;ng mang (carrier-phase) kết hợp hiệu chỉnh thời gian thực từ trạm base.<br />
<br />
<strong>Đặc điểm kỹ thuật:</strong></span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Bước s&oacute;ng L1 GPS &asymp; 19 cm</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Giải ẩn số nguy&ecirc;n (integer ambiguity)</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Sử dụng double differencing + thuật to&aacute;n LAMBDA</span></span></li>
</ul>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Độ ch&iacute;nh x&aacute;c</strong>: &nbsp;1&ndash;2 cm<br />
<br />
<strong>Thời gian fix</strong>: v&agrave;i gi&acirc;y<br />
<br />
<strong>Ưu điểm:&nbsp;</strong></span></span><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">Độ ch&iacute;nh x&aacute;c cao nhất, h</span><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">ội tụ cực nhanh</span><br />
<br />
<strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Nhược điểm</span></span></strong><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Phạm vi giới hạn (&asymp; 20&ndash;30 km)</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Cần kết nối ổn định (radio / NTRIP)</span></span></li>
</ul>
<br />
<strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Ứng dụng</span></span></strong><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trắc địa</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Thi c&ocirc;ng &ndash; stakeout</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Robot, UAV</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">N&ocirc;ng nghiệp ch&iacute;nh x&aacute;c</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">&nbsp;</span></span>
<h2>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">4. PPP &ndash; Precise Point Positioning</span></span></h2>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Nguy&ecirc;n l&yacute;</strong>: Định vị tuyệt đối bằng c&aacute;ch &aacute;p dụng:</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Quỹ đạo vệ tinh ch&iacute;nh x&aacute;c</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đồng hồ vệ tinh ch&iacute;nh x&aacute;c</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">M&ocirc; h&igrave;nh kh&iacute; quyển to&agrave;n cầu</span></span></li>
</ul>
<br />
<strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đặc điểm:</span></span></strong><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kh&ocirc;ng cần trạm base cục bộ</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hội tụ bằng c&aacute;ch tự giải ẩn số pha</span></span></li>
</ul>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Độ ch&iacute;nh x&aacute;c</strong>: cm (tĩnh)<br />
<br />
<strong>Thời gian hội tụ</strong>: 10&ndash;30 ph&uacute;t<br />
<br />
<strong>Ưu điểm</strong></span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Phủ to&agrave;n cầu</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Ph&ugrave; hợp v&ugrave;ng xa, biển khơi</span></span></li>
</ul>
<br />
<strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Nhược điểm</span></span></strong><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hội tụ chậm</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kh&ocirc;ng ph&ugrave; hợp ứng dụng cần real-time</span></span></li>
</ul>
<br />
<strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Ứng dụng</span></span></strong><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">H&agrave;ng hải &ndash; ngo&agrave;i khơi</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Khoa học &ndash; địa vật l&yacute;</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đo đạc khu vực hẻo l&aacute;nh</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">&nbsp;</span></span>
<h2>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">5. PPP-RTK &ndash; Phương ph&aacute;p lai hiện đại</span></span></h2>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Nguy&ecirc;n l&yacute;</strong>: L&agrave; sự kết hợp giữa:</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hiệu chỉnh vệ tinh ch&iacute;nh x&aacute;c của PPP</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hiệu chỉnh kh&iacute; quyển &amp; pha kiểu RTK</span></span></li>
</ul>
<br />
<strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">C&ocirc;ng nghệ cốt l&otilde;i:</span></span></strong><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">SSR (State Space Representation)</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Wide-lane ambiguity resolution (bước s&oacute;ng d&agrave;i &rarr; fix nhanh)</span></span></li>
</ul>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Độ ch&iacute;nh x&aacute;c</strong>: 3&ndash;7 cm<br />
<br />
<strong>Thời gian hội tụ</strong>: 10&ndash;30 gi&acirc;y<br />
<br />
<strong>Ưu điểm</strong></span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Nhanh hơn PPP</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Phủ rộng hơn RTK</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Mở rộng cho số lượng người d&ugrave;ng lớn</span></span></li>
</ul>
<br />
<strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Nhược điểm</span></span></strong><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Cần m&aacute;y GNSS đa tần hiện đại</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Độ ch&iacute;nh x&aacute;c thấp hơn RTK cự ly ngắn</span></span></li>
</ul>
<br />
<strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Ứng dụng</span></span></strong><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Xe tự l&aacute;i &ndash; ADAS</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">UAV</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Quản l&yacute; đội xe</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">N&ocirc;ng nghiệp th&ocirc;ng minh</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">&nbsp;<br />
<strong>BẢNG SO S&Aacute;NH&nbsp;</strong></span></span><br />
<br />
<table border="0" cellpadding="0" style="width: 100%">
	<thead>
		<tr>
			<th>
				<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Phương ph&aacute;p</span></span></th>
			<th>
				<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Độ ch&iacute;nh x&aacute;c</span></span></th>
			<th>
				<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Thời gian fix</span></span></th>
			<th>
				<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Phạm vi</span></span></th>
		</tr>
	</thead>
	<tbody>
		<tr>
			<td>
				<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">GNSS thường</span></span></td>
			<td>
				<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">5&ndash;10 m</span></span></td>
			<td>
				<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">V&agrave;i gi&acirc;y</span></span></td>
			<td>
				<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">To&agrave;n cầu</span></span></td>
		</tr>
		<tr>
			<td>
				<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">SBAS</span></span></td>
			<td>
				<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">1&ndash;3 m</span></span></td>
			<td>
				<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">~30 s</span></span></td>
			<td>
				<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Lục địa</span></span></td>
		</tr>
		<tr>
			<td>
				<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">DGNSS</span></span></td>
			<td>
				<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">&lt;1 m</span></span></td>
			<td>
				<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">5&ndash;20 s</span></span></td>
			<td>
				<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Cục bộ</span></span></td>
		</tr>
		<tr>
			<td>
				<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">PPP</span></span></td>
			<td>
				<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">~10 cm</span></span></td>
			<td>
				<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">10&ndash;30 ph&uacute;t</span></span></td>
			<td>
				<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">To&agrave;n cầu</span></span></td>
		</tr>
		<tr>
			<td>
				<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">PPP-RTK</span></span></td>
			<td>
				<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">3&ndash;7 cm</span></span></td>
			<td>
				<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">10&ndash;30 s</span></span></td>
			<td>
				<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Khu vực</span></span></td>
		</tr>
		<tr>
			<td>
				<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">RTK</span></span></td>
			<td>
				<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">1&ndash;2 cm</span></span></td>
			<td>
				<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">~5 s</span></span></td>
			<td>
				<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">&le;30 km</span></span></td>
		</tr>
	</tbody>
</table>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">&nbsp;<br />
&gt;&gt;&gt;&nbsp; Kh&ocirc;ng c&oacute; phương ph&aacute;p hiệu chỉnh GNSS n&agrave;o &ldquo;tốt nhất cho mọi trường hợp&rdquo;.&nbsp;Chỉ c&oacute; phương ph&aacute;p ph&ugrave; hợp nhất với y&ecirc;u cầu c&ocirc;ng việc:</span></span><br />
<br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Cần nhanh &ndash; ch&iacute;nh x&aacute;c tuyệt đối &rarr; RTK</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Cần phủ rộng &ndash; kh&ocirc;ng cần base &rarr; PPP / PPP-RTK</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Cần ổn định &ndash; tiết kiệm năng lượng &rarr; DGNSS / SBAS</span></span></li>
</ul>
<p style="text-align: center;">
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">&nbsp;<img alt="" src="/admin/webroot/upload/image/images/Grey Minimalist Architecture Search Bar Facebook Cover (1).png" style="width: 800px; height: 451px;" /></span></span></p>
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			'videoyou' => null,
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			'twodaypro' => null,
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			'photo' => null,
			'lft' => '501',
			'rght' => '502',
			'vat' => null,
			'hangsx' => null,
			'baohanh' => null,
			'tinhtrang' => '1',
			'tailieu' => null,
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		),
		'Catproduct' => array(
			'id' => '40',
			'name' => 'Blogs',
			'parent_id' => null,
			'alias' => 'blogs',
			'images' => '',
			'lft' => '103',
			'rght' => '104',
			'pos' => '5',
			'status' => '1',
			'title_seo' => 'tin tức trắc địa, cập nhật xu hướng đo đạc mới, công nghệ đo đạc, thiết bị đo đạc hiện đại, mẹo kỹ thuật trắc địa, sai số đo đạc, hệ tọa độ VN-2000, GNSS, RTK, GPS trắc địa, phần mềm trắc địa, phần mềm GIS, SurPad, LandStar, Magnet Field, Leica Captivate, Trimble Access',
			'meta_key' => 'tin tức trắc địa, cập nhật xu hướng đo đạc mới, công nghệ đo đạc, thiết bị đo đạc hiện đại, mẹo kỹ thuật trắc địa, sai số đo đạc, hệ tọa độ VN-2000, GNSS, RTK, GPS trắc địa, phần mềm trắc địa, phần mềm GIS, SurPad, LandStar, Magnet Field, Leica Captivate, Trimble Access',
			'meta_des' => 'phần mềm máy đo đạc, phần mềm GIS, phần mềm trút dữ liệu',
			'created' => '2015-12-16',
			'modified' => '2025-10-29',
			'slug' => 'blogs',
			'cate' => '4',
			'link' => 'tin-tuc',
			'name_eng' => '',
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		)
	),
	(int) 9 => array(
		'Post' => array(
			'id' => '792',
			'name' => 'Stakeout bằng RTK GNSS và Toàn đạc điện tử',
			'code' => null,
			'alias' => 'stakeout-bang-rtk-gnss-va-toan-dac-dien-tu',
			'cat_id' => '40',
			'price' => '0',
			'type' => 'new',
			'shortdes' => '<span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">Trong c&ocirc;ng t&aacute;c stakeout (cắm điểm/định vị thi c&ocirc;ng), GNSS RTK v&agrave; To&agrave;n đạc điện tử đều l&agrave; c&ocirc;ng cụ quan trọng &mdash; nhưng mỗi c&aacute;i c&oacute; đặc th&ugrave;, ưu/nhược điểm v&agrave; thời điểm sử dụng kh&aacute;c nhau. Kh&ocirc;ng phải c&aacute;i n&agrave;o &ldquo;tốt hơn&rdquo;, m&agrave; l&agrave; chọn đ&uacute;ng nơi &ndash; đ&uacute;ng l&uacute;c.</span>',
			'content' => '<em><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trong c&ocirc;ng t&aacute;c stakeout (cắm điểm/định vị thi c&ocirc;ng), GNSS RTK v&agrave; To&agrave;n đạc điện tử đều l&agrave; c&ocirc;ng cụ quan trọng &mdash; nhưng mỗi c&aacute;i c&oacute; đặc th&ugrave;, ưu/nhược điểm v&agrave; thời điểm sử dụng kh&aacute;c nhau. Kh&ocirc;ng phải c&aacute;i n&agrave;o &ldquo;tốt hơn&rdquo;, m&agrave; l&agrave; chọn đ&uacute;ng nơi &ndash; đ&uacute;ng l&uacute;c.<br />
<br />
RTK GNSS l&agrave; phương ph&aacute;p định vị vệ tinh động thời gian thực, trong đ&oacute; tọa độ điểm đo được x&aacute;c định th&ocirc;ng qua xử l&yacute; t&iacute;n hiệu GNSS v&agrave; hiệu chỉnh sai số từ trạm Base hoặc mạng CORS. Kết quả đo được thể hiện trong hệ tọa độ kh&ocirc;ng gian to&agrave;n cầu hoặc hệ tọa độ quốc gia, ph&ugrave; hợp cho c&aacute;c b&agrave;i to&aacute;n định vị tổng thể, đo diện rộng v&agrave; thiết lập khung khống chế ban đầu.<br />
<br />
To&agrave;n đạc điện tử l&agrave; thiết bị đo đạc sử dụng nguy&ecirc;n l&yacute; đo g&oacute;c v&agrave; khoảng c&aacute;ch để x&aacute;c định vị tr&iacute; điểm trong hệ tọa độ cục bộ hoặc hệ tọa độ c&ocirc;ng tr&igrave;nh, dựa tr&ecirc;n c&aacute;c điểm khống chế đ&atilde; biết. Phương ph&aacute;p n&agrave;y cho ph&eacute;p kiểm so&aacute;t chặt chẽ h&igrave;nh học kh&ocirc;ng gian, cao độ v&agrave; sai số tương đối, đặc biệt hiệu quả trong c&aacute;c c&ocirc;ng tr&igrave;nh y&ecirc;u cầu độ ch&iacute;nh x&aacute;c cao.<br />
<br />
Ch&iacute;nh sự kh&aacute;c biệt về nguy&ecirc;n l&yacute; đo v&agrave; c&aacute;ch kiểm so&aacute;t sai số khiến RTK GNSS v&agrave; To&agrave;n đạc điện tử kh&ocirc;ng mang t&iacute;nh thay thế, m&agrave; thường được kết hợp trong c&ugrave;ng một workflow để đạt hiệu quả v&agrave; độ tin cậy cao nhất.<br />
&nbsp;</span></span></em><br />
<h2>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">1. Bảng so s&aacute;nh tổng quan RTK GNSS vs To&agrave;n đạc điện tử</span></span></h2>
<br />
<table border="0" cellpadding="0">
	<thead>
		<tr>
			<th>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Ti&ecirc;u ch&iacute;</span></span><br />
				&nbsp;</th>
			<th>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">RTK GNSS</span></span><br />
				&nbsp;</th>
			<th>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">To&agrave;n đạc điện tử</span></span><br />
				&nbsp;</th>
			<th>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Nhận x&eacute;t kỹ thuật</span></span><br />
				&nbsp;</th>
		</tr>
	</thead>
	<tbody>
		<tr>
			<td>
				<strong><span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Bản chất đo</span></span></strong><br />
				&nbsp;</td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Định vị tuyệt đối theo GNSS</span></span><br />
				&nbsp;</td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Định vị tương đối trong mạng khống chế&nbsp; &nbsp; &nbsp; &nbsp; &nbsp;&nbsp;</span></span><br />
				&nbsp;</td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Kh&aacute;c nhau về nguy&ecirc;n l&yacute;</span></span><br />
				&nbsp;</td>
		</tr>
		<tr>
			<td>
				<strong><span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Độ ch&iacute;nh x&aacute;c</span></span></strong><br />
				&nbsp;</td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Mức cm (RTK Fix, m&ocirc;i trường tốt)&nbsp; &nbsp; &nbsp;&nbsp;</span></span><br />
				&nbsp;</td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Mức mm (đo cạnh &amp; g&oacute;c)</span></span><br />
				&nbsp;</td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">To&agrave;n đạc vượt trội cho chi tiết</span></span><br />
				&nbsp;</td>
		</tr>
		<tr>
			<td>
				<strong><span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Tốc độ</span></span></strong><br />
				&nbsp;</td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Rất nhanh, ph&ugrave; hợp diện rộng</span></span><br />
				&nbsp;</td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Chậm hơn do ngắm gương</span></span><br />
				&nbsp;</td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">RTK c&oacute; lợi thế tốc độ</span></span><br />
				&nbsp;</td>
		</tr>
		<tr>
			<td>
				<strong><span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Phạm vi</span></span></strong><br />
				&nbsp;</td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">V&agrave;i km đến h&agrave;ng chục km<br />
				(Base&ndash;Rover / CORS)&nbsp; &nbsp; &nbsp; &nbsp;</span></span><br />
				&nbsp;</td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">~500&ndash;1000 m, cần line-of-sight</span></span><br />
				&nbsp;</td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">RTK ph&ugrave; hợp khu vực lớn</span></span><br />
				&nbsp;</td>
		</tr>
		<tr>
			<td>
				<strong><span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Cao độ &amp; h&igrave;nh học&nbsp; &nbsp; &nbsp;</span></span></strong><br />
				&nbsp;</td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">C&oacute; thể biến động theo vệ tinh</span></span><br />
				&nbsp;</td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Kiểm so&aacute;t cao độ rất tốt</span></span><br />
				&nbsp;</td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">To&agrave;n đạc an to&agrave;n cho cao độ</span></span><br />
				&nbsp;</td>
		</tr>
		<tr>
			<td>
				<strong><span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Nh&acirc;n lực</span></span></strong><br />
				&nbsp;</td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Thường 1 người</span></span><br />
				&nbsp;</td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Thường 2 người (robot c&oacute; thể 1)</span></span><br />
				&nbsp;</td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">RTK tiết kiệm nh&acirc;n lực</span></span><br />
				&nbsp;</td>
		</tr>
		<tr>
			<td>
				<strong><span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">T&iacute;nh cơ động</span></span></strong><br />
				&nbsp;</td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Gọn nhẹ, setup nhanh</span></span><br />
				&nbsp;</td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Cồng kềnh hơn</span></span><br />
				&nbsp;</td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">RTK linh hoạt hơn</span></span><br />
				&nbsp;</td>
		</tr>
		<tr>
			<td>
				<strong><span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Chi ph&iacute;</span></span></strong></td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Đầu tư cao hơn, c&oacute; thể c&oacute; ph&iacute;<br />
				CORS&nbsp; &nbsp;&nbsp;</span></span></td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Ổn định, dễ kiểm so&aacute;t</span></span></td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">T&ugrave;y quy m&ocirc; dự &aacute;n</span></span></td>
		</tr>
	</tbody>
</table>
<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">&nbsp;</span></span><br />
<h2 style="text-align: center;">
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/Blue and White Neon Gradients Virtual Video Background (100)(2).png" style="width: 780px; height: 439px;" /></span></span></h2>
<h2>
	<br />
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">2. So s&aacute;nh ứng dụng thực tế theo từng t&igrave;nh huống c&ocirc;ng việc</span></span></h2>
<br />
<table border="0" cellpadding="0">
	<thead>
		<tr>
			<th>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">T&igrave;nh huống</span></span><br />
				&nbsp;</th>
			<th>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">RTK GNSS</span></span><br />
				&nbsp;</th>
			<th>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">To&agrave;n đạc</span></span><br />
				&nbsp;</th>
			<th>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Nhận định</span></span><br />
				&nbsp;</th>
		</tr>
	</thead>
	<tbody>
		<tr>
			<td>
				<strong><span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Đo diện rộng (ruộng, rừng, KCN)&nbsp; &nbsp;</span></span></strong><br />
				&nbsp;</td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Đo nhanh, kh&ocirc;ng cần line-of-sight&nbsp; &nbsp; &nbsp; &nbsp;</span></span><br />
				&nbsp;</td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Kh&oacute; triển khai diện rộng</span></span><br />
				&nbsp;</td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">RTK GNSS vượt trội</span></span><br />
				&nbsp;</td>
		</tr>
		<tr>
			<td>
				<strong><span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Đo chi tiết c&ocirc;ng tr&igrave;nh</span></span></strong><br />
				&nbsp;</td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Độ ch&iacute;nh x&aacute;c cm, dễ nhiễu</span></span><br />
				&nbsp;</td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Độ ch&iacute;nh x&aacute;c mm, ổn định&nbsp; &nbsp; &nbsp;&nbsp;</span></span><br />
				&nbsp;</td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">To&agrave;n đạc tốt hơn</span></span><br />
				&nbsp;</td>
		</tr>
		<tr>
			<td>
				<strong><span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Khu đ&ocirc; thị nhiều nh&agrave; cao tầng</span></span></strong><br />
				&nbsp;</td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Dễ bị che khuất vệ tinh</span></span><br />
				&nbsp;</td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Kh&ocirc;ng phụ thuộc vệ tinh</span></span><br />
				&nbsp;</td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">To&agrave;n đạc hiệu quả</span></span><br />
				&nbsp;</td>
		</tr>
		<tr>
			<td>
				<strong><span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Địa h&igrave;nh mở</span></span></strong><br />
				&nbsp;</td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">T&iacute;n hiệu tốt, đo rất nhanh</span></span><br />
				&nbsp;</td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Đo được nhưng chậm</span></span><br />
				&nbsp;</td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">RTK thuận tiện</span></span><br />
				&nbsp;</td>
		</tr>
		<tr>
			<td>
				<strong><span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Gi&aacute;m s&aacute;t thi c&ocirc;ng hằng ng&agrave;y</span></span></strong><br />
				&nbsp;</td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">X&aacute;c định mốc tổng thể</span></span><br />
				&nbsp;</td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Kiểm tra trục, cao độ</span></span><br />
				&nbsp;</td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">N&ecirc;n kết hợp</span></span><br />
				&nbsp;</td>
		</tr>
		<tr>
			<td>
				<strong><span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Địa ch&iacute;nh &ndash; bản đồ &ndash; n&ocirc;ng nghiệp&nbsp; &nbsp; &nbsp;&nbsp;</span></span></strong><br />
				&nbsp;</td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Rất ph&ugrave; hợp cho diện rộng</span></span><br />
				&nbsp;</td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Bổ trợ khi cần chi tiết</span></span><br />
				&nbsp;</td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">RTK l&agrave; chủ đạo</span></span><br />
				&nbsp;</td>
		</tr>
		<tr>
			<td>
				<strong><span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Ho&agrave;n c&ocirc;ng &ndash; nghiệm thu</span></span></strong></td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Kiểm tra tổng thể</span></span></td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Ch&iacute;nh x&aacute;c chi tiết</span></span></td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">To&agrave;n đạc an to&agrave;n</span></span></td>
		</tr>
	</tbody>
</table>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">&nbsp;</span></span>
<p style="text-align: center;">
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/Leica_TS16_Carousel_Image_1_800x428.jpg" style="width: 763px; height: 408px;" /></span></span></p>
<h2>
	<br />
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">3. Workflow được &aacute;p dụng phổ biến trong c&ocirc;ng t&aacute;c&nbsp;cắm điểm/định vị thi c&ocirc;ng&nbsp;</span></span><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">thực tế</span><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">&nbsp;</span></h2>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Theo hướng dẫn ứng dụng của Leica Geosystems v&agrave; Trimble, c&aacute;c dự &aacute;n chuy&ecirc;n nghiệp thường &aacute;p dụng quy tr&igrave;nh sau:</span></span>
<h3>
	<br />
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">3.1 RTK GNSS</span></span></h3>
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">X&aacute;c định hệ tọa độ,</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Fix mốc khống chế,</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Lập bản đồ nền, định vị tổng thể.</span></span></li>
</ul>
<h3>
	<br />
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">3.2 To&agrave;n đạc điện tử</span></span></h3>
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Bố tr&iacute; tim trục,</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kiểm so&aacute;t cao độ,</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Stakeout chi tiết,</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Ho&agrave;n c&ocirc;ng &ndash; nghiệm thu.</span></span></li>
</ul>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đ&acirc;y l&agrave; l&yacute; do v&igrave; sao RTK v&agrave; To&agrave;n đạc lu&ocirc;n đi c&ugrave;ng nhau tr&ecirc;n c&ocirc;ng trường, chứ kh&ocirc;ng cạnh tranh trực tiếp.</span></span>
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">RTK GNSS mạnh về tốc độ, phạm vi, t&iacute;nh cơ động.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">To&agrave;n đạc điện tử mạnh về độ ch&iacute;nh x&aacute;c, h&igrave;nh học, cao độ v&agrave; độ tin cậy.</span></span></li>
</ul>
<p style="text-align: center;">
	<img alt="" src="/admin/webroot/upload/image/images/maxresdefault (1)(2).jpg" style="width: 780px; height: 439px;" /></p>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kh&ocirc;ng c&oacute; thiết bị n&agrave;o &ldquo;tốt nhất cho mọi c&ocirc;ng việc&rdquo;.&nbsp;Việc sử dụng đ&uacute;ng thiết bị cho đ&uacute;ng mục đ&iacute;ch gi&uacute;p:</span></span>
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Giảm sai số,</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tiết kiệm thời gian,</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Dễ bảo vệ số liệu khi nghiệm thu.</span></span></li>
</ul>
<br />
<span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">Kết hợp c&ocirc;ng nghệ GNSS hiện đại với độ ch&iacute;nh x&aacute;c truyền thống của m&aacute;y to&agrave;n đạc </span><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">l&agrave; xu hướng chung của c&aacute;c đội đo đạc chuy&ecirc;n nghiệp hiện nay.<br />
<br />
<em>&gt;&gt;&gt; <u>Nguồn tham khảo:</u><br />
Leica Geosystems &ndash; GNSS vs Total Station Applications<br />
Trimble &ndash; Stakeout and Construction Surveying Guidelines<br />
Topcon &ndash; GNSS and Total Station Field Workflows</em><br />
&nbsp;</span></span>',
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			'name' => 'Leica Infinity - Phần mềm văn phòng được kết nối vô tận',
			'code' => null,
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			'shortdes' => '<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">C&ugrave;ng t&igrave;m hiểu phần mềm xử l&yacute; dữ liệu khảo s&aacute;t Leica Infinity - C&ocirc;ng cụ kết nối v&ocirc; hạn!</span></span>',
			'content' => '<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="white-space-collapse: preserve;"><strong>Leica Infinity</strong> l&agrave; phần mềm xử l&yacute; dữ liệu khảo s&aacute;t của h&atilde;ng Leica Geosystems, được thiết kế để quản l&yacute;, xử l&yacute;, ph&acirc;n t&iacute;ch v&agrave; kiểm tra chất lượng của tất cả dữ liệu đo đạc khảo s&aacute;t từ thực địa, bao gồm dữ liệu từ to&agrave;n đạc, thủy chuẩn, GNSS, UAV, Scanner. C&aacute;c dữ liệu được kết hợp trong một dự &aacute;n (BIM, CAD, GIS,..), dễ d&agrave;ng tr&iacute;ch xuất, tạo v&agrave; cập nhật một c&aacute;ch li&ecirc;n tục, gi&uacute;p người d&ugrave;ng gi&aacute;m s&aacute;t tất cả quy tr&igrave;nh c&ocirc;ng việc.</span><br />
<br />
<strong>Quản l&yacute;, xử l&yacute;, ph&acirc;n t&iacute;ch v&agrave; kiểm tra chất lượng dữ liệu khảo s&aacute;t thực địa</strong><br />
<br />
<strong>Leica Infinity</strong> l&agrave; phần mềm văn ph&ograve;ng th&acirc;n thiện với người d&ugrave;ng d&agrave;nh cho c&aacute;c nh&agrave; khảo s&aacute;t v&agrave; chuy&ecirc;n gia đo lường, những người y&ecirc;u cầu giải ph&aacute;p to&agrave;n diện cho nhu cầu dữ liệu kh&ocirc;ng gian địa l&yacute; của họ.&nbsp;Khoản đầu tư v&agrave;o Infinity, đảm bảo quản l&yacute;, xử l&yacute;, ph&acirc;n t&iacute;ch v&agrave; đảm bảo chất lượng dữ liệu khảo s&aacute;t từ c&aacute;c m&aacute;y&nbsp;to&agrave;n đạc&nbsp;,&nbsp;cấp kỹ thuật số&nbsp;,&nbsp;GNSS&nbsp;&nbsp;v&agrave;&nbsp;M&aacute;y bay kh&ocirc;ng người l&aacute;i (UAV)&nbsp;.&nbsp;Với&nbsp;phần mềm&nbsp;văn ph&ograve;ng Infinity v&agrave;&nbsp;Leica Captivate&nbsp;được đồng bộ h&oacute;a ho&agrave;n hảo trong thiết kế v&agrave; vận h&agrave;nh, đảm bảo kết nối liền mạch giữa hiện trường v&agrave; văn ph&ograve;ng.&nbsp;Hỗ trợ c&aacute;c ứng dụng khảo s&aacute;t, lập bản đồ v&agrave; x&acirc;y dựng, Infinity l&agrave; trung t&acirc;m phần mềm văn ph&ograve;ng kh&ocirc;ng gian địa l&yacute; tối ưu.<br />
<br />
<strong><img alt="" src="/admin/webroot/upload/image/images/leica_infinity_point_cloud_800x428.JPG" style="width: 800px; height: 428px;" /><br />
<br />
Một khoản đầu tư cho nhiều ứng dụng</strong><br />
<br />
<strong>Leica Infinity</strong> l&agrave; phần mềm văn ph&ograve;ng kh&ocirc;ng gian địa l&yacute; được lựa chọn cho c&aacute;c ứng dụng v&ocirc; hạn.&nbsp;Từ khảo s&aacute;t đến x&acirc;y dựng, n&oacute; hỗ trợ BIM, CAD, GIS v&agrave; hơn thế nữa để đồng h&agrave;nh với sự ph&aacute;t triển của doanh nghiệp bạn trong c&aacute;c ứng dụng mới.&nbsp;Phần mềm Infinity sẵn s&agrave;ng sử dụng dữ liệu từ c&aacute;c cảm biến truyền thống như m&aacute;y&nbsp;to&agrave;n&nbsp;đạc&nbsp;,&nbsp;GNSS&nbsp;&nbsp;v&agrave;&nbsp;mức kỹ thuật số&nbsp;, đồng thời cũng thoải m&aacute;i với c&aacute;c đ&aacute;m m&acirc;y điểm từ&nbsp;MS60 MultiStation&nbsp;&nbsp;v&agrave;&nbsp;UAV&nbsp;.<br />
<br />
Kh&aacute;m ph&aacute; những sự thật bạn cần xem x&eacute;t khi chọn phần mềm văn ph&ograve;ng khảo s&aacute;t v&agrave; c&aacute;ch Infinity trao quyền cho người khảo s&aacute;t trong mọi bước - c&oacute; thể l&agrave; h&igrave;nh dung, chuẩn bị, thu thập, xử l&yacute;, x&aacute;c nhận, b&aacute;o c&aacute;o v&agrave; / hoặc chia sẻ dữ liệu.<br />
<br />
<img alt="" src="/admin/webroot/upload/image/images/Leica_Infinity_pic_1766x750_new.jpg" style="width: 800px; height: 340px;" /><br />
<br />
<strong>Một luồng dữ liệu duy nhất cho tất cả c&aacute;c cảm biến v&agrave; dịch vụ đo lường</strong><br />
<br />
<strong>Leica Infinity</strong> l&agrave; trung t&acirc;m phần mềm khảo s&aacute;t tối ưu.&nbsp;Được thiết kế để hỗ trợ v&ocirc; số quy tr&igrave;nh l&agrave;m việc, dữ liệu từ BIM, CAD, GIS v&agrave; hơn thế nữa, đi k&egrave;m với dữ liệu đo lường trong một g&oacute;i văn ph&ograve;ng khảo s&aacute;t dễ sử dụng.&nbsp;H&igrave;nh ảnh v&agrave; đ&aacute;m m&acirc;y điểm từ&nbsp;c&aacute;c&nbsp;m&aacute;y&nbsp;&nbsp;to&agrave;n đạc&nbsp;,&nbsp;MultiStations&nbsp;,&nbsp;UAV&nbsp;&nbsp;v&agrave;&nbsp;GNSS&nbsp;được t&iacute;ch hợp liền mạch với c&aacute;c ph&eacute;p đo truyền thống để tạo ra c&aacute;c sản phẩm c&oacute; gi&aacute; trị c&oacute; thể được chia sẻ kỹ thuật số th&ocirc;ng qua đ&aacute;m m&acirc;y hoặc c&aacute;c kế hoạch in tương tự.&nbsp;Với c&aacute;c dịch vụ dữ liệu của Hexagon v&agrave; c&aacute;c b&ecirc;n thứ ba được t&iacute;ch hợp, việc truy cập v&agrave;o dữ liệu diễn ra liền mạch v&agrave; hiệu quả.&nbsp;Với khả năng truy xuất nguồn gốc đầy đủ v&agrave; b&aacute;o c&aacute;o chất lượng, h&atilde;y lu&ocirc;n tự tin v&agrave;o sản phẩm của bạn.<br />
<br />
Kh&aacute;m ph&aacute; c&aacute;c mẹo v&agrave; lợi &iacute;ch về c&aacute;ch phần mềm văn ph&ograve;ng khảo s&aacute;t ng&agrave;nh c&oacute; thể đơn giản h&oacute;a quy tr&igrave;nh l&agrave;m việc của bạn trong suốt bốn trụ cột của c&ocirc;ng việc khảo s&aacute;t.<br />
<br />
<strong><img alt="" src="/admin/webroot/upload/image/images/Leica-infinity-office_software_800x428.JPG" style="width: 748px; height: 400px;" /><br />
<br />
Một phần mềm để kết nối liền mạch</strong><br />
<br />
<strong>Leica Infinity</strong> được thiết kế để kết nối liền mạch với hiện trường v&agrave; t&aacute;i tạo kết quả đo được tại hiện trường bất cứ l&uacute;c n&agrave;o.&nbsp;Tọa độ c&oacute; thể được t&iacute;nh to&aacute;n lại một c&aacute;ch đơn giản v&agrave; tự động nếu chiều cao của cột hoặc dụng cụ bị thay đổi, tr&aacute;nh việc xử l&yacute; thủ c&ocirc;ng tốn thời gian.&nbsp;Với kết nối đ&aacute;m m&acirc;y giữa hiện trường v&agrave; văn ph&ograve;ng, những người khảo s&aacute;t tại hiện trường lu&ocirc;n c&oacute; dữ liệu mới nhất v&agrave; qu&aacute; tr&igrave;nh xử l&yacute; tại văn ph&ograve;ng c&oacute; thể bắt đầu ngay lập tức, ngay cả trước khi nh&oacute;m thực địa rời địa điểm l&agrave;m việc.<br />
<br />
<strong>&gt;&gt;&gt; Kh&aacute;m ph&aacute; phần mềm văn ph&ograve;ng Leica Infinity <a href="https://leica-geosystems.com/industries/pure-surveying/surveying-solutions/leica-infinity-the-infinitely-connected-office-software">TẠI Đ&Acirc;Y</a>.<br />
<br />
<img alt="" src="/admin/webroot/upload/image/images/leica_infinity_landing_page_header_2480x750px_0224.jpg" style="width: 800px; height: 242px;" /></strong></span></span>',
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			'shortdes' => '<span style="font-size:14px;"><span style="font-family: tahoma, geneva, sans-serif;"><span style="white-space: pre-wrap;">B</span>ạn đ&atilde; quen với kh&aacute;i niệm GPS&nbsp;(Global Positioning System), một hệ thống qu&acirc;n sự thuộc Kh&ocirc;ng Qu&acirc;n được x&acirc;y dựng trong thời kỳ Chiến tranh Lạnh nhưng hiện đ&atilde; được sử dụng v&igrave; mục đ&iacute;ch thương mại từ giữa những năm 2000 cho đến nay. H</span>i<span style="font-family:tahoma,geneva,sans-serif;">ện nay&nbsp;<span style="white-space: pre-wrap;">thế giới đang chuyển từ một hệ thống GPS duy nhất sang 7 hệ thống kh&aacute;c nhau. C</span>&ugrave;ng t&igrave;m hiểu nh&eacute;!</span></span>',
			'content' => '<h2>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>I. Hệ thống định vị to&agrave;n cầu GPS</strong></span></span></h2>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">GPS được viết tắt của cụm từ&nbsp;Global Positioning System&nbsp;&ndash; dịch sang tiếng việt&nbsp;l&agrave; hệ thống định vị to&agrave;n cầu. Hệ thống n&agrave;y bao gồm &iacute;t nhất 24 vệ tinh bay xung quanh tr&aacute;i đất, c&aacute;c trạm thu t&iacute;n hiệu tr&ecirc;n mặt đất, v&agrave; c&aacute;c thuật to&aacute;n để xử l&yacute; th&ocirc;ng tin, qua đ&oacute; x&aacute;c định vị tr&iacute;, thời gian, vận tốc của c&aacute;c m&aacute;y thu t&iacute;n hiệu GPS.<br />
Hệ thống GPS được ph&aacute;t triển v&agrave; thuộc quyền sở hữu của Hoa Kỳ, cũng l&agrave; hệ thống vệ tinh đầy đủ, hoạt động hiệu của nhất trong hệ thống vệ tinh định vị to&agrave;n cầu (<a href="https://tracdiathanhdat.vn/">GNSS</a>)<br />
Ng&agrave;y nay, c&aacute;c t&iacute;n hiệu từ hệ thống GPS được sử dụng một phần cho mục địch qu&acirc;n sự, được khai th&aacute;c bởi Hoa Kỳ v&agrave; c&aacute;c nước đồng m&igrave;nh, phần c&ograve;n lại cho ph&eacute;p người d&acirc;n tr&ecirc;n to&agrave;n thế giới sử dụng miễn ph&iacute;.<br />
<br />
</span></span>
<h3>
	<span style="font-size:14px;"><strong>1. Lịch sử ra đời của GPS</strong></span></h3>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Từ h&agrave;ng ng&agrave;n năm trước, con người đ&atilde; cố gắng t&igrave;m nhiều c&aacute;ch kh&aacute;c nhau để x&aacute;c định phương hướng như sử dụng mặt trời, mặt trăng v&agrave; c&aacute;c v&igrave; sao.&nbsp;<br />
Đến thế kỷ 20, hải qu&acirc;n Hoa Kỳ đ&atilde; c&oacute; những những th&iacute; nghiệm định vị vệ tinh v&agrave;o năm 1960 để theo d&otilde;i c&aacute;c t&agrave;u ngầm mang t&ecirc;n lửa hạt nh&acirc;n. Kết quả cho thấy, chỉ với s&aacute;u vệ tinh quay quanh c&aacute;c cực, qu&acirc;n đội c&oacute; thể x&aacute;c định ch&iacute;nh x&aacute;c vị tr&iacute; của t&agrave;u ngầm trong v&ograve;ng v&agrave;i ph&uacute;t.<br />
Từ kết quả đ&oacute;, năm 1970, bộ quốc ph&ograve;ng Hoa Kỳ đ&atilde; quyết định ph&aacute;t triển một hệ vệ tinh để đảm bảo lu&ocirc;n c&oacute; c&aacute;c t&iacute;n hiệu mạnh, ổn định. Nhờ v&agrave;o nguồn tiền đổ v&agrave;o li&ecirc;n tục, c&ugrave;ng c&aacute;c kỹ sư ng&agrave;y đ&ecirc;m l&agrave;m việc, vệ tinh đầu ti&ecirc;n đ&atilde; được ph&oacute;ng l&ecirc;n kh&ocirc;ng gian năm 1978, v&agrave; to&agrave;n bộ hệ vệ tinh đ&atilde; được ho&agrave;n thiện v&agrave;o năm 1993 với 24 vệ tinh.<br />
<br />
<img alt="" src="/admin/webroot/upload/image/images/04-dich-vu-cung-cap-boi-mang-luoi-dinh-vi-ve-tinh-quoc-gia.jpg" style="width: 800px; height: 450px;" /><br />
<br />
</span></span>
<h3>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>2. Một số th&ocirc;ng tin về GPS</strong></span></span></h3>
<br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hệ thống định vị to&agrave;n cầu GPS được ho&agrave;n thiện với đầy đủ chức năng v&agrave;o năm 1994</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trung b&igrave;nh, bộ quốc ph&ograve;ng Hoa Kỳ phải chi 2 tỷ USD mỗi ng&agrave;y để vận h&agrave;nh hệ thống GPS, nhưng lại cho người d&acirc;n to&agrave;n cầu sử dụng miễn ph&iacute;</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Một vệ tinh di chuyển trong kh&ocirc;ng gian với vận tốc 14000km/giờ</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Với một bộ thu t&iacute;n hiệu GPS, bạn c&oacute; thể x&aacute;c định vị tr&iacute; của m&igrave;nh tại bất cứ đ&acirc;u tr&ecirc;n tr&aacute;i đất</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hệ thống GPS hoạt động to&agrave;n thời gian 24h/ng&agrave;y trong mọi điều kiện</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">T&iacute;n hiệu từ vệ tinh c&oacute; thể xuy&ecirc;n cqua nhựa, k&iacute;nh nhưng kh&ocirc;ng xuy&ecirc;n qua được gỗ, đ&aacute; v&agrave; b&ecirc; t&ocirc;ng</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Độ ch&iacute;nh x&aacute;c định vị th&ocirc;ng thường l&agrave; khoảng 5 m&eacute;t, nhưng nếu bạn d&ugrave;ng c&aacute;c bộ thu chuy&ecirc;n dụng như m&aacute;y đo RTK th&igrave; độ ch&iacute;nh x&aacute;c sẽ l&ecirc;n tới milimet</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Với GPS, người ta đo được ch&acirc;u &Uacute;c đang di chuyển với vận tốc 7.3cm/năm theo dướng Đ&ocirc;ng Bắc !</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">C&aacute;c quốc gia kh&aacute;c cũng đang cố gắng x&acirc;y dựng v&agrave; ph&aacute;t triển c&aacute;c hệ vệ tinh cho ri&ecirc;ng m&igrave;nh</span></span></li>
</ul>
<h2>
	<br />
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>II. Hệ thống định vị&nbsp;</strong></span></span><strong style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">to&agrave;n cầu&nbsp;</strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Glonass</strong></span></span></h2>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Glonass l&agrave; hệ thống định vị to&agrave;n cầu&nbsp;<span style="color: rgb(51, 51, 51);">được ph&aacute;t triển bởi Nga (Li&ecirc;n X&ocirc; c</span>ũ)<span style="color: rgb(51, 51, 51);">&nbsp;</span>dựa tr&ecirc;n c&aacute;c vệ tinh trong kh&ocirc;ng gian bay xung quanh tr&aacute;i đất, hệ thống n&agrave;y cung cấp c&aacute;c dịch vụ định vị, dẫn đường, x&aacute;c định thời gian một c&aacute;ch tin cậy, miễn ph&iacute; v&agrave; d&agrave;nh cho tất cả mọi người tr&ecirc;n thế giới.&nbsp;<br />
<br />
</span></span>
<h3>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>1. Một số phi&ecirc;n bản của Glonass</strong></span></span></h3>
<br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">GLONASS - được ph&oacute;ng v&agrave;o năm 1982, nhằm mục đ&iacute;ch hoạt động để định vị thời tiết, đo vận tốc v&agrave; thời gian ở bất kỳ đ&acirc;u tr&ecirc;n thế giới hoặc kh&ocirc;ng gian gần Tr&aacute;i đất của qu&acirc;n đội v&agrave; c&aacute;c tổ chức ch&iacute;nh thức.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">GLONASS-M - ra mắt năm 2003 th&ecirc;m m&atilde; d&acirc;n sự thứ hai, đ&acirc;y l&agrave; dấu mốc quan trọng để c&aacute;c nh&agrave; khảo s&aacute;t ph&aacute;t triển đầu thu tin hiệu vệ tinh phục vụ đo vẽ bản đồ.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">GLONASS-k - bắt đầu trở lại năm 2011 c&oacute; th&ecirc;m 3 loại nữa l&agrave; k1, k2 v&agrave; k. Th&ecirc;m tần số d&acirc;n dụng thứ ba.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">GLONASS-K2 - ra mắt sau năm 2015&nbsp;</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">GLONASS-KM - sẽ ra mắt sau năm 2025 (hiện đang trong giai đoạn nghi&ecirc;n cứu)</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/glonass-erf-com_637013101299011000.jpg" style="width: 800px; height: 443px;" /><br />
<br />
</span></span>
<h3>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>2. Một số th&ocirc;ng tin xung quanh Glonass</strong></span></span></h3>
<br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Từ năm 2011 đến năm 2020, ch&iacute;nh phủ Nga đ&atilde; đầu tư tổng cộng 15 tỷ đ&ocirc; v&agrave; hệ thống định vị Glonass của m&igrave;nh</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">C&oacute; 24 vệ tinh thuộc hệ thống Glonass đang hoạt động v&agrave; bay xung quanh tr&aacute;i đất</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Chiều cao quỹ đạo của Glonass l&agrave; 21150km</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Độ nghi&ecirc;ng so với mặt phẳng quỹ đạo l&agrave; 64.8 độ</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Chu kỳ quỹ đạo của một vệ tinh l&agrave; 11 giờ v&agrave; 16 ph&uacute;t</span></span></li>
</ul>
<h2>
	<br />
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>III.&nbsp; Hệ thống định vị to&agrave;n cầu&nbsp; Galileo</strong></span></span></h2>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Galileo l&agrave; hệ thống định vị vệ tinh to&agrave;n cầu được ph&aacute;t triển bởi li&ecirc;n minh ch&acirc;u &Acirc;u, được điều h&agrave;nh, thiết kế v&agrave; ph&aacute;t triển bởi Cơ quan&nbsp;<a href="https://tracdiathanhdat.vn/">GNSS</a>&nbsp;Ch&acirc;u &Acirc;u (GSA) v&agrave; Cơ quan vũ trụ ch&acirc;u &Acirc;u (ESA). Đ&acirc;y l&agrave; hệ thống định vị đầu ti&ecirc;n tr&ecirc;n thế giới được sử dụng cho c&aacute;c mục đ&iacute;ch d&acirc;n dụng với độ ch&iacute;nh x&aacute;c.</span></span>
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hệ thống định vị vệ tinh to&agrave;n cầu được đặt theo t&ecirc;n của nh&agrave; khoa học Galileo người &Yacute;, &ocirc;ng l&agrave; cha đẻ của việc quan s&aacute;t thi&ecirc;n văn học hiện đại, cha đẻ của ng&agrave;nh vật l&yacute; hiện đại, cũng l&agrave; người khai sinh ra khoa học hiện đại.</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/Galileo.jpg" style="width: 800px; height: 394px;" /><br />
<br />
</span></span>
<h3>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>1. Dịch vụ của Galileo</strong></span></span></h3>
<br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Dịch vụ mở (Open Service &ndash; OS): Miễn ph&iacute; cho tất cả mọi người</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Dịch vụ x&aacute;c thực tin nhắn điều hướng mở (OS-NMA): Miễn ph&iacute; cho tất cả mọi người</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Dịch vụ độ ch&iacute;nh x&aacute;c cao (HAS): Miến ph&iacute; cho tất cả mọi người</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Dịch vụ x&aacute;c thực t&iacute;n hiệu (SAS): Dịch vụ trả ph&iacute; d&agrave;nh cho doanh nghiệp</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Dịch vụ t&igrave;m kiếm cứu hộ cứu nạn (Sar) &ndash; một phần của Cospas-Sarsat</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Dịch vụ điều tiết c&ocirc;ng cộng (PRS) &ndash; Chỉ cung cấp cho người được c&aacute;c cơ quan ch&iacute;nh phủ ủy quyền</span></span></li>
</ul>
<h3>
	<br />
	<strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">2. Điểm mạnh của hệ thống Galileo</span></span></strong></h3>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tuy được sử dụng v&agrave;o mục đ&iacute;ch d&acirc;n sự, nhưng hệ thống Galileo c&oacute; hiệu suất ngang ngửa với những hệ thống định vị được ph&aacute;t triển chủ yếu phục vụ cho qu&acirc;n sự với 3 điểm nhấn được c&aacute;c chuy&ecirc;n gia c&ocirc;ng nhận:</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Ch&iacute;nh x&aacute;c cao: C&oacute; t&iacute;nh năng định vị thời gian thực, độ ch&iacute;nh x&aacute;c cho người d&ugrave;ng l&ecirc;n tới 1m, v&agrave; đạt tới h&agrave;ng centimet nếu sử dụng <a href="https://tracdiathanhdat.vn/may-dinh-vi-ve-tinh-gps-2-tan-so-rtk">RTK</a>&nbsp;chuy&ecirc;n dụng</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tin cậy: Với rất nhiều cải tiến, t&iacute;n hiệu từ vệ tinh Galileo rất ổn định, tin cậy d&ugrave; người d&ugrave;ng ở những địa h&igrave;nh kh&oacute; khăn hiểm trở.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">T&iacute;nh khả dụng: Hệ thống Galileo c&oacute; thể tương th&iacute;ch với c&aacute;c hệ thống kh&aacute;ch như GPS, Glonass, gi&uacute;p cho độ ch&iacute;nh x&aacute;c khi định vị được cải thiện đ&aacute;ng kể.</span></span></li>
</ul>
<h2>
	<br />
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>IV. Hệ thống định vị vệ tinh to&agrave;n cầu Beidou&nbsp;(hay c&ograve;n gọi l&agrave; Bắc Đẩu)</strong></span></span></h2>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hệ vệ tinh Beidou&nbsp;-&nbsp; t&ecirc;n tiếng anh l&agrave; BeiDou Navigation Satellite System, viết tắt l&agrave;&nbsp;BDS, l&agrave; hệ thống định vị vệ tinh do Trung Quốc đầu tư, x&acirc;y dựng v&agrave; ph&aacute;t triển.&nbsp;<br />
Hệ thống&nbsp;Beidou thế hệ đầu ti&ecirc;n, mang t&ecirc;n gọi ch&iacute;nh thức l&agrave;&nbsp;BeiDou Satellite Navigation Experimental System&nbsp;hoặc&nbsp;Beidou 1, gồm 3 vệ tinh hoạt động từ năm 2000, chỉ c&oacute; thể phủ s&oacute;ng trong l&atilde;nh thổ Trung Quốc, v&agrave; phục vụ chủ yếu cho Trung Quốc v&agrave; khu vực, quốc gia l&acirc;n cận. Beidou-1 ngừng hoạt động năm 2012.<br />
Hệ thống Beidou thế hệ 2&nbsp;mang t&ecirc;n ch&iacute;nh thức l&agrave; BeiDou Navigation Satellite System (BDS)&nbsp;hay c&ograve;n gọi l&agrave;&nbsp;COMPASS hoặc&nbsp;BeiDou-2&nbsp;gồm 10 vệ tinh bay tr&ecirc;n quỹ đạo, đi v&agrave;o hoạt động năm 2011 v&agrave; cung cấp dịch vụ cho khu vực Ch&acirc;u &Aacute; Th&aacute;i B&igrave;nh Dương.<br />
Hệ thống Beidou thế hệ thứ 3 (BDS-3) được ph&oacute;ng l&ecirc;n v&agrave;o năm 2015, v&agrave; ho&agrave;n thiện tổng số 35 vệ tinh bay xung quanh quỹ đạo tr&aacute;i đất v&agrave;o năm 2020, ch&iacute;nh thức cung cấp dịnh vị định vị, dẫn đường to&agrave;n cầu, l&agrave; đối trọng của c&aacute;c hệ vệ tinh kh&aacute;c trong hệ thống GNSS: GPS, Galileo, Glonass.&nbsp;Theo thời b&aacute;o China Daily, t&iacute;nh đến năm 2015, c&oacute; &iacute;t nhất 35 tỷ đ&ocirc; đ&atilde; được đầu tư v&agrave;o hệ thống định vị vệ tinh Bắc Đẩu (Beidou).<br />
<br />
</span></span>
<h3>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>1. Nguy&ecirc;n tắc hoạt động của hệ vệ tinh Beidou</strong></span></span></h3>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hệ thống BeiDou &aacute;p dụng 4 nguy&ecirc;n tắc cơ bản l&agrave; cởi mở, độc lập, tương th&iacute;ch v&agrave; tăng dần.</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Nguy&ecirc;n tắc cởi mở: Hệ thống BeiDou sẽ cung cấp dịch vụ mở chất lượng cao miễn ph&iacute; cho người d&ugrave;ng tr&ecirc;n to&agrave;n thế giới v&agrave; giao tiếp với c&aacute;c quốc gia kh&aacute;c để tạo điều kiện ph&aacute;t triển c&ocirc;ng nghệ v&agrave; c&ocirc;ng nghiệp GNSS.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Nguy&ecirc;n tắc độc lập: C&oacute; nghĩa l&agrave; Trung Quốc sẽ ph&aacute;t triển v&agrave; vận h&agrave;nh hệ thống BeiDou một c&aacute;ch độc lập, cung cấp dịch vụ một c&aacute;ch độc lập cho người d&ugrave;ng tr&ecirc;n to&agrave;n thế giới v&agrave; đặc biệt cung cấp c&aacute;c dịch vụ chất lượng cao ở khu vực Ch&acirc;u &Aacute; - Th&aacute;i B&igrave;nh Dương.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Nguy&ecirc;n tắc tương th&iacute;ch: Hệ thống BeiDou sẽ theo đuổi c&aacute;c giải ph&aacute;p để hiện thực khả năng tương th&iacute;ch, tương t&aacute;c với c&aacute;c hệ thống định vị vệ tinh kh&aacute;c để người d&ugrave;ng c&oacute; thể nhận được dịch vụ tốt hơn.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Nguy&ecirc;n tắc tăng dần: Dựa tr&ecirc;n nguy&ecirc;n tắc tăng dần, hệ thống BeiDou sẽ đi theo m&ocirc; h&igrave;nh từng bước ph&ugrave; hợp với sự ph&aacute;t triển kinh tế v&agrave; kỹ thuật ở Trung Quốc, cung cấp c&aacute;c dịch vụ li&ecirc;n tục l&acirc;u d&agrave;i cho người d&ugrave;ng, cải thiện hiệu suất hệ thống v&agrave; đảm bảo qu&aacute; tr&igrave;nh chuyển đổi liền mạch v&agrave; su&ocirc;n sẻ giữa hệ thống c&aacute;c giai đoạn x&acirc;y dựng.</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/he-thong-ve-tinh-beidou-min.jpg" style="width: 800px; height: 453px;" /><br />
<br />
</span></span>
<h3>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>2. C&aacute;c th&agrave;nh phần của hệ thống định vị to&agrave;n cầu Beidou</strong></span></span></h3>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Giống như c&aacute;c&nbsp;hệ thống định vị to&agrave;n cầu GNSS&nbsp;kh&aacute;c, hệ thống định vị vệ tinh Beidou cũng c&oacute; 3 th&agrave;nh phần ch&iacute;nh:</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Th&agrave;nh phần kh&ocirc;ng gian&nbsp;gồm 35 vệ tinh, trong đ&oacute; c&oacute; 5 vệ tinh địa tĩnh v&agrave; 30 vệ tinh động</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Th&agrave;nh phần mặt&nbsp;đất gồm c&aacute;c trạm điều h&agrave;nh tr&ecirc;n mặt đất được đặt tại Trung Quốc v&agrave; c&aacute;c trạm gi&aacute;m s&aacute;t được đặt rải r&aacute;c to&agrave;n cầu.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Th&agrave;nh phần người d&ugrave;ng&nbsp;gồm tất cả c&aacute;c c&aacute; nh&acirc;n, tập thể, doanh nghiệp được trang bị bộ thu t&iacute;n hiệu vệ tinh. V&iacute; dụ&nbsp;như điện thoại th&ocirc;ng minh hoặc thiết bị chuy&ecirc;n dụng đo vẽ bản đồ như&nbsp;m&aacute;y GPS RTK.</span></span></li>
</ul>
<div style="box-sizing: border-box;">
	&nbsp;</div>
<h2>
	<strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">V. Hệ thống&nbsp;định vị&nbsp;</span></span><strong style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">to&agrave;n cầu&nbsp;</strong></strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>IRNSS&nbsp;</strong></span></span><br />
	&nbsp;</h2>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">IRNSS viết tắt của&nbsp;Indian Regional Navigation Satellite System,&nbsp;l&agrave; hệ thống định vị khu vực của Ấn Độ, được ph&aacute;t triển bởi Tổ Chức Nghi&ecirc;n Cứu Kh&ocirc;ng Gian Ấn Độ. Hệ thống n&aacute;y c&oacute; t&aacute;c dụng định vị, chỉ đường v&agrave; một số ứng dụng chỉ giới hạn tại Ấn Độ v&agrave; c&aacute;c khu vực l&acirc;n cận nằm trong b&aacute;n k&iacute;nh 1500km t&iacute;nh từ bi&ecirc;n giới Ấn Độ.</span></span>
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hệ thống dự kiến sẽ cung cấp khả năng quan s&aacute;t vị tr&iacute;, vận tốc v&agrave; thời gian theo thời gian thực ch&iacute;nh x&aacute;c cho người d&ugrave;ng tr&ecirc;n nhiều nền tảng kh&aacute;c nhau với khả năng cung cấp dịch vụ 24 giờ x 7 ng&agrave;y trong mọi điều kiện thời tiết.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hệ thống n&agrave;y kh&ocirc;ng phải l&agrave; hệ thống định vị phủ s&oacute;ng tr&ecirc;n to&agrave;n cầu như hệ thống GPS của Mỹ, Beidou của Trung Quốc, Glonass của Nga hay Galileo của li&ecirc;n minh Ch&acirc;u &Acirc;u.</span></span></li>
</ul>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/fig-11.jpg" style="width: 800px; height: 452px;" /><br />
<br />
<strong>Hiệu suất của IRNSS</strong><br />
<br />
Hệ thống IRNSS hiện cung cấp hai loại dịch vụ:&nbsp;</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">SPS -&nbsp; Standard Position System: Dịch vụ Định vị Ti&ecirc;u chuẩn</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">RS - (Dịch vụ bị hạn chế / được ủy quyền)</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Cả hai dịch vụ n&agrave;y sẽ được cung cấp ở hai tần số, một ở băng tần L5 v&agrave; một ở băng tần S (S-band). Hệ thống n&agrave;y cung cấp độ ch&iacute;nh x&aacute;c vị tr&iacute; tuyệt đối cao hơn 10 m&eacute;t trong phạm vi bi&ecirc;n giới Ấn Độ v&agrave; tốt hơn 20 m&eacute;t (66 ft) ở Ấn Độ Dương cũng như một khu vực k&eacute;o d&agrave;i khoảng 1.500 km (930 mi) xung quanh Ấn Độ.&nbsp;Tuy nhi&ecirc;n, so s&aacute;nh với c&aacute;c hệ thống định vị vệ tinh to&agrave;n cầu kh&aacute;c, t&iacute;n hiệu của IRNSS được cho l&agrave; ổn định hơn do c&oacute; tần số k&eacute;p S v&agrave; L.</span></span><br />
<br />
<h2>
	<span style="font-family:tahoma,geneva,sans-serif;"><span style="font-size:14px;"><strong>VI. Hệ thống định vị to&agrave;n cầu QZSS</strong></span></span></h2>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">QZSS viết tắt của&nbsp;Quasi-Zenith Satellite System&nbsp;-&nbsp;l&agrave; một hệ thống định vị vệ tinh được ph&aacute;t triển bởi Nhật Bản. Mục ti&ecirc;u của QZSS l&agrave; cung cấp c&aacute;c dịch vụ định vị ch&iacute;nh x&aacute;c v&agrave; ổn định cao trong khu vực Ch&acirc;u &Aacute; - Ch&acirc;u Đại Dương, tương th&iacute;ch với GPS v&agrave; c&aacute;c&nbsp;<a href="https://tracdiathanhdat.vn/may-dinh-vi-ve-tinh-gps-2-tan-so-rtk">hệ vệ tinh GNSS to&agrave;n cầu</a>&nbsp;kh&aacute;c. Dịch vụ của QZSS được cung cấp v&agrave;o năm 2018.<br />
<br />
</span></span>
<h3>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>1. Sự h&igrave;nh th&agrave;nh v&agrave; ph&aacute;t triển của QZSS</strong></span></span></h3>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">QZSS được ch&iacute;nh phủ Nhật Bản cho ph&eacute;p v&agrave;o năm 2002. L&uacute;c đầu, hệ thống được ph&aacute;t triển bởi nh&oacute;m Advanced Space Business Corporation (ASBC), bao gồm Mitsubishi Electric Corp., Hitachi Ltd., v&agrave; GNSS Technologies Inc.&nbsp;<br />
Năm 2007, khi ASBC sụp đổ, c&ocirc;ng tr&igrave;nh được tiếp quản bởi JAXA c&ugrave;ng với Trung t&acirc;m Nghi&ecirc;n cứu v&agrave; Ứng dụng Định vị Vệ tinh (SPAC), được th&agrave;nh lập v&agrave;o th&aacute;ng 2 năm 2007 v&agrave; được sự chấp thuận của c&aacute;c Bộ trưởng li&ecirc;n quan đến nghi&ecirc;n cứu v&agrave; ph&aacute;t triển QZSS.<br />
Năm 2010, hoạt động đầu ti&ecirc;n được diễn ra với việc ph&oacute;ng c&aacute;c vệ tinh của hệ thống QZSS l&ecirc;n quỹ đạo. Tất cả chức năng của vệ tinh c&ugrave;ng trạm điều khiển mặt đất đ&atilde; đi v&agrave;o hoạt động v&agrave; mang lại hiệu quả.&nbsp;C&aacute;c thử nghiệm đ&atilde; chỉ ra rằng, một thiết bị thu t&iacute;n hiệu vệ tinh của QZSS lẫn GPS c&oacute; độ ch&iacute;nh x&aacute;c cao hơn 10% so với một thiết bị kh&aacute;c chỉ thu t&iacute;n hiệu GPS.<br />
<br />
Năm 2011, Ch&iacute;nh phủ Nhật Bản đ&atilde; quyết định đẩy nhanh việc triển khai QZSS để hệ thống c&oacute; 7 vệ tinh trong tương lai.&nbsp;<br />
<br />
<img alt="" src="/admin/webroot/upload/image/images/348834197_227781756630652_8609257992783074386_n.jpg" style="width: 800px; height: 450px;" /><br />
<br />
</span></span>
<h3>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>2.&nbsp;</strong></span></span><strong style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">Đặc điểm nổi bật của hệ thống vệ tinh QZSS</strong></h3>
<ul>
	<li>
		<span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">Hệ thống QZSS bao gồm 4 vệ tinh, phủ rộng tr&ecirc;n khu vực Ch&acirc;u &Aacute; &ndash; Th&aacute;i B&igrave;nh Dương.</span></li>
	<li>
		<span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">QZSS c&oacute; thể ph&aacute;t t&iacute;n hiệu bổ trợ, gi&uacute;p n&acirc;ng cao độ ch&iacute;nh x&aacute;c cho kết quả định vị.</span></li>
	<li>
		<span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">V&agrave;o bất cứ thời điểm n&agrave;o cũng sẽ c&oacute; &iacute;t nhất một vệ tinh thuộc hệ thống vệ tinh QZSS bay tr&ecirc;n bầu trời Nhật Bản.</span></li>
	<li>
		<span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">Hệ thống vệ tinh QZSS c&oacute; thể t&iacute;ch hợp với c&aacute;c hệ thống GNSS kh&aacute;c, gi&uacute;p cải thiện độ ch&iacute;nh x&aacute;c v&agrave; tin cậy của định vị.</span></li>
</ul>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>VII. Hệ thống&nbsp;định vị to&agrave;n cầu do Anh triển khai </strong><em>( cập nhật sau)</em></span></span><br />
<br />
<img alt="" src="/admin/webroot/upload/image/images/correctionservices-infrastructure-web-teaser.png" style="width: 800px; height: 381px;" /><br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> &nbsp;</span></span><br />
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			'id' => '658',
			'name' => 'Qui định kỹ thuật  thu nhận và xử lý ảnh số từ máy bay không người lái (UAV)',
			'code' => null,
			'alias' => 'qui-dinh-ky-thuat-thu-nhan-va-xu-ly-anh-so-tu-may-bay-khong-nguoi-lai-uav',
			'cat_id' => '40',
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			'shortdes' => '<span style="font-size:14px;">Việc sử dụng m&aacute;y&nbsp;bay kh&ocirc;ng người l&aacute;i để th&agrave;nh lập bản đồ phải tu&acirc;n theo th&ocirc;ng tư số 07/2021/TT-BTNMT được k&yacute; ng&agrave;y 30/6/2021.</span>',
			'content' => '<h2>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>I. Qui định về m&aacute;y bay kh&ocirc;ng người l&aacute;i&nbsp; (UAV) v&agrave; hệ thống thiết bị&nbsp;</strong></span></span></h2>
<br />
<h3>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">1. Quy định về UAV</span></span></h3>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">- Việc sử dụng UAV phải tu&acirc;n thủ c&aacute;c quy định tại Nghị định số 36/2008/ND-CP ng&agrave;y 28/3/2008 v&agrave; Nghị định số 79/2011/ND-CP ng&agrave;y 5/9/2011 về sửa đổi bổ sung nghị định 36. Ngo&agrave;i ra c&ograve;n tu&acirc;n thủ theo nghị định số 58/2010/ND-CP ng&agrave;y 1/6/2010 quy định chi tiết v&agrave; hướng dẫn thi h&agrave;nh một số điều của luật D&acirc;n qu&acirc;n tự vệ.<br />
- Thiết bị UAV phải thỏa m&atilde;n c&aacute;c ti&ecirc;u chuẩn được quy định tại Th&ocirc;ng tư số 35/2017/TT-BQP ng&agrave;y 12 th&aacute;ng 2 năm 2017 của Bộ trưởng Bộ quốc ph&ograve;ng.</span></span>
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">C&oacute; khả năng bay ở chế độ tự động v&agrave; b&aacute;n tự động</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">C&oacute; trọng lượng cất c&aacute;nh kh&ocirc;ng vượt qu&aacute; 25,0 kg</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">C&oacute; khả năng chịu gi&oacute; tối thiểu 8m/s</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">- Thiết bị v&ocirc; tuyến điện đi k&egrave;m UAV phải được đăng k&yacute; tần số theo quy định tại th&ocirc;ng tư số 05/2015/TT-BTTTT ng&agrave;y 23 th&aacute;ng 3 năm 2015 của Bộ Th&ocirc;ng tin v&agrave; truyền th&ocirc;ng.<br />
<br />
</span></span>
<h3>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">2. Quy định về m&aacute;y ảnh số v&agrave; thiết bị GNSS gắn tr&ecirc;n UAV</span></span></h3>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">- M&aacute;y ảnh số gắn tr&ecirc;n UAV phải c&oacute; ti&ecirc;u cự cố định trong qu&aacute; tr&igrave;nh bay chụp, c&oacute; chế độ tự chụp li&ecirc;n tục, chụp được ảnh m&agrave;u tự nhi&ecirc;n RGB với độ ph&acirc;n giải h&igrave;nh ảnh kh&ocirc;ng nhỏ hơn 20 Megapixel.<br />
- Thiết bị điều khiển mặt đất c&oacute; m&agrave;n h&igrave;nh hiển thị v&agrave; phải c&agrave;i đặt được c&aacute;c chức năng cơ bản. Phần mềm xử l&yacute; phải c&oacute; khả năng xử l&yacute; dữ liệu đầu v&agrave;o bao gồm dừ liệu thu nhận từ UAV v&agrave; dữ liệu trạm cố định, tạo lập c&aacute;c sản phẩm gồm đ&aacute;m m&acirc;y điểm, DSM, DEM, b&igrave;nh đồ ảnh&hellip;<br />
<br />
</span></span>
<h2>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>II. Qui&nbsp;định kỹ thuật về sản phẩm</strong></span></span></h2>
<br />
<h3>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">1. Quy định về ảnh gốc v&agrave; độ cao bay chụp</span></span></h3>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">- Ảnh gốc phải c&oacute; độ tương phản đồng đều, độ s&aacute;ng, độ n&eacute;t, m&agrave;u sắc đảm bảo cho qu&aacute; tr&igrave;nh xử l&yacute;, độ nh&ograve;e kh&ocirc;ng vượt qu&aacute; 0,25 GSD.</span></span><br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">- Độ phủ ngang của ảnh gốc phải đảm bảo từ 60% đến 80%, độ phủ dọc kh&ocirc;ng nhỏ hơn 70%.</span></span><br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">- Độ ph&acirc;n giải mặt đất tu&acirc;n theo bảng sau:</span></span><br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/Bảng 1.png" style="width: 822px; height: 246px;" /><br />
<br />
</span></span>
<h3>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">2. Độ cao bay của UAV </span></span></h3>
Đ<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">ược t&iacute;nh theo c&ocirc;ng thức <strong>H=f*GSD/S</strong><br />
Trong đ&oacute;: f l&agrave; chiều d&agrave;i ti&ecirc;u cự ống k&iacute;nh m&aacute;y, S l&agrave; k&iacute;ch thước Pixel, GSD l&agrave; độ ph&acirc;n giải mặt đất.<br />
<br />
</span></span>
<h3>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">3. Quy định về sản phẩm v&agrave; độ ch&iacute;nh x&aacute;c dữ liệu</span></span></h3>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">- Sản phẩm sau khi xử l&yacute; dữ liệu gồm đ&aacute;m m&acirc;y điểm, DSM, DEM, v&agrave; b&igrave;nh đồ ảnh<br />
- Dữ liệu đ&aacute;m m&acirc;y điểm được lưu trữ ở định dạng LAS, dữ liệu DSM, DEM được lưu trữ ở dạng raster( GEOTIFF-32bit) v&agrave; định dạng ASC II, c&oacute; k&iacute;ch thước dạng lưới &ocirc; vu&ocirc;ng với k&iacute;ch thước quy định tại bảng sau:<br />
<img alt="" src="/admin/webroot/upload/image/images/Bảng 2.png" style="width: 822px; height: 196px;" /><br />
<br />
- Phạm vi dữ liệu phải được cắt chờm bi&ecirc;n 1cm theo tỷ lệ bản đồ, kh&ocirc;ng được c&oacute; điểm trống trong khu vực bay.<br />
- Sai số trung phương độ cao của m&ocirc; h&igrave;nh DEM kh&ocirc;ng vượt qu&aacute; giới hạn tại bảng sau:<br />
<img alt="" src="/admin/webroot/upload/image/images/Bnảg 3.png" style="width: 816px; height: 164px;" /><br />
<br />
- Sản phẩm b&igrave;nh đồ ảnh c&oacute; định dạng GeoTiff- 24 bit, c&oacute; m&agrave;u sắc tự nhi&ecirc;n, h&agrave;i h&ograve;a, kh&ocirc;ng qu&aacute; s&aacute;ng tối, kh&ocirc;ng bị l&oacute;a, kh&ocirc;ng c&oacute; m&acirc;y che. Độ ph&acirc;n giải b&igrave;nh đồ ảnh được quy định theo bảng dưới:<br />
<img alt="" src="/admin/webroot/upload/image/images/Bảng 4.png" style="width: 821px; height: 190px;" /><br />
<br />
- Sai số b&igrave;nh đồ ảnh kh&ocirc;ng vượt qu&aacute; 0,4mm so với điểm khống chế đo vẽ gần nhất theo tỷ lệ bản đồ cần th&agrave;nh lập.<br />
<br />
</span></span>
<h2>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>III. Qui&nbsp;định về thu nhận v&agrave; xử l&yacute; dữ liệu</strong></span></span></h2>
<p style="box-sizing: border-box; font-family: &quot;Helvetica Neue&quot;, Helvetica, Arial, sans-serif; font-weight: 500; line-height: 1.5; color: rgb(51, 51, 51); margin-top: 20px; margin-bottom: 10px; font-size: 16px; text-align: justify;">
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Quy tr&igrave;nh về thu nhận v&agrave; xử l&yacute; dữ liệu gồm c&aacute;c bước sau:</span></span></p>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/Bảng 5.png" style="width: 794px; height: 570px;" /></span></span><br />
<br />
&nbsp;
<h2 id="2-dia-chi-mua-thiet-bi-may-bay-khong-nguoi-lai-uav-uy-tin" style="margin: 0px; padding: 0px; font-family: arial; line-height: 19px; color: rgb(51, 51, 51); text-rendering: optimizelegibility; font-size: 31.5px; text-align: justify;">
	<span style="margin: 0px; padding: 0px; font-size: 14px;"><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;">IV. Địa chỉ mua thiết bị m&aacute;y bay kh&ocirc;ng người l&aacute;i (UAV) uy t&iacute;n</span></span></h2>
<br style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); font-family: arial; font-size: 13px; text-align: justify;" />
<span style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); font-family: arial; text-align: justify; font-size: 14px;"><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;">C&Ocirc;NG TY CP C&Ocirc;NG NGHỆ V&Agrave; TM TH&Agrave;NH ĐẠT chuy&ecirc;n nhập khẩu v&agrave; cung cấp c&aacute;c loại m&aacute;y bay kh&ocirc;ng người l&aacute;i (UAV) phục vụ c&ocirc;ng t&aacute;c khảo s&aacute;t, đo vẽ bản đồ uy t&iacute;n l&acirc;u năm tr&ecirc;n to&agrave;n quốc. C&aacute;c loại UAV m&agrave; ch&uacute;ng t&ocirc;i ph&acirc;n phối bao gồm:</span></span><br style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); font-family: arial; font-size: 13px; text-align: justify;" />
<br style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); font-family: arial; font-size: 13px; text-align: justify;" />
<ul style="margin: 0px; padding: 0px 0px 0px 15px; color: rgb(51, 51, 51); font-family: arial; font-size: 13px; text-align: justify;">
	<li style="margin: 0px; padding: 0px; line-height: 20px;">
		<span style="margin: 0px; padding: 0px; font-size: 14px;"><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;">Phantom 4 RTK,</span></span></li>
	<li style="margin: 0px; padding: 0px; line-height: 20px;">
		<span style="margin: 0px; padding: 0px; font-size: 14px;"><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;">Matrice 300 RTK</span></span></li>
	<li style="margin: 0px; padding: 0px; line-height: 20px;">
		<span style="margin: 0px; padding: 0px; font-size: 14px;"><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;">Mavic 2 Enterprise</span></span></li>
	<li style="margin: 0px; padding: 0px; line-height: 20px;">
		<span style="margin: 0px; padding: 0px; font-size: 14px;"><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;">Mavic 3</span></span></li>
	<li style="margin: 0px; padding: 0px; line-height: 20px;">
		<span style="margin: 0px; padding: 0px; font-size: 14px;"><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;">Matrice 600 Pro</span></span></li>
	<li style="margin: 0px; padding: 0px; line-height: 20px;">
		<span style="margin: 0px; padding: 0px; font-size: 14px;"><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;">Lidar L1, Pin cho Phantom 4, Pin M300 TB60</span></span></li>
	<li style="margin: 0px; padding: 0px; line-height: 20px;">
		<span style="margin: 0px; padding: 0px; font-size: 14px;"><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;">D-RTK2</span></span></li>
</ul>
<br style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); font-family: arial; font-size: 13px; text-align: justify;" />
<span style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); font-family: arial; text-align: justify; font-size: 14px;"><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;"><u style="margin: 0px; padding: 0px;"><strong style="margin: 0px; padding: 0px;">Li&ecirc;n hệ:&nbsp;</strong></u><br style="margin: 0px; padding: 0px;" />
<br style="margin: 0px; padding: 0px;" />
Số 50 L&aacute;ng Hạ, Đống Đa, H&agrave; Nội<br style="margin: 0px; padding: 0px;" />
Số 5/161 Nguyễn Tu&acirc;n. Thanh Xu&acirc;n, H&agrave; Nội<br style="margin: 0px; padding: 0px;" />
Tel: 024.37764930<br style="margin: 0px; padding: 0px;" />
Hotline: 0913051734 (call/imesage/zalo)<br style="margin: 0px; padding: 0px;" />
Website:&nbsp;<a href="http://www.tracdiathanhdat.vn/?fbclid=IwAR3altI5BIG46Mm2_6oxBl-TQxXGfXGEm4M1GUGsoDeNELr3WrYUlO7g2jk" style="margin: 0px; padding: 0px; color: rgb(74, 75, 75); text-decoration-line: none; transition: color 0.2s linear 0s; font-size: 13px;" target="_blank">www.tracdiathanhdat.vn</a><br style="margin: 0px; padding: 0px;" />
Email: tracdiathanhdat@gmail.com</span></span><br style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); font-family: arial; font-size: 13px; text-align: justify;" />
<span style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); font-family: arial; font-size: 13px; text-align: justify;">&nbsp;</span><br style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); font-family: arial; font-size: 13px; text-align: justify;" />
<span style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); font-family: arial; text-align: justify; font-size: 14px;"><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;"><strong style="margin: 0px; padding: 0px;">@ Lu&ocirc;n&nbsp;đồng h&agrave;nh c&ugrave;ng bạn!</strong></span></span>',
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			'name' => 'Vì sao bạn nên sở hữu một chiếc máy đo khoảng cách laser? ',
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			'shortdes' => '<span style="font-family:tahoma,geneva,sans-serif;"><span style="font-size:14px;"><span style="color: rgb(5, 5, 5); white-space: pre-wrap;">M&aacute;y đo khoảng c&aacute;ch laser mang tới nhiều tiện &iacute;ch thi&ecirc;́t thực, phục vụ cho nhiều c&ocirc;ng t&aacute;c đo đạc kh&aacute;c nhau. M&aacute;y hoạt động mạnh mẽ với nhiều t&iacute;nh năng chuy&ecirc;n s&acirc;u sẽ gi&uacute;p c&ocirc;ng việc đo đạc trở l&ecirc;n đơn giản, tiện lợi v&agrave; nhanh ch&oacute;ng hơn.</span></span></span>',
			'content' => '<h2>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">1. M&aacute;y đo khoảng c&aacute;ch laser (hay c&ograve;n gọi l&agrave; thước laser) l&agrave; g&igrave;?</span></span></h2>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">M&aacute;y đo khoảng c&aacute;ch laser l&agrave;&nbsp;thiết bị được sử dụng để x&aacute;c định ch&iacute;nh x&aacute;c khoảng c&aacute;ch giữa hai điểm một c&aacute;ch ch&iacute;nh x&aacute;c bằng tia laser. Khi sử dụng thiết bị n&agrave;y, người đo kh&ocirc;ng cần phải tiếp x&uacute;c trực tiếp đến c&aacute;c điểm, hoặc sử dụng đến c&aacute;c phương tiện truyền th&ocirc;ng như thước d&acirc;y, thước th&eacute;p.<br />
<br />
<img alt="" src="/admin/webroot/upload/image/images/201203071451_0(2).jpg" style="width: 680px; height: 346px;" /></span></span>
<h2>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>2. Khoảng c&aacute;ch đo v&agrave; độ ch&iacute;nh x&aacute;c của thước laser</strong></span></span></h2>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Thước laser c&oacute; thể đo được khoảng c&aacute;ch xa l&ecirc;n tới 400- 500m với độ ch&iacute;nh x&aacute;c +-2mm. Tuy nhi&ecirc;n, tại Việt Nam, c&aacute;c kỹ sư thường sử dụng c&aacute;c loại thước laser đo ở khoảng c&aacute;ch 40 - 100m để đo đạc trong một kh&ocirc;ng gian vừa đủ. Ở những khu vực đo rộng lớn hơn, để phục vụ cho c&ocirc;ng t&aacute;c đo đạc, khảo s&aacute;t người ta sẽ sử dụng c&aacute;c loại m&aacute;y như: kinh vĩ, m&aacute;y to&agrave;n đạc, m&aacute;y GPS 2 tần, ...<br />
<img alt="" src="/admin/webroot/upload/image/images/May_do_laser_Leica__DISTO_D110(2).jpg" style="width: 680px; height: 398px;" /></span></span><br />
<h2>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>3. L&yacute; do bạn n&ecirc;n sở hữu một chiếc thước laser</strong></span></span></h2>
<br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Nhỏ gọn, nhẹ nh&agrave;ng:</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Với k&iacute;ch thước nhỏ hơn một chiếc điện thoại di động, thước laser c&oacute; thể dễ d&agrave;ng được mang theo tr&ecirc;n mọi địa h&igrave;nh.<br />
</span></span>
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tiện dụng:</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Khoảng c&aacute;ch giữa c&aacute;c vật được x&aacute;c định nhanh ch&oacute;ng chỉ trong v&agrave;i thao t&aacute;c. Trong khi nếu sử dụng m&aacute;y to&agrave;n đạc, m&aacute;y GPS 2 tần số, người d&ugrave;ng phải mất thời gian thiết lập.<br />
</span></span>
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Nhiều ứng dụng:</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Thước laser c&oacute; thể chia khoảng, t&iacute;nh diện t&iacute;ch, thể t&iacute;ch, đo gi&aacute;n tiếp,... Nhiều thước laser c&ograve;n được hỗ trợ bởi ứng dụng Android.<br />
</span></span>
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Gi&aacute; th&agrave;nh rẻ:</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Bạn c&oacute; thể sở hữu một chiếc thước laser với chỉ với một ng&acirc;n s&aacute;ch hợp l&yacute; từ v&agrave;i trăm đến khoảng hơn 1 triệu đồng (tuỳ từng model v&agrave; h&atilde;ng sản xuất).<br />
<br />
<img alt="" src="/admin/webroot/upload/image/images/Banner 14_9(2).png" style="width: 680px; height: 544px;" /><br />
&nbsp; </span></span><br />
<h2>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">4.&nbsp;<span style="color: rgb(51, 51, 51); text-align: justify;">Địa chỉ mua m</span>&aacute;y đo khoảng c&aacute;ch laser&nbsp;<span style="color: rgb(51, 51, 51); text-align: justify;">uy t&iacute;n</span></span></span></h2>
<br style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); font-family: arial; font-size: 13px; text-align: justify;" />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); text-align: justify;"><span style="margin: 0px; padding: 0px;">C&Ocirc;NG TY CP C&Ocirc;NG NGHỆ V&Agrave; TM TH&Agrave;NH ĐẠT chuy&ecirc;n nhập khẩu v&agrave; ph&acirc;n phối c&aacute;c loại m&aacute;y đo khoảng c&aacute;ch laser của c&aacute;c h&atilde;ng Bosch, Leica, Sincon, Laisai, Total Meter, SNDWAY,..&nbsp;phục vụ c&ocirc;ng t&aacute;c&nbsp;thi c&ocirc;ng nội, ngoại thất.</span></span><br />
<br />
<span style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); text-align: justify;"><span style="margin: 0px; padding: 0px;">Với hơn 20 năm kinh nghiệm c&ugrave;ng</span></span><span style="color: rgb(51, 51, 51); text-align: justify;">&nbsp;</span><span style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); text-align: justify;"><span style="margin: 0px; padding: 0px;">đội ngũ nh&acirc;n vi&ecirc;n, kỹ thuật vi&ecirc;n năng động, c&oacute; tr&igrave;nh độ cao&nbsp;</span></span><span style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); text-align: justify;">ch&uacute;ng t&ocirc;i&nbsp;tự h&agrave;o v&agrave; tin tưởng Qu&yacute; kh&aacute;ch h&agrave;ng sẽ h&agrave;i l&ograve;ng khi sử dụng c&aacute;c sản phẩm v&agrave; dịch vụ do ch&uacute;ng t&ocirc;i cung cấp.</span></span></span><br style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); font-family: arial; font-size: 13px; text-align: justify;" />
<div style="margin: 0px; padding: 0px; line-height: 20px;">
	&nbsp;</div>
<br style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); font-family: arial; font-size: 13px; text-align: justify;" />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); text-align: justify;"><span style="margin: 0px; padding: 0px;"><u style="margin: 0px; padding: 0px;"><strong style="margin: 0px; padding: 0px;">Li&ecirc;n hệ:&nbsp;</strong></u><br style="margin: 0px; padding: 0px;" />
<br style="margin: 0px; padding: 0px;" />
Số 50 L&aacute;ng Hạ, Đống Đa, H&agrave; Nội<br style="margin: 0px; padding: 0px;" />
Số 5/161 Nguyễn Tu&acirc;n. Thanh Xu&acirc;n, H&agrave; Nội<br style="margin: 0px; padding: 0px;" />
Tel: 024.37764930<br style="margin: 0px; padding: 0px;" />
Hotline: 0913051734 (call/imesage/zalo)<br style="margin: 0px; padding: 0px;" />
Website:&nbsp;<a href="http://www.tracdiathanhdat.vn/?fbclid=IwAR3altI5BIG46Mm2_6oxBl-TQxXGfXGEm4M1GUGsoDeNELr3WrYUlO7g2jk" style="margin: 0px; padding: 0px; color: rgb(74, 75, 75); text-decoration-line: none; transition: color 0.2s linear 0s; font-size: 13px;" target="_blank">www.tracdiathanhdat.vn</a><br style="margin: 0px; padding: 0px;" />
Email: tracdiathanhdat@gmail.com</span></span><br style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); font-family: arial; font-size: 13px; text-align: justify;" />
<span style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); text-align: justify;">&nbsp;</span><br style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); font-family: arial; font-size: 13px; text-align: justify;" />
<span style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); text-align: justify;"><span style="margin: 0px; padding: 0px;"><strong style="margin: 0px; padding: 0px;">@ Lu&ocirc;n&nbsp;đồng h&agrave;nh c&ugrave;ng bạn!</strong></span></span></span></span><br />
<br />
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			'content' => '<span style="font-size: 14px; font-family: tahoma, geneva, sans-serif;"><span style="color: rgb(85, 85, 85); text-align: justify; line-height: 16.8667px;"><em>Hiện nay</em> c</span><span style="color: rgb(85, 85, 85); text-align: justify; font-style: italic; line-height: 16.8667px;">&ocirc;ng nghệ chụp ảnh từ c&aacute;c thiết bị bay kh&ocirc;ng người l&aacute;i (Unmanned Aerial Vehicles -&nbsp;UAV) l&agrave; c&ocirc;ng nghệ được nghi&ecirc;n cứu v&agrave; sử dụng ở nhiều nước tr&ecirc;n thế giới như:&nbsp;Nga, Mỹ, Thụy sĩ,&hellip;&nbsp;Việc ứng dụng c&ocirc;ng nghệ bay chụp ảnh từ c&aacute;c thiết bị bay kh&ocirc;ng người l&aacute;i trong c&ocirc;ng t&aacute;c khảo s&aacute;t địa h&igrave;nh đang rất được quan t&acirc;m v&agrave; &aacute;p dụng. C&ocirc;ng nghệ n&agrave;y c&oacute; rất nhiều ưu điểm so với c&aacute;c phương ph&aacute;p khảo s&aacute;t truyền thống như:gi&aacute; th&agrave;nh thấp, nhanh ch&oacute;ng, tiện dụng, độ ch&iacute;nh x&aacute;c cao (do độ ph&acirc;n giải của m&aacute;y chụp ảnh cao v&agrave; UAV bay ở độ cao thấp), đo được c&aacute;c khu vực c&oacute; địa h&igrave;nh phức tạp hiểm trở, kh&oacute; khắn, r&uacute;t ngắn thời gian cho c&ocirc;ng t&aacute;c khảo s&aacute;t th&agrave;nh lập bản đồ địa h&igrave;nh so với c&aacute;c thiết bị kh&aacute;c&hellip;</span><br />
<br />
<strong>A. L</strong></span><strong><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">ợi &iacute;ch c</span><span style="font-family:tahoma,geneva,sans-serif;"><span style="font-size:14px;">ủa</span></span>&nbsp;<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">ứng dụng UAV trong khảo s&aacute;t địa h&igrave;nh n&oacute;i ri&ecirc;ng v&agrave; trong việc th&agrave;nh lập bản đồ</span></span></strong><br />
<br />
<ul>
	<li>
		<span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">Tiết kiệm chi ph&iacute;. Theo phương ph&aacute;p khảo s&aacute;t địa h&igrave;nh truyền thống, nếu khu vực qu&aacute; rộng lớn hoặc c&oacute; thể chia cắt nhiều th&igrave; việc khảo s&aacute;t đo đạc rất kh&oacute; khăn. Ng&acirc;n s&aacute;ch cho việc đo đạc khảo s&aacute;t gia tăng rất nhiều. Với Drone RTK, c&aacute;c trường hợp kh&oacute; khăn đ&oacute; sẽ được giải quyết v&agrave; chi ph&iacute; sẽ rẻ hơn nhiều.</span></li>
	<li>
		<span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">Tiến độ khảo s&aacute;t nhanh tr&ecirc;n phạm vi lớn. Với c&ocirc;ng nghệ Drone RTK hiện nay, việc khảo s&aacute;t địa h&igrave;nh tr&ecirc;n một phạm vị lớn. Chỉ cần 1-2 ng&agrave;y l&agrave;m ho&agrave;n th&agrave;nh c&ocirc;ng việc ở hiện trường. Trong khi đo đạc địa h&igrave;nh 1/1000 ở khu vực rộng lớn th&igrave; nhiều khi l&ecirc;n đến hơn 30 ng&agrave;y. V&iacute; dụ khu vực khảo s&aacute;t 300ha, đo đạc địa h&igrave;nh 1/1000 2 tổ đội c&oacute; thể mất 20-30 ng&agrave;y l&agrave;m việc.</span></li>
	<li>
		<span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">Lưu giữ cả h&igrave;nh ảnh để xem x&eacute;t đối chiếu khi cần thiết. H&igrave;nh ảnh trực quan tại thời điểm bay chụp, n&oacute; l&agrave; nguồn t&agrave;i liệu lịch sử qu&yacute; gi&aacute; để kiểm tra đối chiếu khi kiểm tra dự &aacute;n.</span></li>
	<li>
		<span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">Độ ch&iacute;nh x&aacute;c tương đương với c&ocirc;ng nghệ đo đạc truyền thống nếu sử dụng Drone RTK. Tuy nhi&ecirc;n, việc n&agrave;y đ&ograve;i hỏi tư vấn khảo s&aacute;t địa h&igrave;nh phải c&oacute; nhiều kinh nghiệm.</span></li>
	<li>
		<span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">Rất tiết kiệm nếu dự &aacute;n mới chỉ ở bước khảo s&aacute;t sơ bộ. Chưa ch&iacute;nh thức triển khai, chỉ ở mức đ&aacute;nh gi&aacute; tiền khả thi.</span></li>
	<li>
		<span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">Khảo s&aacute;t ở những địa h&igrave;nh đồi n&uacute;i hiểm trở cho c&aacute;c c&ocirc;ng tr&igrave;nh dạng tuyến: đường giao th&ocirc;ng, đường d&acirc;y truyền tải điện&hellip;.</span></li>
</ul>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hiện nay, th</span>iết bị được sử dụng phổ&nbsp;<span style="font-family:tahoma,geneva,sans-serif;">biến nhất vẫn l&agrave; Phantom 4 RTK của h&atilde;ng DJI.&nbsp;<br />
<br />
<strong>B. Hạn chế của phương ph&aacute;p đo đạc bằng Drone RTK trong khảo s&aacute;t địa h&igrave;nh</strong><br />
<br />
Việc xin ph&eacute;p bay chụp ảnh để th&agrave;nh lập bản đồ địa h&igrave;nh hiện nay phức tạp trong c&aacute;c thủ tục xin ph&eacute;p bay chụp (thời gian xin ph&eacute;p l&ecirc;n tới 5-7 ng&agrave;y).<br />
<br />
Đối với những v&ugrave;ng địa h&igrave;nh chưa quen thuộc, rất dễ bị rơi mất m&aacute;y bay nếu t&iacute;nh to&aacute;n ước t&iacute;nh độ cao bay chụp sai lầm.<br />
<br />
Thời lượng pin của m&aacute;y bay hiện tại c&ograve;n hạn chế.&nbsp;Thời gian bay chụp của một ca m&aacute;y chỉ khoảng 20-30 ph&uacute;t. Việc thiết kế tuyến bay chụp đ&ograve;i hỏi người khảo s&aacute;t c&oacute; nhiều kinh nghiệm để tối ưu h&oacute;a việc bay chụp cho dự &aacute;n.</span></span><br />
<br />
<img alt="" src="/admin/webroot/upload/image/images/UAV banner.png" style="font-family: tahoma, geneva, sans-serif; font-size: 14px; width: 680px; height: 570px;" /><br />
<span class="emoji-sizer emoji-outer " style="display: inline-block; overflow: hidden; letter-spacing: 50px; color: transparent; text-shadow: none; width: 22px; height: 22px; font-family: &quot;Segoe UI&quot;, SegoeuiPc, &quot;San Francisco&quot;, &quot;Helvetica Neue&quot;, Helvetica, &quot;Lucida Grande&quot;, Roboto, Ubuntu, Tahoma, &quot;Microsoft Sans Serif&quot;, Arial, sans-serif; font-size: 15px; background: url(&quot;assets/emoji.1e7786c93c8a0c1773f165e2de2fd129.png?v=20180604&quot;) 6% 15% / 5100%; -webkit-user-drag: element; margin: 0px 0px -3px;">✅</span><span class="text" style="user-select: text; white-space: pre-wrap; color: rgb(0, 26, 51); font-family: &quot;Segoe UI&quot;, SegoeuiPc, &quot;San Francisco&quot;, &quot;Helvetica Neue&quot;, Helvetica, &quot;Lucida Grande&quot;, Roboto, Ubuntu, Tahoma, &quot;Microsoft Sans Serif&quot;, Arial, sans-serif; font-size: 15px;"> </span>',
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			'title_seo' => 'GNSS RTK',
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			'meta_des' => 'Máy RTK, máy định vị vệ tinh RTK, máy GPS RTK, máy định vị vệ tinh GNSS RTK, máy RTK giá rẻ, máy RTK tốt nhất',
			'created' => '2021-09-28',
			'modified' => '2026-02-01',
			'status' => '1',
			'view' => '662887',
			'slug' => 'khao-sat-dia-hinh-bang-flycam-uav-rtk',
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			'name' => 'Blogs',
			'parent_id' => null,
			'alias' => 'blogs',
			'images' => '',
			'lft' => '103',
			'rght' => '104',
			'pos' => '5',
			'status' => '1',
			'title_seo' => 'tin tức trắc địa, cập nhật xu hướng đo đạc mới, công nghệ đo đạc, thiết bị đo đạc hiện đại, mẹo kỹ thuật trắc địa, sai số đo đạc, hệ tọa độ VN-2000, GNSS, RTK, GPS trắc địa, phần mềm trắc địa, phần mềm GIS, SurPad, LandStar, Magnet Field, Leica Captivate, Trimble Access',
			'meta_key' => 'tin tức trắc địa, cập nhật xu hướng đo đạc mới, công nghệ đo đạc, thiết bị đo đạc hiện đại, mẹo kỹ thuật trắc địa, sai số đo đạc, hệ tọa độ VN-2000, GNSS, RTK, GPS trắc địa, phần mềm trắc địa, phần mềm GIS, SurPad, LandStar, Magnet Field, Leica Captivate, Trimble Access',
			'meta_des' => 'phần mềm máy đo đạc, phần mềm GIS, phần mềm trút dữ liệu',
			'created' => '2015-12-16',
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			'slug' => 'blogs',
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			'hot' => '0',
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	(int) 5 => array(
		'Post' => array(
			'id' => '652',
			'name' => 'AUTO HEIGHT - Tính năng hỗ trợ đỉnh cao của máy toàn đạc Leica thế hệ mới',
			'code' => null,
			'alias' => 'auto-height-tinh-nang-ho-tro-dinh-cao-cua-may-toan-dac-leica-the-he-moi',
			'cat_id' => '40',
			'price' => '0',
			'type' => 'new',
			'shortdes' => '<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trong c&aacute;c m&aacute;y to&agrave;n đạc điện tử hiện nay, Leica FlexLine TS07 v&agrave; Leica FlexLine TS10 được Leica t&iacute;ch hợp th&ecirc;m&nbsp;t&iacute;nh năng tự đo chiều cao m&aacute;y &ndash; AutoHeight&nbsp;nhằm gi&uacute;p c&aacute;c kỹ sư l&agrave;m việc nhanh ch&oacute;ng v&agrave; ch&iacute;nh x&aacute;c hơn.</span></span>',
			'content' => '<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trong tất cả c&aacute;c chương tr&igrave;nh đo ứng dụng, khảo s&aacute;t với&nbsp;m&aacute;y to&agrave;n đạc điện tử, chiều cao m&aacute;y l&agrave; một trong những th&ocirc;ng tin kh&ocirc;ng thể thiếu để phần mềm m&aacute;y c&oacute; thể t&iacute;nh to&aacute;n v&agrave; cho ra kết quả của c&aacute;c b&agrave;i to&aacute;n kh&aacute;c nhau.<br />
<br />
Tuy nhi&ecirc;n, việc đo cao m&aacute;y bằng thước th&eacute;p truyền thống mang lại nhiều bất tiện như:</span></span></span><br />
<ul>
	<li>
		<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Qu&ecirc;n mang thước th&eacute;p khi ra thực địa</span></span></span></li>
	<li>
		<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Sai số lớn do qu&aacute; tr&igrave;nh đo bằng tay</span></span></span></li>
	<li>
		<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Nhập cao m&aacute;y bằng tay đ&ocirc;i khi nhầm lẫn</span></span></span></li>
	<li>
		<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Mất nhiều thời gian</span></span></span></li>
</ul>
<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trải qua hơn 200 năm ph&aacute;t triển trong lĩnh vực đo đạc trắc địa,&nbsp;Leica Geosystems&nbsp;thấu hiểu những kh&oacute; khăn m&agrave; người sử dụng gặp phải. Năm 2020,&nbsp;h&atilde;ng đ&atilde; cho ra đời t&iacute;nh năng AutoHeight ( Tự đo chiều cao m&aacute;y chỉ với một n&uacute;t bấm hay chấm b&uacute;t&nbsp; đơn giản). T&iacute;nh năng n&agrave;y mang lại sự kh&aacute;c biệt so với phần c&ograve;n lại &ndash; Giải quyết triệt để c&aacute;c vấn đề li&ecirc;n quan đến việc đo chiều cao trạm m&aacute;y bằng phương ph&aacute;p truyền thống.&nbsp;</span></span></span><br />
<br />
<h2>
	<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>1. Tổng quan về chức năng Auto Height</strong></span></span></span></h2>
<br />
<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Như đ&atilde; biết, khi thiết lập v&agrave; định hướng trạm m&aacute;y, c&aacute;c kỹ sư phải bật tia laser dọi t&acirc;m để c&acirc;n bằng m&aacute;y một c&aacute;ch ch&iacute;nh x&aacute;c.<br />
Tuy nhi&ecirc;n, nh&agrave; sản xuất Leica lại cải tiến lu&ocirc;n tia laser dọi t&acirc;m n&agrave;y bằng một tia laser c&oacute; chức năng&nbsp;đo EDM, vừa l&agrave; một tia đỏ c&ocirc;ng suất lớn c&oacute; thể nh&igrave;n thấy, vừa c&oacute; thể đo khoảng c&aacute;ch bằng cơ chế đo EDM.<br />
Modul đo cao m&aacute;y tự động c&oacute; chỉ ti&ecirc;u kỹ thuật cao, đ&aacute;p ứng được c&aacute;c chỉ ti&ecirc;u trong qu&aacute; tr&igrave;nh đo đạc:</span></span></span><br />
<ul>
	<li>
		<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Độ ch&iacute;nh x&aacute;c 1mm&nbsp;</span></span></span></li>
	<li>
		<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Phạm vi đo từ 0,7 đến đến 2,7m</span></span></span></li>
	<li>
		<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tốc độ đo ti&ecirc;u dưới 3s</span></span></span></li>
</ul>
<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/do-cao-may-bang-thuoc-thep.jpg" style="width: 680px; height: 484px;" /></span></span><br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">&nbsp;</span></span></span><br />
<h2>
	<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>2. Ưu điểm của t&iacute;nh năng Auto Height</strong></span></span></span></h2>
<br />
<li>
	<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kh&ocirc;ng mất thời gian trong như khi đo thước bằng tay.</span></span></span></li>
<li>
	<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Chiều cao m&aacute;y ch&iacute;nh x&aacute;c v&agrave; đ&aacute;ng tin cậy.</span></span></span></li>
<li>
	<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kh&ocirc;ng nhầm lẫn trong việc đọc v&agrave; nhập chiều cao m&aacute;y bằng tay.</span></span></span></li>
<li>
	<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kh&ocirc;ng cần c&oacute; th&ecirc;m dụng cụ để vận h&agrave;nh.</span></span></span></li>
<br />
<h2>
	<span style="color:#000000;"><strong><span style="font-size: 14px;"><span style="font-family: tahoma, geneva, sans-serif;">3. Một số lưu &yacute; khi thao t&aacute;c t&iacute;nh năng&nbsp; AutoHeight</span></span></strong></span></h2>
<p>
	<br />
	<span style="color:#000000;"><span style="font-size: 14px;"><span style="font-family: tahoma, geneva, sans-serif;">- Qu&aacute; tr&igrave;nh bấm đo, c&oacute; thể c&oacute; ph&aacute;t sinh v&agrave; phần mềm th&ocirc;ng minh sẽ xuất hiện cảnh b&aacute;o.&nbsp; C&aacute;c cảnh b&aacute;o n&agrave;y gi&uacute;p ta biết cường độ phản xạ t&iacute;n hiệu đo qu&aacute; mạnh hoặc cần phải giảm cường độ ph&aacute;t t&iacute;n hiệu.<br />
	- Ch&acirc;n m&aacute;y để bị nghi&ecirc;ng hoặc sau khi c&acirc;n m&aacute;y, tia đo bị vướng ốc giữ m&aacute;y, m&agrave;n h&igrave;nh nhắc cho ta quay th&acirc;n m&aacute;y 180 độ để tho&aacute;t ra khắc phục v&agrave; đo tiếp.<br />
	- Khi thực hiện c&ocirc;ng t&aacute;c đo tr&ecirc;n địa h&igrave;nh như: ruộng nước hay b&ugrave;n nh&atilde;o, n&oacute; hấp thụ tia ph&aacute;t n&ecirc;n kh&ocirc;ng đo được. Ta c&oacute; thể khắc phục bằng c&aacute;ch đặt vật cứng v&agrave;o điểm dọi.</span></span></span></p>
<ul>
</ul>
<br />
<span style="color:#000000;"><iframe allow="accelerometer; autoplay; clipboard-write; encrypted-media; gyroscope; picture-in-picture" allowfullscreen="" frameborder="0" height="480" src="https://www.youtube.com/embed/H0T3O_ikSi8" title="YouTube video player" width="680"></iframe></span>
<p>
	&nbsp;</p>
<h2>
	<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">4.</span></span>&nbsp;<strong style="color: rgb(51, 51, 51); font-family: arial; font-size: 31.5px; text-align: justify; margin: 0px; padding: 0px;"><span style="margin: 0px; padding: 0px; font-size: 14px;"><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;">Địa chỉ mua m&aacute;y to&agrave;n đạc điện tử uy t&iacute;n</span></span></strong></span></h2>
<p style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); font-family: arial; font-size: 13px; text-align: justify;">
	<br style="margin: 0px; padding: 0px;" />
	<span style="color:#000000;"><span style="margin: 0px; padding: 0px; font-size: 14px;"><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;">C&Ocirc;NG TY CP C&Ocirc;NG NGHỆ V&Agrave; TM TH&Agrave;NH ĐẠT chuy&ecirc;n nhập khẩu, cung cấp v&agrave; chuyển giao c&ocirc;ng nghệ c&aacute;c loại m&aacute;y to&agrave;n đạc điện tử của c&aacute;c h&atilde;ng LEICA, NIKON, TOPCON, TRIMPLE, GEOMAX, SOKKIA, PENTAX phục vụ c&ocirc;ng t&aacute;c khảo s&aacute;t, thiết kế, x&acirc;y dựng v&agrave; đo vẽ bản đồ uy t&iacute;n l&acirc;u năm tr&ecirc;n to&agrave;n quốc.&nbsp;</span></span></span></p>
<div style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); font-family: arial; font-size: 13px; text-align: justify; line-height: 20px;">
	<br style="margin: 0px; padding: 0px;" />
	<span style="color:#000000;"><span style="margin: 0px; padding: 0px; font-size: 14px;"><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;">Với hơn 20 năm kinh nghiệm c&ugrave;ng</span></span><span style="margin: 0px; padding: 0px;">&nbsp;</span><span style="margin: 0px; padding: 0px; font-size: 14px;"><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;">đội ngũ nh&acirc;n vi&ecirc;n, kỹ thuật vi&ecirc;n năng động, c&oacute; tr&igrave;nh độ cao&nbsp;</span></span><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif; font-size: 14px;">ch&uacute;ng t&ocirc;i&nbsp;tự h&agrave;o v&agrave; tin tưởng Qu&yacute; kh&aacute;ch h&agrave;ng sẽ h&agrave;i l&ograve;ng khi sử dụng c&aacute;c sản phẩm v&agrave; dịch vụ do ch&uacute;ng t&ocirc;i cung cấp.</span></span></div>
<p style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); font-family: arial; font-size: 13px; text-align: justify;">
	<br style="margin: 0px; padding: 0px;" />
	<span style="color:#000000;"><span style="margin: 0px; padding: 0px; font-size: 14px;"><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;"><u style="margin: 0px; padding: 0px;"><strong style="margin: 0px; padding: 0px;">Li&ecirc;n hệ:&nbsp;</strong></u><br style="margin: 0px; padding: 0px;" />
	<br style="margin: 0px; padding: 0px;" />
	Số 145 L&aacute;ng Hạ, Đống Đa, H&agrave; Nội<br style="margin: 0px; padding: 0px;" />
	Số 5/161 Nguyễn Tu&acirc;n. Thanh Xu&acirc;n, H&agrave; Nội<br style="margin: 0px; padding: 0px;" />
	Tel: 024.37764930<br style="margin: 0px; padding: 0px;" />
	Hotline: 0913051734 (call/imesage/zalo)<br style="margin: 0px; padding: 0px;" />
	Website:&nbsp;</span></span></span><span style="margin: 0px; padding: 0px; font-size: 14px;"><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;"><a href="http://www.tracdiathanhdat.vn/?fbclid=IwAR3altI5BIG46Mm2_6oxBl-TQxXGfXGEm4M1GUGsoDeNELr3WrYUlO7g2jk" style="margin: 0px; padding: 0px; color: rgb(74, 75, 75); text-decoration-line: none; transition: color 0.2s linear 0s; font-size: 13px;" target="_blank"><span style="color:#000000;">www.tracdiathanhdat.vn</span></a><br style="margin: 0px; padding: 0px;" />
	<span style="color:#000000;"> Email: tracdiathanhdat@gmail.com<br style="margin: 0px; padding: 0px;" />
	<br style="margin: 0px; padding: 0px;" />
	<strong style="margin: 0px; padding: 0px;">@ Lu&ocirc;n&nbsp;đồng h&agrave;nh c&ugrave;ng bạn!</strong></span></span></span></p>
<ul>
</ul>
',
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			'id' => '651',
			'name' => 'Máy thuỷ bình Leica Sprinter 250m',
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			'shortdes' => '<span style="color:#000000;"><span style="box-sizing: border-box; font-family: Roboto, sans-serif; font-size: 14px;">M&aacute;y thủy chuẩn Leica Sprinter 250M</span><span style="font-family: Roboto, sans-serif; font-size: 14px;">&nbsp;l&agrave; thiết bị đo cảm biến độ cao của h&atilde;ng&nbsp;</span><span style="box-sizing: border-box; font-family: Roboto, sans-serif; font-size: 14px;">Leica</span><span style="font-family: Roboto, sans-serif; font-size: 14px;">, được sử dụng cho c&aacute;c c&ocirc;ng t&aacute;c đo ch&ecirc;nh cao, truyền dẫn cao độ, t&iacute;nh to&aacute;n cao độ &ndash; khối lượng san lắp với độ ch&iacute;nh x&aacute;c cao do hạn chế được c&aacute;c sai số kh&aacute;ch quan.</span></span>',
			'content' => '<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="box-sizing: border-box; text-align: justify;">M&aacute;y thủy b&igrave;nh điện tử Leica Sprinter 250M</span><span style="text-align: justify;">&nbsp;cho ph&eacute;p người sử dụng thực hiện c&ocirc;ng việc một c&aacute;ch nhanh ch&oacute;ng v&agrave; hiệu quả. Giao diện USB (ở m&aacute;y 150M v&agrave; 250M). Menu giao diện dễ sử dụng.&nbsp;</span><span style="box-sizing: border-box; text-align: justify;">M&aacute;y thủy b&igrave;nh</span><span style="text-align: justify;">&nbsp;</span><span style="box-sizing: border-box; text-align: justify;">Leica Sprinter 250M&nbsp;</span><span style="text-align: justify;">tự động t&iacute;nh to&aacute;n chiều cao v&agrave; chiều cao c&ocirc;ng tr&igrave;nh. C&aacute;c ứng dụng cho san lấp mặt bằng. Lưu trữ l&ecirc;n tới 1000 điểm đo, tải về v&agrave; chuyển dữ liệu qua USB v&agrave; PC. Tăng năng suất. Giảm thiểu lỗi do con người. Hoạt động trong điều kiện &aacute;nh s&aacute;ng thấp.</span><br />
<br />
Với&nbsp;thiết&nbsp;kế&nbsp;hiện&nbsp;đại, gọn nhẹ, thao t&aacute;c&nbsp;sử&nbsp;dụng kh&aacute;&nbsp;đơn giản&nbsp;m&aacute;y&nbsp;thuỷ&nbsp;b&igrave;nh&nbsp;điện tử&nbsp;Leica Sprinter 250M&nbsp;đang l&agrave;&nbsp;sự&nbsp;lựa chọn h&agrave;ng&nbsp;đầu&nbsp;của&nbsp;c&aacute;c&nbsp;kỹ&nbsp;sư&nbsp;trắc&nbsp;địa.<br />
<br />
<strong>1. Những ưu điểm của m&aacute;y thủy b&igrave;nh Leica Sprinter 250M.</strong></span></span></span><br />
<br />
<ul>
	<li>
		<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Ngắm v&agrave; bắt mục ti&ecirc;u nhanh:&nbsp;</strong>Được trang bị lăng k&iacute;nh chất lượng h&agrave;ng đầu, gia c&ocirc;ng tr&ecirc;n d&acirc;y chuyền hiện đại, h&igrave;nh ảnh của Leica Sprinter 250M sắc n&eacute;t, r&otilde; r&agrave;ng, gi&uacute;p ngắm v&agrave; bắt mục ti&ecirc;u nhanh ch&oacute;ng, th&uacute;c đẩy tiến đọ l&agrave;m việc.</span></span></span></li>
	<li>
		<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>N&uacute;t bấm tiện lợi:&nbsp;</strong>N&uacute;t bấm đo được đặt b&ecirc;n phải của m&aacute;y, giống như một ph&iacute;m đo nhanh tr&ecirc;n m&aacute;y to&agrave;n đạc. Chỉ 1 lần bấm, kết quả sẽ hiển thị tr&ecirc;n m&agrave;n h&igrave;nh.</span></span></span></li>
	<li>
		<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Kh&ocirc;ng cần đọc mia:&nbsp;</strong>Kh&aacute;c với mia nh&ocirc;m của m&aacute;y thủy b&igrave;nh cơ, mia d&agrave;nh cho m&aacute;y thủy b&igrave;nh điện tử Leica Sprinter 250M c&oacute; c&aacute;c m&atilde; vạch gi&uacute;p m&aacute;y tự động đọc v&agrave; ph&acirc;n t&iacute;ch số liệu, v&agrave; hiển thị tr&ecirc;n m&agrave;n h&igrave;nh LCD. Điều n&agrave;y khiến việc đo đạc tiện lợi, v&agrave; kh&ocirc;ng bao giờ ph&aacute;t sinh sai số</span></span></span></li>
	<li>
		<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>T&iacute;nh to&aacute;n tự động:&nbsp;</strong>Với Leica Sprinter 250M, bạn kh&ocirc;ng cần mang theo giấy b&uacute;t hay m&aacute;y t&iacute;nh ra c&ocirc;ng trường, bởi phần mềm đ&atilde; tự t&iacute;nh to&aacute;n kết quả cho bạn, việc bạn cần l&agrave;m l&agrave; xem số liệu hiển thị tr&ecirc;n m&agrave;n h&igrave;nh</span></span></span></li>
	<li>
		<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>C&oacute; bộ nhớ:&nbsp;</strong>Bộ nhớ trong của Leica Sprinter 250M ghi lại được 1000 điểm đo, hỗ trợ tr&uacute;t số liệu v&agrave; m&aacute;y t&iacute;nh th&ocirc;ng qua c&aacute;p v&agrave; phần mềm chuy&ecirc;n dụng.</span></span></span></li>
</ul>
<br />
<br />
<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>2. Độ&nbsp;ch&iacute;nh x&aacute;c&nbsp;của&nbsp;m&aacute;y thuỷ b&igrave;nh điện tử Leica&nbsp;Sprinter250M.</strong><br />
<br />
<strong>Đo cao</strong></span></span></span><br />
<ul>
	<li>
		<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Độ ch&iacute;nh x&aacute;c đo điện tử: 1.0/0.7 mm</span></span></span></li>
	<li>
		<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Độ ch&iacute;nh x&aacute;c đo quang học bằng mia: 2.5mm</span></span></span></li>
	<li>
		<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đo đơn: Ti&ecirc;u chuẩn: 0.6mm (điện tử) v&agrave; 1.2mm (quang học) ở cự li 30m</span></span></span></li>
</ul>
<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Đo khoảng c&aacute;ch</strong></span></span></span><br />
<ul>
	<li>
		<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Độ ch&iacute;nh x&aacute;c: 10mm với D&le;10m</span></span></span></li>
	<li>
		<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Dải đo: 2-100m (điện tử)</span></span></span></li>
</ul>
<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Th&ocirc;ng số kh&aacute;c</strong></span></span></span><br />
<ul>
	<li>
		<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Chế độ đo: Đo li&ecirc;n tục, đo từng điểm</span></span></span></li>
	<li>
		<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Thời gian đo: &lt; 3 gi&acirc;y</span></span></span></li>
	<li>
		<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Độ ph&oacute;ng đại: 24X</span></span></span></li>
	<li>
		<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Bộ nhớ: 2000 điểm</span></span></span></li>
</ul>
<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Th&ocirc;ng số vật l&yacute;</strong></span></span></span><br />
<ul>
	<li>
		<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Chống bụi nước: IP55</span></span></span></li>
	<li>
		<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Nguồn điện: Pin AA (4 x LR6/AA/AM3 1.5 V)</span></span></span></li>
	<li>
		<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trọng lượng: &lt; 2.5kg</span></span></span></li>
	<li>
		<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">K&iacute;ch thước:&nbsp;11 &times; 7 &times; 8 inch</span></span></span></li>
</ul>
<br />
<img alt="" src="/admin/webroot/upload/image/images/Leica_Sprinter_150M_250M_pic_2360x714(1).jpg" style="width: 1000px; height: 303px;" /><br />
<br />
<div style="margin: 0px; padding: 0px; max-width: 100%; color: rgb(51, 51, 51); font-family: arial; font-size: 13px; text-align: justify;">
	<span style="margin: 0px; padding: 0px; font-size: 20px;"><span style="margin: 0px; padding: 0px; font-family: &quot;Roboto Condensed&quot;, sans-serif;"><strong style="margin: 0px; padding: 0px;"><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;"><a href="https://tracdiathanhdat.vn/may-thuy-binh-dien-tu" style="margin: 0px; padding: 0px; color: rgb(74, 75, 75); text-decoration-line: none; transition: color 0.2s linear 0s; font-size: 13px; outline: 0px;"><span style="margin: 0px; padding: 0px; color: rgb(0, 0, 0);">M&aacute;y thủy b&igrave;nh gi&aacute; tốt nhất thị trường!</span></a></span></strong></span></span></div>
<p style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); font-family: arial; font-size: 13px; text-align: justify;">
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	<span style="margin: 0px; padding: 0px; font-family: &quot;Roboto Condensed&quot;, sans-serif; font-size: 14px;"><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;"><span style="margin: 0px; padding: 0px; color: rgb(204, 51, 0);">&gt;&gt;&gt; Cần tư vấn hay hỗ trợ li&ecirc;n hệ trực tiếp với ch&uacute;ng t&ocirc;i qua số điện thoại:&nbsp;</span><strong style="margin: 0px; padding: 0px; color: rgb(204, 51, 0);">0913 051 734/ 0942 288 388</strong><br style="margin: 0px; padding: 0px; color: rgb(204, 51, 0);" />
	<br style="margin: 0px; padding: 0px; color: rgb(204, 51, 0);" />
	<span style="margin: 0px; padding: 0px; color: rgb(204, 51, 0);">FanPage Facebook :&nbsp;</span><strong style="margin: 0px; padding: 0px; color: rgb(204, 51, 0);">Trắc Địa Th&agrave;nh Đạt</strong><br style="margin: 0px; padding: 0px; color: rgb(204, 51, 0);" />
	<br style="margin: 0px; padding: 0px; color: rgb(204, 51, 0);" />
	<span style="margin: 0px; padding: 0px; color: rgb(204, 51, 0);">Địa chỉ trực tiếp: 145 L&aacute;ng Hạ &ndash; Đống Đa &ndash; H&agrave; Nội</span></span></span></p>
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			'price' => '0',
			'type' => 'new',
			'shortdes' => '<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">C&ugrave;ng ch&uacute;ng t&ocirc;i t&igrave;m hiểu về cao độ trong khảo s&aacute;t v&agrave; x&acirc;y dựng nh&eacute;.</span></span>',
			'content' => '<h2>
	<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>I. Kh</strong>&aacute;i niệm cao&nbsp;độ trong khảo s&aacute;t v&agrave; x&acirc;y dựng</span></span></span></h2>
<br />
<h3>
	<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>1. Cao độ trong khảo s&aacute;t trắc địa, đo vẽ bản đồ&nbsp;</strong></span></span></span></h3>
<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">L&agrave; độ cao của một điểm trong kh&ocirc;ng gian, l&agrave; khoảng c&aacute;ch thẳng đứng (theo chiều lực h&uacute;t hấp dẫn) từ điểm đ&oacute; đến một mặt chuẩn. Mặt chuẩn c&oacute; thể l&agrave; một mặt phẳng hoặc mặt cong, c&oacute; thể l&agrave; mặt cố định hoặc mặt giả định bất kỳ, th&ocirc;ng thường l&agrave; mực nước biển (bỏ qua biến động do thủy triều), một mặt c&oacute; h&igrave;nh Ellipsoid tr&ograve;n xoay.<br />
<br />
Trong c&ocirc;ng t&aacute;c khảo s&aacute;t, cao độ gi&uacute;p thể hiện độ cao của vị tr&iacute; cần đo, gi&uacute;p vẽ c&aacute;c bản đồ trong kh&ocirc;ng gian 3 chiều, đường đồng mức.<br />
<br />
K&yacute; hiệu của cao độ trong c&ocirc;ng t&aacute;c đo vẽ bản đồ l&agrave; V (vertical)<br />
<br />
</span></span></span>
<h3>
	<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>2. Cao độ trong x&acirc;y dựng&nbsp;</strong></span></span></span></h3>
<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">C&ograve;n được gọi với c&aacute;i t&ecirc;n kh&aacute;c l&agrave; &ldquo;cốt&rdquo; c&ocirc;ng tr&igrave;nh (<span style="box-sizing: border-box; font-weight: bolder;">cos</span>).&nbsp;Cao độ trong x&acirc;y dựng l&agrave; khoảng c&aacute;ch t&iacute;nh từ mặt phẳng l&agrave;m chuẩn (V&iacute; dụ như s&agrave;n tầng 1) đến một vị tr&iacute; kh&aacute;c (cao hoặc thấp hơn). Cao độ được t&iacute;nh bằng m&eacute;t, độ ch&iacute;nh x&aacute;c lấy đến 3 chữ số sau dấu phẩy.&nbsp;Cao độ trong x&acirc;y dựng l&agrave; nghi&ecirc;n cứu v&agrave; đo đạc chi tiết độ cao, hướng dốc, độ dốc của khu vực chuẩn bị x&acirc;y dựng.<br />
<br />
K&yacute; hiệu của cao độ l&agrave; h&igrave;nh tam gi&aacute;c đều, nửa trắng nửa đen c&oacute; ch&uacute; th&iacute;ch số b&ecirc;n tr&ecirc;n. Mặt chuẩn được quy định c&oacute; cao độ l&agrave; &plusmn;0.000. C&aacute;c vị tr&iacute; cao hơn s&agrave;n chuẩn sẽ c&oacute; cao độ dương, c&aacute;c vị tr&iacute; thấp hơn mức chuẩn l&agrave; cao độ &acirc;m.<br />
<br />
Trong x&acirc;y dựng, cao độ l&agrave; chỉ số bắt buộc phải c&oacute;. Khi c&oacute; chỉ số cao độ ch&iacute;nh x&aacute;c, ch&uacute;ng ta mới c&oacute; thể thiết kế được c&aacute;c c&ocirc;ng tr&igrave;nh nh&agrave; ở, quy hoạch được c&aacute;c c&ocirc;ng tr&igrave;nh phụ trợ: hệ thống giao th&ocirc;ng, cống tho&aacute;t nước, hệ thống đường ống&hellip; Từ đ&oacute; gi&uacute;p tăng cường hiệu quả chống ngập &uacute;ng, bố tr&iacute; quy hoạch ph&ugrave; hợp với địa h&igrave;nh.&nbsp;</span></span></span><br />
<h2>
	<br />
	<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>II.&nbsp;</strong>Đo cao&nbsp;độ trong khảo s&aacute;t v&agrave; x&acirc;y dựng&nbsp;</span></span></span></h2>
<h3>
	<br />
	<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>1. Đo cao độ trong khảo s&aacute;t</strong></span></span></span></h3>
<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trong khảo s&aacute;t, đo vẽ bản đồ, người ta c&oacute; 2 c&aacute;ch ch&iacute;nh để đo cao độ:<br />
<br />
<strong>C&aacute;ch 1</strong>: Sử dụng&nbsp;m&aacute;y RTK&nbsp;<br />
<br />
Phưong ph&aacute;p n&agrave;y c&oacute; kết quả cao độ một c&aacute;ch nhanh ch&oacute;ng do c&aacute;c m&aacute;y RTK sẽ trực tiếp cho kết quả về kinh độ, vĩ độ, cao độ của điểm đo, v&agrave; đ&aacute;nh dấu điểm đo trực tiếp l&ecirc;n bản đồ theo hệ tọa độ được chọn sẵn.<br />
Nhược điểm của phương ph&aacute;p n&agrave;y l&agrave; sai số lớn, l&ecirc;n tới v&agrave;i centimet v&agrave; độ ổn định kh&ocirc;ng cao, do m&aacute;y phải thu được t&iacute;n hiệu GNSS mới cho kết quả, v&agrave; t&iacute;n hiệu mạnh hay yếu t&ugrave;y thuộc v&agrave;o yếu tố thời tiết, địa h&igrave;nh.</span></span></span><br />
<p style="text-align: center;">
	<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/367405302_690494259784809_1127747524179412209_n.jpg" style="width: 720px; height: 405px;" /></span></span></span></p>
<br />
<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>C&aacute;ch 2</strong>: Sử dụng m&aacute;y to&agrave;n đạc điện tử<br />
<br />
Người ta sử dụng m&aacute;y to&agrave;n đạc điện tử để dẫn cao độ từ c&aacute;c mốc tọa độ chuẩn về điểm cần đo, từ đ&oacute; x&aacute;c định tọa độ, cao độ v&agrave; đ&aacute;nh dấu l&ecirc;n bản đồ.<br />
Ưu điểm của phương ph&aacute;p n&agrave;y l&agrave; độ ch&iacute;nh x&aacute;c cao, l&ecirc;n tới h&agrave;ng milimet, nhưng nhược điểm l&agrave; mất nhiều c&ocirc;ng sức, thời gian thực hiện l&acirc;u.&nbsp;</span></span></span><br />
<p style="text-align: center;">
	<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/409378989_684998143763641_96936762872538900_n.jpg" style="width: 720px; height: 480px;" /></span></span></span></p>
<br />
<h3>
	<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>2.&nbsp; Đo cao độ trong x&acirc;y dựng</strong></span></span></span></h3>
<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">X&acirc;y dựng chi tiết cần độ ch&iacute;nh x&aacute;c gần như tuyệt đối, v&agrave; khu vực đo hẹp hơn, c&oacute; sẵn mặt chuẩn, v&igrave; thế người ta sử dụng c&ocirc;ng cụ đo l&agrave;&nbsp;m&aacute;y thủy b&igrave;nh.</span></span><br />
<span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">Trong x&acirc;y dựng, người ta cũng sử dụng m&aacute;y to&agrave;n đạc để đo cao độ, nhưng kết quả chỉ d&ugrave;ng để tham khảo, kh&ocirc;ng được d&ugrave;ng để trực tiếp đo vẽ v&agrave; thi c&ocirc;ng.</span><br />
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">So với m&aacute;y RTK v&agrave; m&aacute;y to&agrave;n đạc, m&aacute;y thủy b&igrave;nh c&oacute; gi&aacute; rẻ hơn, cấu tạo đơn giản hơn, nhưng đo cao độ lại mang về kết quả ch&iacute;nh x&aacute;c gần như tuyệt đối do việc đo đạc l&agrave; trực tiếp đọc độ cao tr&ecirc;n mia.&nbsp;<br />
<br />
Việc tiến h&agrave;nh đo đạc cao độ trong x&acirc;y dựng c&oacute; vai tr&ograve; v&ocirc; c&ugrave;ng quan trọng. Đ&acirc;y ch&iacute;nh l&agrave; chỉ số c&oacute; ảnh hưởng đến to&agrave;n bộ c&aacute;c thiết kế c&ocirc;ng tr&igrave;nh tr&ecirc;n mảnh đất đ&oacute; sau n&agrave;y. Việc x&aacute;c định được ch&iacute;nh x&aacute;c cao độ sẽ gi&uacute;p cho qu&aacute; tr&igrave;nh quy hoạch diễn ra thuận lợi v&agrave; c&oacute; tiến độ nhanh hơn.<br />
<br />
Khi c&oacute; chỉ số cao độ ch&iacute;nh x&aacute;c, ch&uacute;ng ta mới c&oacute; thể thiết kế được c&aacute;c c&ocirc;ng tr&igrave;nh nh&agrave; ở, quy hoạch được c&aacute;c c&ocirc;ng tr&igrave;nh phụ trợ: hệ thống giao th&ocirc;ng, cống tho&aacute;t nước, hệ thống đường ống&hellip; Từ đ&oacute; gi&uacute;p tăng cường hiệu quả chống ngập &uacute;ng, bố tr&iacute; quy hoạch ph&ugrave; hợp với địa h&igrave;nh.</span></span><br />
<br />
</span>
<p style="text-align: center;">
	<span style="color:#000000;"><img alt="" src="/admin/webroot/upload/image/images/How the total station work 2(1).png" style="color: rgb(0, 0, 0); font-family: tahoma, geneva, sans-serif; font-size: 14px; width: 512px; height: 512px;" /></span></p>
<h2>
	<br />
	<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>III. Tham khảo c&aacute;ch đo cao độ bằng m&aacute;y thuỷ b&igrave;nh</strong></span></span></span></h2>
<br />
<br />
<p style="text-align: center;">
	<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/NIKON-AX-2s_[27723]_1200(1).jpg" style="width: 600px; height: 450px;" /></span></span></span></p>
<br />
<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Việc đo cao độ bằng m&aacute;y thủy b&igrave;nh ch&iacute;nh l&agrave; t&igrave;m ra sự ch&ecirc;nh lệch về độ cao giữa c&aacute;c điểm được quy định sẵn. Từ đ&oacute; ch&uacute;ng ta sẽ t&iacute;nh ra được cao độ của vị tr&iacute; cần đo. C&aacute;ch đo n&agrave;y được &aacute;p dụng phổ biến tại c&aacute;c c&ocirc;ng tr&igrave;nh quy hoạch đ&ocirc; thị hiện nay.<br />
<br />
Việc đo cao độ bằng m&aacute;y thủy b&igrave;nh được tiến h&agrave;nh qua c&aacute;c bước sau:</span></span></span><br />
<br />
<ul>
	<li>
		<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">X&aacute;c định vị tr&iacute; đặt m&aacute;y thủy b&igrave;nh</span></span></span></li>
</ul>
<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">T&ugrave;y thuộc v&agrave;o từng địa h&igrave;nh kh&aacute;c nhau m&agrave; ch&uacute;ng ta sẽ c&oacute; những vị tr&iacute; cần đo cao độ kh&aacute;c nhau. Tuy nhi&ecirc;n khi lựa chọn vị tr&iacute; đặt m&aacute;y thủy b&igrave;nh ch&uacute;ng ta cần chọn địa điểm c&oacute; độ cao cao hơn vị tr&iacute; l&agrave;m mốc. Vị tr&iacute; đặt m&aacute;y cần c&oacute; nền đất kh&ocirc; r&aacute;o, kh&ocirc;ng bị sụt l&uacute;n. Gi&aacute; của m&aacute;y thủy b&igrave;nh phải được đặt chắc chắn v&agrave; c&acirc;n bằng.</span></span></span><br />
<ul>
	<li>
		<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tiến h&agrave;nh đo cao độ</span></span></span></li>
</ul>
<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Người đo sẽ ngắm c&aacute;c điểm hiện l&ecirc;n nhờ mia, sau đ&oacute; điều chỉnh sao cho h&igrave;nh ảnh hiển thị r&otilde; r&agrave;ng nhất. Th&ocirc;ng số tr&ecirc;n mia được đọc theo h&agrave;ng m v&agrave; h&agrave;ng dm, mỗi khoảng đen trắng đỏ tr&ecirc;n mia tương ứng l&agrave; 0.1 dm. Cuối c&ugrave;ng dựa v&agrave;o c&aacute;c chỉ số để t&iacute;nh to&aacute;n ch&uacute;ng ta sẽ cho ra được chỉ số cao độ cuối c&ugrave;ng.</span></span></span><br />
<br />
<h2 id="4-&nbsp;dia-chi-mua-may-toan-dac-dien-tu-uy-tin" style="margin: 0px; padding: 0px; font-family: arial; line-height: 19px; color: rgb(51, 51, 51); text-rendering: optimizelegibility; font-size: 31.5px; text-align: justify;">
	<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="margin: 0px; padding: 0px;"><span style="margin: 0px; padding: 0px;">IV.</span></span>&nbsp;<strong style="margin: 0px; padding: 0px;"><span style="margin: 0px; padding: 0px;"><span style="margin: 0px; padding: 0px;">Địa chỉ mua m&aacute;y thủy</span></span></strong>&nbsp;b&igrave;nh (thủy chuẩn) uy t&iacute;n</span></span></span></h2>
<p style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); font-family: arial; font-size: 13px; text-align: justify;">
	&nbsp;</p>
<p style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); font-family: arial; font-size: 13px; text-align: justify;">
	<span style="color:#000000;"><span style="margin: 0px; padding: 0px; font-size: 14px;"><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;">C&Ocirc;NG TY CP C&Ocirc;NG NGHỆ V&Agrave; TM TH&Agrave;NH ĐẠT chuy&ecirc;n nhập khẩu, cung cấp v&agrave; chuyển giao c&ocirc;ng nghệ c&aacute;c loại&nbsp;</span></span><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">m&aacute;y thủy b&igrave;nh</span><span style="font-size: 14px;"><span style="font-family: tahoma, geneva, sans-serif;">&nbsp;(thủy chuẩn)&nbsp;</span></span><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">của c&aacute;c h&atilde;ng LEICA, NIKON, TOPCON, TRIMPLE, GEOMAX, SOKKIA, PENTAX phục vụ c&ocirc;ng t&aacute;c khảo s&aacute;t, thiết kế, x&acirc;y dựng v&agrave; đo vẽ bản đồ uy t&iacute;n l&acirc;u năm tr&ecirc;n to&agrave;n quốc.</span></span></p>
<p style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); font-family: arial; font-size: 13px; text-align: justify;">
	&nbsp;</p>
<p style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); font-family: arial; font-size: 13px; text-align: justify;">
	<span style="color:#000000;"><span style="margin: 0px; padding: 0px; font-size: 14px;"><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;">Với hơn 20 năm kinh nghiệm c&ugrave;ng</span></span><span style="margin: 0px; padding: 0px;">&nbsp;</span><span style="margin: 0px; padding: 0px; font-size: 14px;"><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;">đội ngũ nh&acirc;n vi&ecirc;n, kỹ thuật vi&ecirc;n năng động, c&oacute; tr&igrave;nh độ cao&nbsp;</span></span><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif; font-size: 14px;">ch&uacute;ng t&ocirc;i&nbsp;tự h&agrave;o v&agrave; tin tưởng Qu&yacute; kh&aacute;ch h&agrave;ng sẽ h&agrave;i l&ograve;ng khi sử dụng c&aacute;c sản phẩm v&agrave; dịch vụ do ch&uacute;ng t&ocirc;i cung cấp.</span></span></p>
<p style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); font-family: arial; font-size: 13px; text-align: justify;">
	&nbsp;</p>
<p style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); font-family: arial; font-size: 13px; text-align: justify;">
	<span style="color:#000000;"><u style="font-family: tahoma, geneva, sans-serif; font-size: 14px; margin: 0px; padding: 0px;"><strong style="margin: 0px; padding: 0px;">Li&ecirc;n hệ:&nbsp;</strong></u></span></p>
<p style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); font-family: arial; font-size: 13px; text-align: justify;">
	<br style="margin: 0px; padding: 0px;" />
	<span style="color:#000000;"><span style="margin: 0px; padding: 0px; font-size: 14px;"><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;">Số 145 L&aacute;ng Hạ, Đống Đa, H&agrave; Nội<br style="margin: 0px; padding: 0px;" />
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			'meta_key' => 'Chuyên cung cấp máy định vị vệ tinh GPS RTK, máy thủy bình, máy toàn đạc điện tử, UAV, ống nhòm, máy định vị GPS cầm tay, ... chính hãng, uy tín, giá tốt hàng đầu tại Việt Nam! Hotline: 0913051734!',
			'meta_des' => 'Chuyên cung cấp máy định vị vệ tinh GPS RTK, máy thủy bình, máy toàn đạc điện tử, UAV, ống nhòm, máy định vị GPS cầm tay, ... chính hãng, uy tín, giá tốt hàng đầu tại Việt Nam! Hotline: 0913051734!',
			'created' => '2021-09-09',
			'modified' => '2026-02-01',
			'status' => '1',
			'view' => '24657',
			'slug' => 'cung-tim-hieu-ve-cao-do-trong-khao-sat-va-xay-dung',
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			'title_seo' => 'tin tức trắc địa, cập nhật xu hướng đo đạc mới, công nghệ đo đạc, thiết bị đo đạc hiện đại, mẹo kỹ thuật trắc địa, sai số đo đạc, hệ tọa độ VN-2000, GNSS, RTK, GPS trắc địa, phần mềm trắc địa, phần mềm GIS, SurPad, LandStar, Magnet Field, Leica Captivate, Trimble Access',
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	(int) 8 => array(
		'Post' => array(
			'id' => '648',
			'name' => 'Lựa chọn phương án đo RTK phù hợp cho dự án của bạn!',
			'code' => null,
			'alias' => 'lua-chon-phuong-an-do-rtk-phu-hop-cho-du-an-cua-ban',
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			'type' => 'new',
			'shortdes' => '<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Bạn đang băn khoăn về việc lựa chọn phương &aacute;n đo RTK n&agrave;o ph&ugrave; hợp nhất cho dự &aacute;n của bạn. C&ugrave;ng tham khảo một v&agrave;i &yacute; kiến của ch&uacute;ng t&ocirc;i nh&eacute;!</span></span>',
			'content' => '<h2>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>I. </strong><span id="cke_bm_372S" style="display: none;">&nbsp;</span><span style="display: none;">&nbsp;</span>Một v&agrave;i so s&aacute;nh giữa&nbsp;</span></span><strong style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">phương &aacute;n đo&nbsp;Radio với&nbsp;phương &aacute;n đo <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">tr</span></span></strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">ạm</span></span>&nbsp;<strong style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">CORS</strong></h2>
<h3>
	<br />
	<strong style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">1. Về phương &aacute;n đo Radio</strong></h3>
<p>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">- Radio c&oacute; những ưu điểm nổi bật sau:<br />
	&nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp;+ Độ trễ thu thấp<br />
	&nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp;+ T&iacute;n hiệu đo khỏe hơn đối với những vị tr&iacute; kh&oacute;, rậm rạp<br />
	&nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp;+ Đạt độ ch&iacute;nh x&aacute;c cao hơn về cao độ<br />
	&nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp;+ Đo được ở những vị tr&iacute; kh&ocirc;ng c&oacute; s&oacute;ng 3G, kh&ocirc;ng phụ thuộc v&agrave;o mạng, c&oacute; thể hoạt động độc lập<br />
	- Nhược điểm:<br />
	&nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp;+ Phải đầu tư th&ecirc;m trạm Base<br />
	&nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp;+ Khoảng c&aacute;ch đo bị giới hạn hơn (b&aacute;n k&iacute;nh từ 10-15km)</span></span><br />
	&nbsp;</p>
<h3>
	<strong style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">2. Về phương &aacute;n đo trạm CORS</strong></h3>
<p>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">- Ưu điểm của trạm CORS:<br />
	&nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp;+ Chỉ cần đầu tư 01 m&aacute;y Rover<br />
	&nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp;+ Kh&ocirc;ng giới hạn khoảng c&aacute;ch, c&oacute; thể đo được mọi vị tr&iacute; c&oacute; s&oacute;ng 3G v&agrave; c&oacute; t&iacute;n hiệu trạm CORS phủ đến<br />
	- Nhược điểm của trạm CORS:<br />
	&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp; + T&iacute;n hiệu đo kh&ocirc;ng khỏe bằng đo Radio<br />
	&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp; + Độ ch&iacute;nh x&aacute;c về độ cao thấp hơn đo Radio<br />
	&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp; + Chỉ đo được ở khu vực c&oacute; s&oacute;ng 3G v&agrave; c&oacute; t&iacute;n hiệu trạm CORS<br />
	&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp; + Phải trả ph&iacute; (trong tương lai, hiện tại đang cho miễn ph&iacute;)</span></span></p>
<h2>
	<br />
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>II. T&igrave;nh h&igrave;nh ph&acirc;n bổ trạm CORS hiện nay</strong></span></span></h2>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Theo đ&aacute;nh gi&aacute; của kh&aacute;ch h&agrave;ng th&igrave; hiện nay hệ thống trạm CORS Cục tương đối ổn định, t&iacute;n hiệu rất tốt. V&ugrave;ng phủ s&oacute;ng cũng tương đối rộng. Tuy nhi&ecirc;n độ ch&iacute;nh x&aacute;c tốt chỉ nằm trong c&aacute;c khu vực c&oacute; s&oacute;ng mạng lưới VRS hoặc IMAX. Độ ch&iacute;nh x&aacute;c về độ cao cũng chưa được tốt lắm. Nếu c&ocirc;ng tr&igrave;nh ở mức độ kh&ocirc;ng y&ecirc;u cầu qu&aacute; cao về cao độ th&igrave; d&ugrave;ng rất ổn.<br />
<br />
Dưới đ&acirc;y l&agrave; sơ đồ ph&acirc;n bố hệ thống trạm CORS Cục bản đồ.</span></span><br />
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/he-thong-tram-cors-viet-nam-2020(1).jpg" style="width: 600px; height: 800px;" /><br />
&nbsp;<br />
&gt;&gt;&gt; Tr&ecirc;n đ&acirc;y l&agrave; một v&agrave;i ph&acirc;n t&iacute;ch về ưu, nhược điểm của hai phương &aacute;n. Để lựa chọn th&igrave; anh (chị) n&ecirc;n c&acirc;n nhắc dựa tr&ecirc;n c&aacute;c ph&acirc;n t&iacute;ch tr&ecirc;n. Cụ thể:</span></span><br />
<br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trường hợp nhu cầu c&ocirc;ng việc kh&ocirc;ng y&ecirc;u cầu qu&aacute; cao về độ ch&iacute;nh x&aacute;c cao độ (đo địa ch&iacute;nh, địa h&igrave;nh tỷ lệ nhỏ); c&ocirc;ng tr&igrave;nh ở khu vực kh&ocirc;ng qu&aacute; kh&oacute; khăn th&igrave; lựa chọn Rover đo trạm CORS l&agrave; một giải ph&aacute;p hợp l&yacute;</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trường hợp c&aacute;c c&ocirc;ng tr&igrave;nh, dự &aacute;n ở khu vực kh&oacute; khăn, kh&ocirc;ng c&oacute; mạng 3G, 4G, kh&ocirc;ng nằm trong v&ugrave;ng phủ s&oacute;ng trạm CORS; hoặc y&ecirc;u cầu độ ch&iacute;nh x&aacute;c cao về độ cao (khảo s&aacute;t tuyến giao th&ocirc;ng, thủy lợi, đo bản đồ địa h&igrave;nh tỷ lệ lớn),.. th&igrave; lựa chọn đo Radio sẽ ph&ugrave; hợp hơn.</span></span></li>
</ul>
<h2>
	<br />
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">III.&nbsp;<span style="color: rgb(51, 51, 51); text-align: justify;">Địa chỉ mua m</span>&aacute;y định&nbsp; vị vệ tinh GNSS RTK<span style="color: rgb(51, 51, 51); text-align: justify;">&nbsp;uy t&iacute;n</span></span></span></h2>
<br style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); font-family: arial; font-size: 13px; text-align: justify;" />
<span style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); font-family: arial; text-align: justify; font-size: 14px;"><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;">C&Ocirc;NG TY CP C&Ocirc;NG NGHỆ V&Agrave; TM TH&Agrave;NH ĐẠT chuy&ecirc;n nhập khẩu, cung cấp v&agrave; chuyển giao c&ocirc;ng nghệ c&aacute;c loại m&aacute;y định vị vệ tinh GNSS RTK của c&aacute;c h&atilde;ng <strong>Leica, Topcon, Sokkia, E-Survey, Hi- Target, Foif,....</strong>&nbsp;phục vụ c&ocirc;ng t&aacute;c khảo s&aacute;t, đo vẽ bản đồ uy t&iacute;n l&acirc;u năm tr&ecirc;n to&agrave;n quốc. C&aacute;c loại m&aacute;y định vị vệ tinh GNSS RTk m&agrave; ch&uacute;ng t&ocirc;i ph&acirc;n phối phong ph&uacute; về chủng loại, đa dạng về mẫu m&atilde; ph&ugrave; hợp với từng đối tượng kh&aacute;ch h&agrave;ng.</span></span><br />
<br />
<span style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); font-family: arial; text-align: justify; font-size: 14px;"><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;">Với hơn 20 năm kinh nghiệm c&ugrave;ng</span></span><span style="color: rgb(51, 51, 51); font-family: arial; font-size: 13px; text-align: justify;">&nbsp;</span><span style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); font-family: arial; text-align: justify; font-size: 14px;"><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;">đội ngũ nh&acirc;n vi&ecirc;n, kỹ thuật vi&ecirc;n năng động, c&oacute; tr&igrave;nh độ cao&nbsp;</span></span><span style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); text-align: justify; font-family: tahoma, geneva, sans-serif; font-size: 14px;">ch&uacute;ng t&ocirc;i&nbsp;tự h&agrave;o v&agrave; tin tưởng Qu&yacute; kh&aacute;ch h&agrave;ng sẽ h&agrave;i l&ograve;ng khi sử dụng c&aacute;c sản phẩm v&agrave; dịch vụ do ch&uacute;ng t&ocirc;i cung cấp.</span><br style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); font-family: arial; font-size: 13px; text-align: justify;" />
<br style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); font-family: arial; font-size: 13px; text-align: justify;" />
<div style="margin: 0px; padding: 0px; line-height: 20px;">
	<u style="font-family: tahoma, geneva, sans-serif; color: rgb(51, 51, 51); font-size: 14px; text-align: justify; margin: 0px; padding: 0px;"><strong style="margin: 0px; padding: 0px;">Li&ecirc;n hệ:&nbsp;</strong></u></div>
<br style="margin: 0px; padding: 0px;" />
<span style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); font-family: arial; text-align: justify; font-size: 14px;"><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;">Số 50 L&aacute;ng Hạ, Đống Đa, H&agrave; Nội<br style="margin: 0px; padding: 0px;" />
Số 5/161 Nguyễn Tu&acirc;n. Thanh Xu&acirc;n, H&agrave; Nội<br style="margin: 0px; padding: 0px;" />
Tel: 024.37764930<br style="margin: 0px; padding: 0px;" />
Hotline: 0913051734 (call/imesage/zalo)<br style="margin: 0px; padding: 0px;" />
Website:&nbsp;<a href="http://www.tracdiathanhdat.vn/?fbclid=IwAR3altI5BIG46Mm2_6oxBl-TQxXGfXGEm4M1GUGsoDeNELr3WrYUlO7g2jk" style="margin: 0px; padding: 0px; color: rgb(74, 75, 75); text-decoration-line: none; transition: color 0.2s linear 0s; font-size: 13px;" target="_blank">www.tracdiathanhdat.vn</a><br style="margin: 0px; padding: 0px;" />
Email: tracdiathanhdat@gmail.com</span></span><br style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); font-family: arial; font-size: 13px; text-align: justify;" />
<span style="color: rgb(51, 51, 51); font-family: arial; font-size: 13px; text-align: justify;">&nbsp;</span><br style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); font-family: arial; font-size: 13px; text-align: justify;" />
<span style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); font-family: arial; text-align: justify; font-size: 14px;"><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;"><strong style="margin: 0px; padding: 0px;">@ Lu&ocirc;n&nbsp;đồng h&agrave;nh c&ugrave;ng bạn!</strong></span></span><br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">&nbsp;</span></span>',
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			'title_seo' => 'tin tức trắc địa, cập nhật xu hướng đo đạc mới, công nghệ đo đạc, thiết bị đo đạc hiện đại, mẹo kỹ thuật trắc địa, sai số đo đạc, hệ tọa độ VN-2000, GNSS, RTK, GPS trắc địa, phần mềm trắc địa, phần mềm GIS, SurPad, LandStar, Magnet Field, Leica Captivate, Trimble Access',
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			'meta_des' => 'phần mềm máy đo đạc, phần mềm GIS, phần mềm trút dữ liệu',
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	(int) 9 => array(
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			'id' => '644',
			'name' => 'GNSS RTK',
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			'shortdes' => '<span style="font-family:tahoma,geneva,sans-serif;"><span style="box-sizing: border-box; margin: 0px; padding: 0px; border: 0px; background-image: initial; background-position: 0px 0px; background-size: initial; background-repeat: initial; background-attachment: initial; background-origin: initial; background-clip: initial; outline: 0px; vertical-align: top; color: rgb(0, 0, 0); font-size: 14px; text-align: justify; font-weight: 700 !important;">GNSS RTK</span><span style="color: rgb(0, 0, 0); font-size: 14px; text-align: justify;">&nbsp;được biết đến l&agrave; thiết bị d&ugrave;ng trong c&ocirc;ng t&aacute;c trắc địa gi&uacute;p hỗ trợ qu&aacute; tr&igrave;nh khảo s&aacute;t địa h&igrave;nh. Với khả năng tự động vẽ v&agrave; lưu lại c&aacute;c khu vực khảo s&aacute;t gi&uacute;p nhanh ch&oacute;ng ho&agrave;n thiện c&aacute;c bản vẽ đầy đủ, ch&iacute;nh x&aacute;c với c&aacute;c th&ocirc;ng số kỹ thuật cần thiết. Đ&acirc;y l&agrave; thiết bị hỗ trợ đắc lực cho những người l&agrave;m c&ocirc;ng t&aacute;c trắc địa để c&oacute; thể ho&agrave;n th&agrave;nh c&ocirc;ng việc nhanh ch&oacute;ng, tiết kiệm thời gian v&agrave; chi ph&iacute; với độ ch&iacute;nh x&aacute;c cao.</span></span>',
			'content' => '<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tr&ecirc;n thị trường hiện nay c&oacute; rất nhiều d&ograve;ng m&aacute;y GNSS RTK với&nbsp;sự đa dạng về kiểu d&aacute;ng thiết kế, c&aacute;c t&iacute;nh năng cũng như k&iacute;ch thước cho kh&aacute;ch h&agrave;ng lựa chọn. Với mỗi sản phẩm sẽ c&oacute; những đặc t&iacute;nh cũng như c&ocirc;ng năng ri&ecirc;ng ph&ugrave; hợp với nhu cầu sử dụng của từng đối tượng kh&aacute;ch h&agrave;ng cũng như t&iacute;nh chất c&ocirc;ng việc. C&ugrave;ng t&igrave;m hiểu&nbsp;ưu v&agrave; nhược&nbsp;điểm của m&aacute;y GNSS RTK&nbsp;để c&oacute; c&aacute;i nh&igrave;n tổng quan về n&oacute; trước khi bạn lựa chọn&nbsp;đầu tư cho dự&nbsp;&aacute;n của m&igrave;nh.</span></span><br />
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> <strong>Ưu điểm nổi bật của&nbsp;m&aacute;y GNSS RTK&nbsp;</strong><br />
<br />
Đảm bảo độ ch&iacute;nh x&aacute;c cao nhất trong qu&aacute; tr&igrave;nh l&agrave;m việc. Đối với c&ocirc;ng t&aacute;c trắc địa th&igrave; độ ch&iacute;nh x&aacute;c l&agrave; th&ocirc;ng số quan trọng nhất cần hướng tới trong qu&aacute; tr&igrave;nh l&agrave;m việc do đ&oacute; c&aacute;c thiết bị hỗ trợ cũng cần tối ưu h&oacute;a được yếu tố n&agrave;y. Với việc &aacute;p dụng c&ocirc;ng nghệ RTK cũng như CORS&nbsp;Network c&aacute;c mẫu m&aacute;y n&agrave;y đảm bảo mang đến c&aacute;c th&ocirc;ng số chuẩn nhất để cung cấp dữ liệu cho qu&aacute; tr&igrave;nh vẽ cũng như h&igrave;nh th&agrave;nh c&aacute;c dữ liệu chung.<br />
&nbsp;<br />
Trong việc sử dụng c&ocirc;ng nghệ GNSS th&igrave; CORS l&agrave; trạm tham chiếu hoạt động li&ecirc;n tục để tạo sự li&ecirc;n kết c&aacute;c thiết bị với đường truyền t&iacute;n hiệu. C&ocirc;ng nghệ n&agrave;y gi&uacute;p khoảng c&aacute;ch tối&nbsp;đa giữa trạm gốc v&agrave; m&aacute;y định vị GNSS được thiết lập khoảng 10 - 15km,&nbsp; gi&uacute;p tăng khoảng c&aacute;ch cho hoạt động của m&aacute;y. Điều n&agrave;y gi&uacute;p giảm nh&acirc;n c&ocirc;ng cũng như chi ph&iacute; trong qu&aacute; tr&igrave;nh l&agrave;m việc.<br />
<br />
Với thiết kế nhỏ gọn, dễ d&agrave;ng di chuyển gi&uacute;p mang đến sự tiện lợi tối đa trong qu&aacute; tr&igrave;nh sử dụng.&nbsp;<br />
<br />
Một ưu điểm phải kế đến của loại m&aacute;y GNSS RTK đ&oacute; l&agrave; việc t&iacute;ch hợp nhiều t&iacute;nh năng th&ocirc;ng minh trong c&ugrave;ng thiết bị. C&aacute;c t&iacute;nh năng điều khiển bằng giọng n&oacute;i, bảng điều khiển điện tử, việc thay đổi k&iacute;ch thước m&aacute;y được t&iacute;ch hợp &hellip;gi&uacute;p dễ d&agrave;ng sử dụng cũng như c&oacute; thể thực hiện được nhiều chức năng kh&aacute;c nhau c&ugrave;ng l&uacute;c.<br />
<br />
Bộ nhớ trong lớn gi&uacute;p tăng khả năng lưu trữ th&ocirc;ng tin c&ugrave;ng với đ&oacute; l&agrave; khả năng kết nối với m&aacute;y t&iacute;nh, điện thoại, bluetooth hay 3G, 4G gi&uacute;p n&acirc;ng cao tối đa được c&aacute;c c&ocirc;ng năng cũng như sự tiện lợi trong qu&aacute; tr&igrave;nh sử dụng.<br />
&nbsp;<br />
Khả năng kết nối với c&aacute;c thiết bị kh&aacute;c tối ưu c&ugrave;ng với hệ thống CORS.<br />
<br />
Với chất liệu cao cấp c&oacute; khả năng chống va đập cũng như hạn chế tối đa c&aacute;c t&aacute;c động của c&aacute;c yếu tố b&ecirc;n ngo&agrave;i gi&uacute;p mang đến sản phẩm bền đẹp l&acirc;u d&agrave;i theo thời gian sử dụng.<br />
<br />
<img alt="" src="/admin/webroot/upload/image/images/phân phối máy định vị vệ tinh 2 tần số rtk (1).png" style="width: 850px; height: 604px;" /><br />
<br />
<strong>Nhược điểm của m&aacute;y GNSS RTK</strong><br />
<br />
Hiện nay,&nbsp;m&aacute;y GPS &ndash;GNSS RTK&nbsp;chất lượng d&ugrave; đ&atilde; được t&iacute;ch hợp đầy đủ c&aacute;c t&iacute;nh năng nhưng để c&oacute; được độ ch&iacute;nh x&aacute;c tuyệt đối c&ugrave;ng với vi</span>ệc</span>&nbsp;<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">thực hiện th&ecirc;m nhiều c&ocirc;ng việc kh&aacute;c c&aacute;c bạn cần phải c&oacute; sự kết nối th&ecirc;m c&aacute;c thiết bị kh&aacute;c để sử dụng.<br />
<br />
Giới hạn l&agrave;m việc của m&aacute;y trong một phạm vi nhất định cũng l&agrave; một kh&oacute; khăn trong qu&aacute; tr&igrave;nh sử dụng. Do đ&oacute;, cần t&igrave;m hiểu đầy đủ c&aacute;c th&ocirc;ng số của m&aacute;y trước khi lựa chọn để ph&ugrave; hợp với đặc điểm c&ocirc;ng việc.<br />
<br />
Gi&aacute; th&agrave;nh cao cũng l&agrave; một nhược điểm cần t&iacute;nh đến khi quyết định đầu tư.&nbsp;<br />
<br />
<img alt="" src="/admin/webroot/upload/image/images/Máy RTK.png" style="width: 850px; height: 680px;" /><br />
<br />
</span></span>',
			'images' => '2021081816133230412c34d3b16d2ec66a3d1eba4d0d89.jpg',
			'images_multi' => '',
			'pos' => null,
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			'title_seo' => 'Máy RTK',
			'meta_key' => 'Máy RTK, máy định vị vệ tinh RTK, máy GPS RTK, máy định vị vệ tinh GNSS RTK, máy RTK giá rẻ, máy RTK tốt nhất',
			'meta_des' => 'Chuyên cung cấp máy định vị vệ tinh GPS RTK, máy thủy bình, máy toàn đạc điện tử, UAV, ống nhòm, máy định vị GPS cầm tay, ... chính hãng, uy tín, giá tốt hàng đầu tại Việt Nam! Hotline: 0913051734!',
			'created' => '2021-08-18',
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			'status' => '1',
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			'name' => 'Blogs',
			'parent_id' => null,
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			'images' => '',
			'lft' => '103',
			'rght' => '104',
			'pos' => '5',
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			'title_seo' => 'tin tức trắc địa, cập nhật xu hướng đo đạc mới, công nghệ đo đạc, thiết bị đo đạc hiện đại, mẹo kỹ thuật trắc địa, sai số đo đạc, hệ tọa độ VN-2000, GNSS, RTK, GPS trắc địa, phần mềm trắc địa, phần mềm GIS, SurPad, LandStar, Magnet Field, Leica Captivate, Trimble Access',
			'meta_key' => 'tin tức trắc địa, cập nhật xu hướng đo đạc mới, công nghệ đo đạc, thiết bị đo đạc hiện đại, mẹo kỹ thuật trắc địa, sai số đo đạc, hệ tọa độ VN-2000, GNSS, RTK, GPS trắc địa, phần mềm trắc địa, phần mềm GIS, SurPad, LandStar, Magnet Field, Leica Captivate, Trimble Access',
			'meta_des' => 'phần mềm máy đo đạc, phần mềm GIS, phần mềm trút dữ liệu',
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)
$detailNews = array(
	'Post' => array(
		'id' => '721',
		'name' => 'Định vị công trình bằng máy toàn đạc điện tử',
		'code' => null,
		'alias' => 'dinh-vi-cong-trinh-bang-may-toan-dac-dien-tu',
		'cat_id' => '40',
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		'shortdes' => '<p style="margin: 0in 0in 15.6pt; text-align: justify; background-image: initial; background-position: initial; background-size: initial; background-repeat: initial; background-attachment: initial; background-origin: initial; background-clip: initial;">
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="color: rgb(51, 51, 51);">Định vị thi c&ocirc;ng c&ocirc;ng tr&igrave;nh l&agrave; c&ocirc;ng t&aacute;c trắc địa nhằm x&aacute;c định vị tr&iacute; mặt&nbsp;<span style="box-sizing: border-box; touch-action: manipulation; color: rgb(51, 72, 98);">bằng</span>&nbsp;của c&aacute;c điểm, c&aacute;c đường thẳng, c&aacute;c điểm chi tiết của c&ocirc;ng tr&igrave;nh x&acirc;y dựng tr&ecirc;n đất liền cũng như tr&ecirc;n mặt nước theo đ&uacute;ng thiết kế.</span></span></span><span style="font-size:11.5pt;
font-family:Montserrat;color:#333333"><o:p></o:p></span></p>
',
		'content' => '<h2>
	<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>I. T&igrave;m hiểu về định vị thi c&ocirc;ng c&ocirc;ng tr&igrave;nh&nbsp;</strong></span></span></span></h2>
<br />
<p>
	<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Định vị thi c&ocirc;ng c&ocirc;ng tr&igrave;nh l&agrave; c&ocirc;ng t&aacute;c trắc địa nhằm x&aacute;c định vị tr&iacute; mặt&nbsp;bằng&nbsp;của c&aacute;c điểm, c&aacute;c đường thẳng, c&aacute;c điểm chi tiết của c&ocirc;ng tr&igrave;nh x&acirc;y dựng tr&ecirc;n đất liền cũng như tr&ecirc;n mặt nước theo đ&uacute;ng thiết kế.<br />
	<br />
	Định vị c&ocirc;ng tr&igrave;nh bằng m&aacute;y to&agrave;n đạc c&oacute; thể hiểu l&agrave; thao t&aacute;c sử dụng m&aacute;y to&agrave;n đạc để khảo s&aacute;t, x&aacute;c định vị tr&iacute; tọa độ c&ocirc;ng tr&igrave;nh chi tiết, nhanh ch&oacute;ng v&agrave; ch&iacute;nh x&aacute;c. C&aacute;c kỹ sư sẽ nhập c&aacute;c tham số tr&ecirc;n bản vẽ v&agrave;o m&aacute;y. Sau đ&oacute;, c&aacute;c thuật to&aacute;n của m&aacute;y to&agrave;n đạc sẽ xử l&yacute; những số liệu n&agrave;y. Cuối c&ugrave;ng, m&aacute;y to&agrave;n đạc&nbsp;sẽ khảo s&aacute;t, x&aacute;c định chi tiết v&agrave; x&aacute;c thực những vị tr&iacute; điểm ra thực địa.&nbsp;<br />
	<br />
	Chỉ cần tr&iacute;ch xuất những vị tr&iacute; tọa độ ch&iacute;nh x&aacute;c điểm tr&ecirc;n bản vẽ sang&nbsp;<strong><a href="https://tracdiathanhdat.vn/may-toan-dac-dien-tu">m&aacute;y to&agrave;n đạc điện tử</a> , </strong>&nbsp;m&aacute;y sẽ xử l&yacute; c&aacute;c th&ocirc;ng số n&agrave;y. Sau đ&oacute;, m&aacute;y triển khai vị tr&iacute; những tim trục tr&ecirc;n bản đồ l&ecirc;n thực địa. Nhờ vậy, sẽ định vị được x&aacute;c thực tim trục của nền m&oacute;ng cho những bước thi c&ocirc;ng tiếp theo.</span></span></span></p>
<p style="text-align: center;">
	<br />
	<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/dinh-vi-cong-trinh-bang-may-toan-dac.jpg" style="width: 620px; height: 360px;" /></span></span></span></p>
<h2>
	<br />
	<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>II. Phương ph&aacute;p thực hiện định vị c&ocirc;ng tr&igrave;nh bằng m&aacute;y to&agrave;n đạc điện tử</strong></span></span></span></h2>
<p style="text-align: center;">
	<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">&nbsp; &nbsp; &nbsp;&nbsp;<img alt="" 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" style="height: 411px; width: 620px;" /></span></span></span></p>
<p style="text-align: center;">
	<em><span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">&nbsp; &nbsp; &nbsp;Bản vẽ mặt bằng mộtt nh&agrave; xưởng</span></span></span></em><br />
	&nbsp;</p>
<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Reference Line (Định ᴠị c&ocirc;ng tr&igrave;nh theo đường chuẩn l&agrave; đường thẳng): một đường chuẩn c&oacute; thể được х&aacute;c định bằng c&aacute;ch tham chiếu tới 1 đường thẳng gốc đ&atilde; biết.&nbsp;<br />
<br />
1. X&aacute;c định đường gốc<br />
<br />
Một đường gốc được gắn ᴠới 2 điểm gốc ᴠ&agrave; được х&aacute;c định theo 3 c&aacute;ch: Đo đến điểm gốc; Nhập toạ độ bằng taу; Gọi điểm từ bộ nhớ.<br />
<br />
a) Đo tới điểm gốc. Nhập t&ecirc;n điểm <strong>PtID</strong> ᴠ&agrave; đo bằng ph&iacute;m&nbsp;<br />
b) Với điểm gốc đ&atilde; biết toạ độ t&igrave;m kiếm điểm <strong>PtID</strong> trong bộ nhớ. Nhập toạ độ bằng taу. Hiển thị những điểm ѕẵn trong m&aacute;у.<br />
&nbsp; &nbsp; (1) Điểm gốc trang bị 1&nbsp;<br />
&nbsp; &nbsp; (2) Điểm gốc thứ hai.<br />
&nbsp; &nbsp; (3) Đường gốc.<br />
&nbsp; &nbsp; (4) Đường chuẩn.<br />
<br />
2. Dịch chuуển/Quaу đường gốc<br />
Đường gốc được dịch chuуển ѕong ѕong, chiều dọc, chiều đứng hoặc l&agrave; quaу. Tất cả c&aacute;c kết quả đo ѕau đ&oacute; ѕẽ ảnh hưởng đến đường chuẩn.<br />
&nbsp; &nbsp; <strong>BP</strong>: Điểm gốc.<br />
&nbsp; &nbsp; <strong>BL</strong>: Đường gốc.<br />
&nbsp; &nbsp; <strong>RP</strong>: Điểm chuẩn.<br />
&nbsp; &nbsp; <strong>RL</strong>: Đường chuẩn.<br />
&nbsp; &nbsp; <strong>Off</strong>: Dịch chuуển ѕong ѕong.<br />
&nbsp; &nbsp; <strong>L</strong>: Dịch chuуển theo chiều dọc.<br />
&nbsp; &nbsp; <strong>R</strong>: Th&ocirc;ng ѕố quaу.<br />
<br />
Nhập th&ocirc;ng ѕố: Sử dụng ph&iacute;m n&agrave;у để chuуển con trỏ đến trường th&ocirc;ng ѕố bắt buộc nhập.&nbsp;Ta c&oacute; thể nhập c&aacute;c th&ocirc;ng ѕố như ѕau:<br />
&nbsp; &nbsp; <strong>Offѕet</strong>: Dịch chuуển đường chuẩn ѕong ѕong ᴠề ph&iacute;a b&ecirc;n cần của đường gốc, ᴠ&agrave;o hướng của đường gốc (BP1-BP2).<br />
&nbsp; &nbsp; <strong>Line</strong>: Dịch chuуển đường chuẩn theo chiều dọc t&iacute;nh từ điểm gốc trước ti&ecirc;n theo hướng từ điểm gốc đầu ti&ecirc;n tới điểm gốc vật dụng hai.<br />
&nbsp; &nbsp; <strong>Rotate</strong>: Quaу đường chuẩn theo chiều kim đồng hồ хung quanh điểm gốc.<br />
&nbsp; &nbsp; <strong>Height</strong>: Đường chuẩn cao hơn đường gốc.<br />
&nbsp; &nbsp; <strong>Ref.Hgt:Point1:</strong> Ch&ecirc;nh cao ѕo ᴠới điểm gốc chuẩn nhất.<br />
&nbsp; &nbsp; <strong>Point 2</strong>: Ch&ecirc;nh cao ѕo ᴠới điểm gốc chuẩn hai.<br />
&nbsp; &nbsp; <strong>Interpolated:</strong> Ch&ecirc;nh cao dọc theo đường chuẩn.<br />
&nbsp; &nbsp; <strong>No height</strong>: Ch&ecirc;nh cao kh&ocirc;ng được t&iacute;nh to&aacute;n ᴠ&agrave; hiển thị.<br />
<br />
3. Tiến h&agrave;nh đo hoặc chuуển ѕang chế độ chuуển điểm bề ngo&agrave;i ra thực địa. Tiến h&agrave;nh đo đến điểm đ&iacute;ch. Chuуển ѕang chế độ chuуển điểm bề ngo&agrave;i ra thực địa.<br />
<br />
4. Ứng dụng tương trợ &ldquo;Line&amp;Offѕet&rdquo;:&nbsp;t&iacute;nh to&aacute;n ra ᴠị tr&iacute; của điểm đo ѕo ᴠới đường chuẩn bằng c&aacute;ch hiển thị c&aacute;c lệch dọc trục, lệch ngang, ch&ecirc;nh cao&hellip;<br />
&nbsp;</span></span></span><br />
<p style="box-sizing: border-box; margin-bottom: 1.3em; margin-top: 0px; color: rgb(66, 66, 66); font-family: Roboto, sans-serif; font-size: 15px; text-align: justify;">
	<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trắc đạc c&ocirc;ng tr&igrave;nh hay đo đạc c&ocirc;ng tr&igrave;nh l&agrave; khảo s&aacute;t v&agrave; khai triển bản vẽ thiết kế của c&ocirc;ng tr&igrave;nh ra thực địa, d&ugrave;ng cho thi c&ocirc;ng v&agrave; gi&aacute;m s&aacute;t x&acirc;y dựng c&ocirc;ng tr&igrave;nh đ&uacute;ng bản vẽ thiết kế. Quan trắc dịch chuyển của c&ocirc;ng tr&igrave;nh ra thực địa, chuy&ecirc;n dụng cho thi c&ocirc;ng v&agrave; gi&aacute;m s&aacute;t x&acirc;y dựng c&ocirc;ng tr&igrave;nh đ&uacute;ng bản vẽ thiết kế. C&ocirc;ng cụ đo bằng những mẫu m&aacute;y đo đạc như m&aacute;y kinh vĩ, m&aacute;y thủy b&igrave;nh,m&aacute;y đo khoảng c&aacute;ch laser, m&aacute;y to&agrave;n đạc điện tử&nbsp;&hellip;&nbsp;</span></span></span></p>
<p style="box-sizing: border-box; margin-bottom: 1.3em; margin-top: 0px; color: rgb(66, 66, 66); font-family: Roboto, sans-serif; font-size: 15px; text-align: justify;">
	<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Nhiệm vụ chủ đạo của c&ocirc;ng t&aacute;c trắc địa trong x&acirc;y dựng l&agrave; đảm bảo cho c&ocirc;ng tr&igrave;nh được x&acirc;y dựng đ&uacute;ng k&iacute;ch thước h&igrave;nh học v&agrave; đ&uacute;ng vị tr&iacute; thiết kế. Chỉ khi hai y&ecirc;u cầu n&agrave;y được đ&aacute;p ứng th&igrave; c&ocirc;ng tr&igrave;nh mới mang thể vận h&agrave;nh an to&agrave;n.&nbsp;</span></span></span></p>
<h2 style="box-sizing: border-box; margin-bottom: 1.3em; margin-top: 0px; color: rgb(66, 66, 66); font-family: Roboto, sans-serif; font-size: 15px; text-align: justify;">
	<span style="font-weight: var(--h2_typography-font-weight); font-family: tahoma, geneva, sans-serif; font-size: 14px; color: rgb(0, 0, 0);">III. Những thiết bị được sử dụng trong định vị thi c&ocirc;ng c&ocirc;ng tr&igrave;nh</span></h2>
<ul style="box-sizing: border-box; color: rgb(73, 73, 73); font-family: &quot;Open Sans&quot;, Arial, Helvetica, sans-serif; font-size: 15px;">
	<li style="box-sizing: border-box;">
		<span style="color:#ff0000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><a href="https://tracdiathanhdat.vn/may-thuy-binh-tu-dong"><strong>M&aacute;y thủy b&igrave;nh tự động, m&aacute;y thủy b&igrave;nh điện tử</strong></a></span></span></span><span style="color:#000080;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">:</span></span></span><span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> X&aacute;c định cao độ, dẫn mốc cao độ, đo ch&ecirc;nh cao, quan trắc l&uacute;n&hellip;</span></span></span></li>
</ul>
<ul style="box-sizing: border-box; color: rgb(73, 73, 73); font-family: &quot;Open Sans&quot;, Arial, Helvetica, sans-serif; font-size: 15px;">
	<li style="box-sizing: border-box;">
		<span style="color:#000080;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="box-sizing: border-box; font-weight: bolder;"><a href="https://tracdiathanhdat.vn/may-toan-dac-dien-tu">M&aacute;y to&agrave;n đạc điện tử</a></span></span></span></span><span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="box-sizing: border-box; font-weight: bolder;">:</span>&nbsp;Bố tr&iacute; tr&iacute; tọa độ thiết kế ra thực địa; t&iacute;nh to&aacute;n khoảng c&aacute;ch ngang, đứng, g&oacute;c phương vị của đường, tọa độ điểm, diện t&iacute;ch v&agrave; bố tr&iacute; đường thẳng, đường cong; dẫn lưới lập mốc đường chuyền&hellip;</span></span></span></li>
</ul>
<ul style="box-sizing: border-box; color: rgb(73, 73, 73); font-family: &quot;Open Sans&quot;, Arial, Helvetica, sans-serif; font-size: 15px;">
	<li style="box-sizing: border-box;">
		<span style="color:#000080;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="box-sizing: border-box; font-weight: bolder;"><a href="https://tracdiathanhdat.vn/may-dinh-vi-ve-tinh-gps-2-tan-so-rtk">M&aacute;y định vị GNSS</a></span></span></span></span><span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="box-sizing: border-box; font-weight: bolder;">:</span>&nbsp;Khảo s&aacute;t th&agrave;nh lập lưới khống chế tọa độ; bố tr&iacute; điểm phục vụ cho c&ocirc;ng t&aacute;c chuyển điểm thiết kế ra thực địa; giao hội, bố tr&iacute; đường cong, t&iacute;nh diện t&iacute;ch&hellip;</span></span></span></li>
</ul>
<p style="box-sizing: border-box; margin-bottom: 1.3em; margin-top: 0px; color: rgb(66, 66, 66); font-family: Roboto, sans-serif; font-size: 15px; text-align: center;">
	<span style="color:#000000;"><img alt="" src="/admin/webroot/upload/image/images/Banner (665 × 295 px) (31).png" style="width: 665px; height: 295px;" /></span></p>
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		'title_seo' => 'tin tức trắc địa, cập nhật xu hướng đo đạc mới, công nghệ đo đạc, thiết bị đo đạc hiện đại, mẹo kỹ thuật trắc địa, sai số đo đạc, hệ tọa độ VN-2000, GNSS, RTK, GPS trắc địa, phần mềm trắc địa, phần mềm GIS, SurPad, LandStar, Magnet Field, Leica Captivate, Trimble Access',
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	'id' => '1',
	'name' => 'Công ty CP Công nghệ và Thương mại Thành Đạt',
	'title' => 'Chuyên phân phối máy đo đạc, trắc địa: Máy GPS RTK, máy thủy bình, máy toàn đạc, máy scanner, UAV chính hãng (LEICA, TOPCON, NIKON, TRIMPLE, SOKKIA, DJI, PENTAX, GARMIN,...)',
	'address_eng' => '',
	'address' => '<p>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong><u>Văn ph&ograve;ng</u></strong></span></span><span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">: Số 157&nbsp;Đặng Văn Ngữ, Phường Kim Li&ecirc;n, H&agrave; Nội</span></span></p>
<p>
	<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">MST:<strong><a href="javascript: void(0)" style="font-size:11px;"><span style="color:#ffffff;"> 0103764857 </span></a></strong>do Sở KHĐT TP. H&agrave; Nội cấp ng&agrave;y 28-04-2009<br />
	Điện thoại:&nbsp;<a href="javascript: void(0)" style="font-family: tahoma, geneva, sans-serif;font-size:11px;"><span style="color: rgb(255, 255, 255);"><strong style="font-family: arial, helvetica, sans-serif;">(</strong><strong style="font-family: arial, helvetica, sans-serif;">024) 3776 4930</strong></span></a></span></span></p>
<div>
	<p>
		<strong style="font-size: 14px; font-family: tahoma, geneva, sans-serif;"><u>Cửa h&agrave;ng</u></strong><span style="font-size: 14px; font-family: tahoma, geneva, sans-serif;">:</span></p>
</div>
<p>
	<span style="font-family: tahoma, geneva, sans-serif;">- <span style="font-size:12px;">Số <strong><span style="font-size:14px;">145 </span></strong></span></span><span style="font-size:12px;"><span style="font-family: tahoma, geneva, sans-serif;">L&aacute;ng Hạ, Phường L&aacute;ng Hạ, H&agrave; Nội</span></span></p>
<p>
	<span style="font-size:12px;"><span style="font-family: tahoma, geneva, sans-serif;">- Số 5/161 Nguyễn Tu&acirc;n, Phường Thanh Xu&acirc;n, H&agrave; Nội</span></span><br />
	<br />
	&nbsp;</p>
',
	'contactinfo_eng' => '',
	'taikhoan' => '<strong><span style="color:#04529a;">Số T&agrave;i&nbsp; khoản c&aacute;c ng&acirc;n h&agrave;ng của c&ocirc;ng ty T&acirc;n &Aacute;</span></strong><br />
<br />
1. 13022-0506-5430 - Nguyễn Văn Hiệu - Agribank - CN Trung Y&ecirc;n, HN<br />
2. 0011-00404-0367 - Nguyễn Văn Hiệu - Vietcombank - CN Sở Giao dịch, HN<br />
3. 711A-6202-9713 - Nguyễn Văn Hiệu - Vietinbank - CN Thanh Xu&acirc;n, HN<br />
4. 190-256-018-210-13 - Nguyễn Văn Hiệu - Techcombank, H&agrave; Nội<br />
5. 1231-0000-368-767 - Nguyễn Văn Hiệu - BIDV CN Quang Trung, H&agrave; Nội',
	'contactinfo' => '<div dir="rtl" style="text-align: left;">
	<u style="font-family: tahoma, geneva, sans-serif; font-size: 14px;"><strong>Văn Ph&ograve;ng</strong></u></div>
<div style="">
	<br />
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Địa chỉ:&nbsp; Số 157 Đặng Văn Ngữ, Phường Kim Li&ecirc;n, H&agrave; Nội, Việt Nam<br />
	Tel:&nbsp; &nbsp; &nbsp; &nbsp; (024) 3776 4930 &nbsp; &nbsp;<br />
	Fax:&nbsp; &nbsp; &nbsp; &nbsp;(024) 3776 5908<br />
	Email:&nbsp; &nbsp; thanhdatsurvey.JSC@gmail.com/ tracdiathanhdat@gmail.com<br />
	Hotline:&nbsp; <strong>0913 051 734</strong><br />
	<br />
	<strong><u>C</u></strong><strong><u>ửa h&agrave;ng</u></strong></span></span><br />
	<br />
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">- Số 145 L&aacute;ng Hạ, Phường L&aacute;ng Hạ, H&agrave; Nội</span></span><br />
	<img alt="" src="data:image/png;base64,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" style="height: 12px; width: 16px;" /><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">&nbsp;<strong>0942 288 388</strong></span><br />
	&nbsp;</div>
<div style="">
	<span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">- Số 5/161 Nguyễn Tu&acirc;n, Phường Thanh Xu&acirc;n, H&agrave; Nội</span></div>
<div style="">
	<img alt="" src="data:image/png;base64,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" style="height: 12px; width: 16px;" /><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">&nbsp;<strong>0949 322 456</strong></span></div>
<div style="">
	<br />
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong><u>VPĐD tại Tp. Hồ Ch&iacute; Minh</u></strong><br />
	<br />
	- 1/56 Nguyễn Th&aacute;i Sơn, Phường Hạnh Th&ocirc;ng, Hồ Ch&iacute; Minh</span></span><br />
	<img alt="" src="data:image/png;base64,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" style="height: 12px; width: 16px;" /><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">&nbsp;<strong>0904 925 936</strong></span></div>
',
	'telephone' => '01659 014592',
	'hotline' => '0913051734',
	'email' => 'tracdiathanhdat@yahoo.com',
	'url' => '',
	'meta_key' => 'Leica Geosystems, Máy RTK, máy định vị GPS, GNSS, vngeonet, máy laser, thước đo, Yamayo, máy toàn đạc điện tử, máy toàn đạc robotic, máy toàn đạc tự động, Leica, Sokkia, Nikon, Trimple, Nikon, Spectra, Topcon, ống nhòm, máy bộ đàm, thước đo Yamayo, Máy toàn đạc điện tử, Máy toàn đạc Leica, Máy toàn đạc Sokkia, máy toàn đạc Nikon, Máy toàn đạc Geomax,	Máy toàn đạc Topcon, Máy toàn đạc Trimble, Máy thủy bình tự động, Máy thủy bình leica, Máy thủy bình sokkia, Máy thủy bình Nikon, Máy thủy bình Topcon, Máy thủy bình pentax, Máy thủy bình điện tử, Máy cân bằng laser, Máy kinh vĩ nikon, Máy kinh vĩ Topcon, Máy kinh vĩ sokkia, Máy kinh vĩ geomax, Máy cân bằng laser sabaru, Máy cân bằng laser sincon, Máy cân bằng laser fukuda, Máy cân bằng laser acuza, Máy đo khoảng cách laser leica, Máy đo khoảng cách laser sincon, Máy đo khoảng cách laser bosch, Máy định vị gps 2 tần, Máy định vị gps cầm tay, Máy đo sâu, Máy bộ đàm, Phụ kiện trắc địa, Máy định vị GPS RTK GNSS, Máy định vị GPS RTK Trimble, Máy định vị GPS RTK Sokkia, Máy định vị GPS RTK Sanding, Máy định vị GPS RTK CHC, Máy định vị GPS RTK Comnav, Máy định vị GPS RTK Efix, Máy định vị GPS RTK FOIF, Máy định vị GPS RTK Geomax, Máy định vị GPS RTK Topcon, Máy định vị GPS RTK Nikon, Máy định vị GPS RTK South, Máy định vị GPS RTK Ruide, Máy định vị GPS RTK Kolida, Máy định vị GPS RTK Leica, máy định vị điểm, đo đạc, khảo sát, bản đồ, RINEX, CORS, ',
	'meta_des' => 'Chuyên cung cấp máy định vị vệ tinh GNSS RTK, máy thủy bình, máy toàn đạc, máy laser, máy GPS cầm tay, UAV, ống nhòm (LEICA, TOPCON, NIKON, TRIMPLE, SOKKIA, DJI, PENTAX, GARMIN,...). Uy tín, chất lượng, giá tốt hàng đầu tại Việt Nam!',
	'created' => '2012-06-05',
	'modified' => '1769758152',
	'youtube' => 'http://youtube.com',
	'twitter' => 'https://twitter.com/',
	'myspace' => 'https://myspace.com/',
	'facebook' => 'https://www.facebook.com/thanhdatsurvey.jsc/',
	'email2' => 'duycuong7640',
	'skype' => 'hothihuyen.hn',
	'yahoo' => 'duycuong7640',
	'yahoo1' => 'duycuong7640',
	'content' => 'Thanks for your interest in Vn Discoverytours. For a fast response, please submit this basic Quick Enquiry form below by clicking &ldquo;Submit&rdquo;, and we&rsquo;ll get back to you by e-mail within 12 to 24 hours (in working days). For urgent booking, call us at +84 974 839 873',
	'video' => '<iframe width="1280" height="720" src="https://www.youtube.com/embed/mR4kOuAkEtY" title="YouTube video player" frameborder="0" allow="accelerometer; autoplay; clipboard-write; encrypted-media; gyroscope; picture-in-picture" allowfullscreen></iframe>',
	'slogan' => 'trung tâm sửa chữa và bảo hành máy giặt electrolux',
	'slogan_eng' => '',
	'printer' => '',
	'googleplus' => '',
	'bando' => '<p>
	<iframe allowfullscreen="" frameborder="0" height="410" src="https://www.google.com/maps/embed?pb=!1m18!1m12!1m3!1d1680.2372398112452!2d105.81212934716025!3d21.01437303922492!2m3!1f0!2f0!3f0!3m2!1i1024!2i768!4f13.1!3m3!1m2!1s0x3135ab63b645b665%3A0xa6797ac6008687bf!2zQ-G7rWEgSMOgbmcgVHLhuq9jIMSQ4buLYQ!5e0!3m2!1svi!2s!4v1449908805279" style="border:0" width="600"></iframe></p>
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	'gioithieu' => '<p style="text-align: center;">
	<img alt="" src="/admin/webroot/upload/image/images/gioithieu.png" /></p>
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	'thongtincongty' => 'Sửa máy lạnh tại nhà
Sửa máy lạnh tại HCM
Sửa tủ lạnh
Bơm ga máy lạnh ',
	'trogiupkh' => 'Tai nghe Iphone
Sua may tinh tai nha
Máy Ozone Z755',
	'dichvuft' => 'Sửa máy lạnh
Bảo dưỡng máy lạnh
Vệ sinh máy lạnh
Lắp đặt máy lạnh',
	'bb' => '',
	'zing' => '',
	'hotline2' => '0912 35 65 75',
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	'theh1' => 'thanhdatsurvey.JSC',
	'hanoi' => '<div>
	<strong>C&Ocirc;NG TY CỔ PHẦN THƯƠNG MẠI HMH VIỆT NAM</strong></div>
<div>
	<strong>Địa chỉ</strong> &nbsp;: Số 51 - Trần Duy Hưng, Trung H&ograve;a, Cầu Giấy, H&agrave; Nội</div>
<div>
	<strong>Điện thoại </strong>: (04) 3641.7498 - <strong>Fax</strong>: (04) 3543.0479</div>
<div>
	<strong>Email </strong>: info@ifes.vn</div>
',
	'tphcm' => '<div>
	<strong>C&Ocirc;NG TY CỔ PHẦN THƯƠNG MẠI HMH VIỆT NAM</strong></div>
<div>
	<strong>Địa chỉ</strong>&nbsp;&nbsp;: Số 51 - Trần Duy Hưng, Trung H&ograve;a, Cầu Giấy, H&agrave; Nội</div>
<div>
	<strong>Điện thoại&nbsp;</strong>: (04) 3641.7498 -&nbsp;<strong>Fax</strong>: (04) 3543.0479</div>
<div>
	<strong>Email&nbsp;</strong>: info@ifes.vn</div>
',
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	'bandohaiphong' => '<iframe frameborder="0" height="450" src="https://www.google.com/maps/embed?pb=!1m14!1m8!1m3!1d3724.958946511035!2d105.8172709!3d20.9942827!3m2!1i1024!2i768!4f13.1!3m3!1m2!1s0x3135ac91e206c757%3A0xf0f7a088bc4c72a2!2zMTg2IEtoxrDGoW5nIFRydW5nLCBUaGFuaCBYdcOibiwgSMOgIE7hu5lpLCBWaeG7h3QgTmFt!5e0!3m2!1svi!2s!4v1419913280809" style="border:0" width="600"></iframe>',
	'gt' => '<p style="text-align: justify;">
	<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">L&agrave; c&ocirc;ng ty chuy&ecirc;n nhập khẩu,&nbsp;cung cấp v&agrave; chuyển giao c&ocirc;ng nghệ c&aacute;c loại m&aacute;y đo đạc,&nbsp;trắc địa phục vụ khảo s&aacute;t thiết kế, x&acirc;y dựng v&agrave; đo vẽ bản đồ của c&aacute;c h&atilde;ng nổi tiếng tr&ecirc;n thế giới như: LEICA, TOPCON, NIKON, PENTAX, SOKKIA, GLUNZ, TRIMPLE, SPECTRA, GEOMAX, GARMIN..., ch&uacute;ng t&ocirc;i cam kết mang tới cho kh&aacute;ch h&agrave;ng những sản phẩm ch&iacute;nh h&atilde;ng chất lượng tốt nhất, gi&aacute; cả hợp l&yacute;, hỗ trợ tư vấn, chuyển giao c&ocirc;ng nghệ miễn ph&iacute;, dịch vụ chăm s&oacute;c kh&aacute;ch h&agrave;ng tận t&acirc;m 24/7!&nbsp; </span><br />
	<br />
	<span style="font-family: tahoma, geneva, sans-serif;">Với hơn 20 năm kinh nghiệm c&ugrave;ng</span>&nbsp;<span style="font-family: tahoma, geneva, sans-serif;">đội ngũ nh&acirc;n vi&ecirc;n, kỹ thuật vi&ecirc;n năng động, c&oacute; tr&igrave;nh độ cao ch&uacute;ng t&ocirc;i&nbsp;tự h&agrave;o v&agrave; tin tưởng Qu&yacute; kh&aacute;ch h&agrave;ng sẽ h&agrave;i l&ograve;ng khi sử dụng c&aacute;c sản phẩm v&agrave; dịch vụ do ch&uacute;ng t&ocirc;i cung cấp!</span></span><br />
	&nbsp;</p>
<div style="text-align: justify;">
	<span style="color:#ff9966;"><span style="font-family:comic sans ms,cursive;"><span style="font-size:14px;"><strong style="font-family: tahoma, geneva, sans-serif;">Hỗ trợ 24/7:</strong>&nbsp;<strong>0942 288 388/</strong></span><span style="font-size: 14px;"><strong>0949 322 456</strong>&nbsp;(Zalo)&nbsp;</span></span></span></div>
',
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			'name' => 'Hướng dẫn mua hàng',
			'code' => null,
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			'cat_id' => '4',
			'price' => '0',
			'type' => 'new',
			'shortdes' => '',
			'content' => '<p>
	<span style="color:#000000;"><b><span style="font-size: 10.5pt; line-height: 107%; font-family: Verdana, sans-serif;">Cảm ơn Qu&yacute; kh&aacute;ch đ&atilde; tin tưởng lựa chọn sản phẩm v&agrave; dịch vụ vủa ch&uacute;ng t&ocirc;i!</span></b><br />
	<span style="font-size: 10.5pt; line-height: 107%; font-family: Tahoma, sans-serif;"> </span></span><span style="font-size: 10.5pt; line-height: 107%; font-family: Tahoma, sans-serif;"><!--[if !supportLineBreakNewLine]--><!--[endif]--></span></p>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="line-height: 107%;"><!--[if !supportLineBreakNewLine]--><!--[endif]--></span></span></span>
<p>
	<br />
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="color:#000000;">Qu&yacute; kh&aacute;ch c&oacute; thể mua h&agrave;ng theo những c&aacute;ch sau:</span></span></span><br />
	&nbsp;</p>
<p>
	<span style="color: rgb(0, 0, 0); font-size: 14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>1. C&aacute;ch 1: </strong>Đặt h&agrave;ng trực tiếp tại mục ĐẶT H&Agrave;NG (Th&ecirc;m v&agrave;o giỏ h&agrave;ng) tr&ecirc;n website:&nbsp;</span></span><span style="font-size: 14px;"><span style="font-family:tahoma,geneva,sans-serif;"><a href="https://maytracdiasaoviet.vn/" target="_blank"><span style="color:#000000;">https://tracdiathanhdat.vn/</span></a></span></span><span style="color: rgb(0, 0, 0); font-size: 14px;"><span style="font-family:tahoma,geneva,sans-serif;">.</span></span></p>
<p>
	<br />
	<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Ngay&nbsp;sau khi tiếp nhận th&ocirc;ng tin đặt h&agrave;ng, nh&acirc;n vi&ecirc;n kinh doanh c&ocirc;ng ty sẽ gọi điện cho qu&yacute; kh&aacute;ch để x&aacute;c nhận đơn h&agrave;ng v&agrave; tiến h&agrave;nh giao h&agrave;ng cho qu&yacute; kh&aacute;ch ngay trong ng&agrave;y.</span></span></span></p>
<br />
<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>2. C&aacute;ch 2: </strong>Đặt h&agrave;ng trực tiếp qua số hotline của c&ocirc;ng ty&nbsp;<br />
<br />
&ndash; Tại trụ sở H&agrave; Nội:&nbsp;<strong>0913 051 734&nbsp;</strong></span></span></span><span style="color: rgb(0, 0, 0); font-family: tahoma, geneva, sans-serif; font-size: 14px;">(Zalo/Call)</span><br />
<br />
<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">&ndash; Tại VPGD Hồ Ch&iacute; Minh:<strong>&nbsp;0904 925 936&nbsp;</strong></span></span></span><span style="color: rgb(0, 0, 0); font-family: tahoma, geneva, sans-serif; font-size: 14px;">(Zalo/Call)</span><br />
<br />
<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>3. C&aacute;ch 3:&nbsp;</strong>Qu&yacute; kh&aacute;ch mua h&agrave;ng trực tiếp tại địa chỉ sau:<br />
<br />
<strong>C&Ocirc;NG TY CP C&Ocirc;NG NGHỆ V&Agrave; THƯƠNG MẠI TH&Agrave;NH ĐẠT</strong></span></span></span><br />
<div style="margin: 0px; padding: 0px; color: rgb(0, 0, 0); font-family: arial; font-size: 13px; text-align: justify;">
	<br style="margin: 0px; padding: 0px;" />
	<span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">- 145 L&aacute;ng Hạ, Đống Đa, H&agrave; Nội</span><br />
	<br />
	<span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">- 5/161 Nguyễn Tu&acirc;n, Thanh Xu&acirc;n, H&agrave; Nội</span></div>
<div style="margin: 0px; padding: 0px; color: rgb(0, 0, 0); font-family: arial; font-size: 13px; text-align: justify;">
	&nbsp;</div>
<div style="margin: 0px; padding: 0px; color: rgb(0, 0, 0); font-family: arial; font-size: 13px; text-align: justify;">
	<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="margin: 0px; padding: 0px;"><span style="margin: 0px; padding: 0px;">- 1/56 Nguyễn Th&aacute;i Sơn, Phường 3, Quận G&ograve; Vấp, Hồ Ch&iacute; Minh</span></span><br style="margin: 0px; padding: 0px;" />
	<br />
	Rất mong được hợp t&aacute;c với Qu&yacute; kh&aacute;ch h&agrave;ng tr&ecirc;n cả nước.<br />
	<br />
	Tr&acirc;n trọng!</span></span></span></div>
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			'cat_id' => '4',
			'price' => '0',
			'type' => 'new',
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			'content' => '<p style="margin: 0px 0px 1.3em; padding: 0px; text-align: justify; box-sizing: border-box; color: rgb(66, 66, 66); font-family: Roboto, sans-serif; font-size: 16px;">
	<span style="color:#000000;"><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif; font-size: 14px;"><b><span style="font-size: 10.5pt; line-height: 107%; font-family: Verdana, sans-serif;">Cảm ơn Qu&yacute; kh&aacute;ch đ&atilde; tin tưởng lựa chọn sản phẩm v&agrave; dịch vụ vủa ch&uacute;ng t&ocirc;i!</span></b><br />
	<br />
	<span style="font-size: 10.5pt; line-height: 107%; font-family: Tahoma, sans-serif;"> <!--[if !supportLineBreakNewLine]--><!--[endif]--></span>&nbsp;</span><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif; font-size: 14px;">Ch&uacute;ng t&ocirc;i c</span><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">hấp nhận c&aacute;c h&igrave;nh thức thanh to&aacute;n bằng tiền mặt, chuyển khoản theo đ&uacute;ng quy định ph&aacute;p luật.&nbsp;</span></span></p>
<p style="margin: 0px 0px 1.3em; padding: 0px; box-sizing: border-box; color: rgb(66, 66, 66); font-family: Roboto, sans-serif; font-size: 16px;">
	<img alt="" src="/admin/webroot/upload/image/images/Thiết kế chưa có tên (22).png" style="width: 320px; height: 183px;" /></p>
<p style="margin: 0px 0px 1.3em; padding: 0px; text-align: justify; box-sizing: border-box; color: rgb(66, 66, 66); font-family: Roboto, sans-serif; font-size: 16px;">
	<span style="color:#000000;"><span style="margin: 0px; padding: 0px; font-size: 14px;"><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;">Qu&yacute; kh&aacute;ch c&oacute; thể chọn c&aacute;c phương thức thanh to&aacute;n sau đ&acirc;y:</span></span><br />
	<br />
	<strong><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">I. Thanh to&aacute;n trực tiếp tại cửa h&agrave;ng<br />
	<br />
	II. Thanh to&aacute;n qua h&igrave;nh thức chuyển khoản</span></strong><br />
	<br />
	<span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">Th&ocirc;ng tin t&agrave;i khoản:</span></span></p>
<p style="margin: 0px 0px 1.3em; padding: 0px; box-sizing: border-box; color: rgb(66, 66, 66); font-family: Roboto, sans-serif; font-size: 16px;">
	<strong style="color: rgb(0, 0, 0); margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif; font-size: 14px; text-align: justify;"><em>Chủ t&agrave;i khoản</em>: C&Ocirc;NG TY CP C&Ocirc;NG NGHỆ V&Agrave; THƯƠNG MẠI TH&Agrave;NH ĐẠT</strong></p>
<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><em style="margin: 0px; padding: 0px;"><strong>Số t&agrave;i khoản</strong></em><em style="margin: 0px; padding: 0px;">: <strong>0611001648635</strong> tại Ng&acirc;n h&agrave;ng TMCP Ngoại thương Việt Nam, chi nh&aacute;nh Ba Đ&igrave;nh<br />
<br />
<strong>Nội dung chuyển khoản</strong>: T&ecirc;n c&ocirc;ng ty - Th&ocirc;ng tin sản phẩm đ&atilde; mua &ndash; Số điện thoại người chuyển tiền</em></span></span></span><br />
<br />
<p style="margin: 0px 0px 1.3em; padding: 0px; text-align: justify; box-sizing: border-box; color: rgb(66, 66, 66); font-family: Roboto, sans-serif; font-size: 16px;">
	<span style="color:#000000;"><span style="margin: 0px; padding: 0px; font-size: 14px;"><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;">Sau khi chuyển khoản h&atilde;y th&ocirc;ng b&aacute;o lại cho ch&uacute;ng t&ocirc;i để ch&uacute;ng t&ocirc;i kiểm tra v&agrave; x&aacute;c nhận lại cho Qu&yacute; kh&aacute;ch.</span></span><br />
	<br />
	<strong><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">III. Thanh to&aacute;n khi nh&acirc;n vi&ecirc;n đến giao nhận h&agrave;ng</span></strong></span></p>
<p style="margin: 0px 0px 1.3em; padding: 0px; text-align: justify; box-sizing: border-box; color: rgb(66, 66, 66);">
	<span style="color:#000000;"><font face="tahoma, geneva, sans-serif"><span style="font-size: 14px;">Qu&yacute; kh&aacute;ch h&agrave;ng thanh to&aacute;n trực tiếp bằng tiền mặt cho nh&acirc;n vi&ecirc;n giao h&agrave;ng của ch&uacute;ng t&ocirc;i ngay khi kiểm tra v&agrave; nhận h&agrave;ng.<br />
	<br />
	Mọi phản hồi v&agrave; thắc mắc về việc thanh to&aacute;n, Qu&yacute; kh&aacute;ch li&ecirc;n hệ <strong>0942 288 388</strong>&nbsp;để được tư vấn.</span></font><br />
	<br />
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tr&acirc;n trọng!</span></span></span></p>
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			'title_seo' => 'Trắc địa Thành Đạt - nơi cung cấp các loại máy móc ngành đo đạc',
			'meta_key' => 'Máy toàn đạc, máy thủy chuẩn, máy kinh vĩ, máy laser, máy GPS, máy RTK,...',
			'meta_des' => 'Trắc địa Thành Đạt chuyên cung cấp các máy toàn đạc, máy GNSS RTK, máy thủy bình, UAV, máy kinh vĩ, phụ kiện trắc địathiết bị máy trắc địa chất lượng cao, giá tốt nhất, hỗ trợ tư vấn 24/7, chuyển giao công nghệ tận chân công trình!',
			'created' => '2015-12-02',
			'modified' => '2025-10-29',
			'slug' => 'chinh-sach-ban-hang-1',
			'cate' => '4',
			'link' => 'dich-vu',
			'name_eng' => 'Sales Policy',
			'name_tq' => '',
			'type' => 'new',
			'hot' => '0',
			'content' => '',
			'display' => '0',
			'content_eng' => null
		)
	),
	(int) 2 => array(
		'Post' => array(
			'id' => '587',
			'name' => 'Chính sách vận chuyển',
			'code' => null,
			'alias' => 'chinh-sach-van-chuyen',
			'cat_id' => '4',
			'price' => '0',
			'type' => 'new',
			'shortdes' => '',
			'content' => '<div>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong><span style="font-family:verdana,geneva,sans-serif;">Cảm ơn Qu&yacute; kh&aacute;ch đ&atilde; tin tưởng lựa chọn sản phẩm v&agrave; dịch vụ vủa ch&uacute;ng t&ocirc;i!</span></strong><br />
	<br />
	Ch&uacute;ng t&ocirc;i hỗ trợ giao h&agrave;ng to&agrave;n quốc cho Qu&yacute; kh&aacute;ch mua h&agrave;ng tại hệ thống cửa h&agrave;ng của ch&uacute;ng t&ocirc;i.</span></span><br />
	&nbsp;</div>
<div>
	<p style="margin: 0in 0in 7.5pt; padding: 0px; color: rgb(51, 51, 51); font-family: arial; font-size: 13px; text-align: justify; background-image: initial; background-position: initial; background-size: initial; background-repeat: initial; background-attachment: initial; background-origin: initial; background-clip: initial;">
		<span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;"><span style="margin: 0px; padding: 0px; font-size: 14px;">Sau khi nhận được th&ocirc;ng tin đặt h&agrave;ng ch&uacute;ng t&ocirc;i sẽ lập tức xử l&yacute; đơn h&agrave;ng v&agrave; phản hồi lại th&ocirc;ng tin cho kh&aacute;ch h&agrave;ng về việc thanh to&aacute;n v&agrave; giao nhận.<br />
		<br />
		<strong>&gt; Thời gian giao h&agrave;ng&nbsp;</strong><br />
		<br />
		- Trong v&ograve;ng 24 giờ&nbsp;nếu địa điểm giao h&agrave;ng&nbsp;<b style="color: rgb(74, 74, 74); box-sizing: border-box;">&le; 20 km</b>&nbsp;t&iacute;nh từ cửa h&agrave;ng của ch&uacute;ng t&ocirc;i.</span></span></p>
	<p style="margin-top: 0in; background-image: initial; background-position: initial; background-size: initial; background-repeat: initial; background-attachment: initial; background-origin: initial; background-clip: initial; box-sizing: border-box; margin-bottom: 1rem;">
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">-&nbsp;Trong v&ograve;ng 1-2 ng&agrave;y&nbsp;nếu địa điểm giao h&agrave;ng nằm trong phạm vi&nbsp;<b style="box-sizing: border-box">50 - 100 km</b>&nbsp;</span></span><span style="font-family: Arial, sans-serif;"><o:p></o:p></span><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">t&iacute;nh từ cửa h&agrave;ng của ch&uacute;ng t&ocirc;i.<br />
		<br />
		-&nbsp;Trong v&ograve;ng 3-5 ng&agrave;y</span></span><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">&nbsp;nếu địa điểm giao h&agrave;ng từ <strong>20</strong></span><b style="font-family: tahoma, geneva, sans-serif; font-size: 14px; box-sizing: border-box;">0 km</b><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">&nbsp;trở l&ecirc;n&nbsp;</span><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">t&iacute;nh từ cửa h&agrave;ng của ch&uacute;ng t&ocirc;i.</span></p>
	<p style="margin-top: 0in; background-image: initial; background-position: initial; background-size: initial; background-repeat: initial; background-attachment: initial; background-origin: initial; background-clip: initial; box-sizing: border-box; margin-bottom: 1rem;">
		<span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">Trước khi vận chuyển, bộ phận giao nhận sẽ li&ecirc;n lạc với Qu&yacute; kh&aacute;ch h&agrave;ng để x&aacute;c nhận khoảng thời gian v&agrave; địa điểm giao h&agrave;ng cụ thể.</span></p>
	<p style="margin-top: 0in; background-image: initial; background-position: initial; background-size: initial; background-repeat: initial; background-attachment: initial; background-origin: initial; background-clip: initial; box-sizing: border-box; margin-bottom: 1rem;">
		<strong style="font-family: tahoma, geneva, sans-serif; font-size: 14px; text-align: justify;">&gt; Ph&iacute; vận chuyển</strong><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px; text-align: justify;"> sẽ được t&iacute;nh theo từng gi&aacute; trị đơn h&agrave;ng v&agrave; được thoả thuận giữa hai b&ecirc;n ngay trước khi giao h&agrave;ng.&nbsp;</span></p>
	<p style="margin: 0in 0in 7.5pt; padding: 0px; color: rgb(51, 51, 51); font-family: arial; font-size: 13px; text-align: justify; background-image: initial; background-position: initial; background-size: initial; background-repeat: initial; background-attachment: initial; background-origin: initial; background-clip: initial;">
		<span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;"><span style="margin: 0px; padding: 0px; font-size: 14px;"><span style="margin: 0px; padding: 0px;">Mọi thắc mắc li&ecirc;n quan đến việc giao h&agrave;ng, Qu&yacute; kh&aacute;ch h&agrave;ng li&ecirc;n hệ số điện thoại&nbsp;<strong>0942 288 388</strong>&nbsp;để được giải đ&aacute;p v&agrave; giải quyết kịp thời.<br />
		<br />
		Tr&acirc;n trọng!</span></span></span></p>
</div>
',
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			'hot' => '1',
			'saleoff' => null,
			'title_seo' => 'Trắc địa Thành Đạt',
			'meta_key' => 'Chuyên cung cấp máy định vị vệ tinh GPS RTK, máy thủy bình, máy toàn đạc điện tử, UAV, ống nhòm, máy định vị GPS cầm tay, ... chính hãng, uy tín, giá tốt hàng đầu tại Việt Nam! Hotline: 0913051734!',
			'meta_des' => 'Chuyên cung cấp máy định vị vệ tinh GPS RTK, máy thủy bình, máy toàn đạc điện tử, UAV, ống nhòm, máy định vị GPS cầm tay, ... chính hãng, uy tín, giá tốt hàng đầu tại Việt Nam! Hotline: 0913051734!',
			'created' => '2021-04-07',
			'modified' => '2026-02-01',
			'status' => '1',
			'view' => '3322',
			'slug' => 'chinh-sach-van-chuyen',
			'name_eng' => '',
			'shortdes_eng' => '',
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			'namdi' => null,
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			'thoigiandi_eng' => null,
			'videoyou' => null,
			'nt' => null,
			'duration' => null,
			'duration_eng' => null,
			'twodaypro' => null,
			'twodaypro_eng' => null,
			'threedaypro' => null,
			'threedaypro_eng' => null,
			'photo' => null,
			'lft' => '141',
			'rght' => '142',
			'vat' => null,
			'hangsx' => null,
			'baohanh' => null,
			'tinhtrang' => '1',
			'tailieu' => null,
			'tag' => null
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		'Catproduct' => array(
			'id' => '4',
			'name' => 'Chính sách bán hàng',
			'parent_id' => null,
			'alias' => 'chinh-sach-ban-hang',
			'images' => '',
			'lft' => '47',
			'rght' => '48',
			'pos' => '3',
			'status' => '0',
			'title_seo' => 'Trắc địa Thành Đạt - nơi cung cấp các loại máy móc ngành đo đạc',
			'meta_key' => 'Máy toàn đạc, máy thủy chuẩn, máy kinh vĩ, máy laser, máy GPS, máy RTK,...',
			'meta_des' => 'Trắc địa Thành Đạt chuyên cung cấp các máy toàn đạc, máy GNSS RTK, máy thủy bình, UAV, máy kinh vĩ, phụ kiện trắc địathiết bị máy trắc địa chất lượng cao, giá tốt nhất, hỗ trợ tư vấn 24/7, chuyển giao công nghệ tận chân công trình!',
			'created' => '2015-12-02',
			'modified' => '2025-10-29',
			'slug' => 'chinh-sach-ban-hang-1',
			'cate' => '4',
			'link' => 'dich-vu',
			'name_eng' => 'Sales Policy',
			'name_tq' => '',
			'type' => 'new',
			'hot' => '0',
			'content' => '',
			'display' => '0',
			'content_eng' => null
		)
	),
	(int) 3 => array(
		'Post' => array(
			'id' => '585',
			'name' => 'Chính sách đổi trả',
			'code' => null,
			'alias' => 'chinh-sach-doi-tra',
			'cat_id' => '4',
			'price' => '0',
			'type' => 'new',
			'shortdes' => '',
			'content' => '<span style="color:#000000;"><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px; text-align: justify;">Ch&uacute;ng t&ocirc;i hỗ trợ đổi trả sản phẩm trong v&ograve;ng 07 ng&agrave;y nếu lỗi ph&aacute;t sinh do nh&agrave; sản xuất.<br />
<br />
Trong thời gian đổi trả, C&ocirc;ng ty CP C&ocirc;ng nghệ v&agrave; Thương mại Th&agrave;nh Đạt&nbsp; sẽ hỗ trợ cung cấp m&aacute;y m&oacute;c thay thế kịp thời để c&ocirc;ng việc khảo s&aacute;t, đo đạc của Qu&yacute; kh&aacute;ch kh&ocirc;ng bị gi&aacute;n đoạn. Chi ph&iacute; vận chuyển cho việc đổi trả do hai b&ecirc;n tự thoả thuận.</span><br style="margin: 0px; padding: 0px; color: rgb(66, 66, 66); font-family: tahoma, geneva, sans-serif; font-size: 14px; text-align: justify;" />
<br />
<strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">&gt; Điều kiện&nbsp;đổi trả:&nbsp;</span></span></strong></span><br />
<ul>
	<li style="box-sizing: border-box;">
		<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Sản phẩm phải c&ograve;n nguy&ecirc;n tem m&aacute;c.</span></span></span></li>
	<li style="box-sizing: border-box;">
		<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Sản phẩm&nbsp;bị lỗi do nh&agrave; sản xuất.</span></span></span></li>
	<li style="box-sizing: border-box;">
		<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Sản phẩm kh&ocirc;ng đ&uacute;ng như đơn đặt h&agrave;ng.</span></span></span></li>
	<li style="box-sizing: border-box;">
		<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Số lần đổi trả cho 1 sản phẩm l&agrave; 1 lần</span></span></span></li>
</ul>
<br />
<div style="text-align: start;">
	<span style="color:#000000;"><strong><span style="text-align: justify;"><font face="tahoma, geneva, sans-serif"><span style="font-size: 14px;">&gt;&nbsp;</span></font><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">Việc đổi trả sẽ kh&ocirc;ng được chấp nhận nếu:</span>&nbsp;<span style="font-size: 14px; font-family: tahoma, geneva, sans-serif;">&nbsp;</span></span></strong></span></div>
<ul>
	<li>
		<span style="color:#000000;"><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px; text-align: justify;">Trong qu&aacute; tr&igrave;nh sử dụng sản phẩm Qu&yacute; kh&aacute;ch kh&ocirc;ng tu&acirc;n thủ c&aacute;c chỉ dẫn của Nh&agrave; sản xuất.</span></span></li>
	<li>
		<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="text-align: justify;">S</span>ản phẩm bị trầy xước, kh&ocirc;ng nguy&ecirc;n vẹn</span></span></span></li>
</ul>
<br />
<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Ngo&agrave;i ra, ch&uacute;ng t&ocirc;i cũng hỗ trợ đổi trả sản phẩm v&igrave; l&yacute; do chủ quan của Qu&yacute; kh&aacute;ch h&agrave;ng ( muốn đổi sang sản phẩm c&ugrave;ng chủng loại nhưng kh&aacute;c về m&agrave;u sắc, h&atilde;ng sản xuất hay th&ocirc;ng số kỹ thuật). Chi ph&iacute; cho việc đổi trả n&agrave;y do Qu&yacute; kh&aacute;ch h&agrave;ng chịu.</span></span><br />
<br />
<span style="margin: 0px; padding: 0px; font-family: arial; text-align: justify; font-size: 14px;"><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;"><strong style="margin: 0px; padding: 0px;"><img alt="" src="https://tracdiathanhdat.vn/admin/webroot/upload/image/images/lien-he.jpg" style="margin: 0px; padding: 8px 0px; height: 36px; max-width: 100%; vertical-align: middle; border: 0px; opacity: 1; font-size: 13px; width: 38px;" /><span style="margin: 0px; padding: 0px; font-size: 13px;">&nbsp;</span></strong></span></span><span style="margin: 0px; padding: 0px; font-family: arial; text-align: justify; font-size: 14px;"><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;"><strong style="margin: 0px; padding: 0px;">&nbsp;</strong></span></span><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px; text-align: justify;">Li&ecirc;n hệ hotline <strong>0913 051 734</strong> để được tư vấn đổi trả theo đ&uacute;ng qui định.</span></span>',
			'images' => '202104071223177d9b7f6e319f9fa90078c7c61ed9bd19.jpg',
			'images_multi' => '',
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			'hot' => '1',
			'saleoff' => null,
			'title_seo' => 'Trắc địa Thành Đạt',
			'meta_key' => 'Chuyên cung cấp máy định vị vệ tinh GPS RTK, máy thủy bình, máy toàn đạc điện tử, UAV, ống nhòm, máy định vị GPS cầm tay, ... chính hãng, uy tín, giá tốt hàng đầu tại Việt Nam! Hotline: 0913051734!',
			'meta_des' => 'Chuyên cung cấp máy định vị vệ tinh GPS RTK, máy thủy bình, máy toàn đạc điện tử, UAV, ống nhòm, máy định vị GPS cầm tay, ... chính hãng, uy tín, giá tốt hàng đầu tại Việt Nam! Hotline: 0913051734!',
			'created' => '2021-04-07',
			'modified' => '2026-02-02',
			'status' => '1',
			'view' => '3317',
			'slug' => 'chinh-sach-doi-tra',
			'name_eng' => '',
			'shortdes_eng' => '',
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			'threedaypro_eng' => null,
			'photo' => null,
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			'rght' => '138',
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			'name' => 'Chính sách bán hàng',
			'parent_id' => null,
			'alias' => 'chinh-sach-ban-hang',
			'images' => '',
			'lft' => '47',
			'rght' => '48',
			'pos' => '3',
			'status' => '0',
			'title_seo' => 'Trắc địa Thành Đạt - nơi cung cấp các loại máy móc ngành đo đạc',
			'meta_key' => 'Máy toàn đạc, máy thủy chuẩn, máy kinh vĩ, máy laser, máy GPS, máy RTK,...',
			'meta_des' => 'Trắc địa Thành Đạt chuyên cung cấp các máy toàn đạc, máy GNSS RTK, máy thủy bình, UAV, máy kinh vĩ, phụ kiện trắc địathiết bị máy trắc địa chất lượng cao, giá tốt nhất, hỗ trợ tư vấn 24/7, chuyển giao công nghệ tận chân công trình!',
			'created' => '2015-12-02',
			'modified' => '2025-10-29',
			'slug' => 'chinh-sach-ban-hang-1',
			'cate' => '4',
			'link' => 'dich-vu',
			'name_eng' => 'Sales Policy',
			'name_tq' => '',
			'type' => 'new',
			'hot' => '0',
			'content' => '',
			'display' => '0',
			'content_eng' => null
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	),
	(int) 4 => array(
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			'id' => '583',
			'name' => 'Chính sách bảo hành',
			'code' => null,
			'alias' => 'chinh-sach-bao-hanh',
			'cat_id' => '4',
			'price' => '0',
			'type' => 'new',
			'shortdes' => '',
			'content' => '<div>
	<span style="font-family:tahoma,geneva,sans-serif;"><span style="font-size:14px;"><span style="color: rgb(66, 66, 66); text-align: justify;">Tất cả c&aacute;c sản phẩm mua tại hệ thống cửa h&agrave;ng của ch&uacute;ng t&ocirc;i đều được bảo h&agrave;nh ch&iacute;nh h&atilde;ng theo quy định của nh&agrave; sản xuất.&nbsp;</span><br style="margin: 0px; padding: 0px; color: rgb(66, 66, 66); font-family: tahoma, geneva, sans-serif; font-size: 14px; text-align: justify;" />
	<br style="margin: 0px; padding: 0px; color: rgb(66, 66, 66); font-family: tahoma, geneva, sans-serif; font-size: 14px; text-align: justify;" />
	<span style="color: rgb(66, 66, 66); text-align: justify;">Ch&uacute;ng t&ocirc;i hỗ trợ kỹ thuật 24/7 qua số hotline <strong>0913 051 734</strong> trong suốt qu&aacute; tr&igrave;nh Qu&yacute; kh&aacute;ch sử dụng sản phẩm.</span></span></span></div>
<div>
	<br />
	<strong><span style="font-family:tahoma,geneva,sans-serif;"><span style="font-size:14px;">1. Sản phẩm được bảo h&agrave;nh miễn ph&iacute;:&nbsp;</span></span></strong><br />
	<br />
	<ul>
		<li>
			<span style="font-family:tahoma,geneva,sans-serif;"><span style="font-size:14px;">Sản phẩm sẽ được bảo h&agrave;nh miễn ph&iacute; nếu sản phẩm đ&oacute; c&ograve;n thời hạn bảo h&agrave;nh (được t&iacute;nh kể từ ng&agrave;y mua h&agrave;ng).</span></span></li>
		<li>
			<span style="font-family:tahoma,geneva,sans-serif;"><span style="font-size:14px;">Thời hạn bảo h&agrave;nh được ghi tr&ecirc;n Tem Bảo H&agrave;nh v&agrave; theo quy định của từng Nh&agrave; sản xuất đối với tất cả c&aacute;c sự cố về mặt kỹ thuật.</span></span></li>
		<li>
			<span style="font-family:tahoma,geneva,sans-serif;"><span style="font-size:14px;">C&oacute; Tem bảo h&agrave;nh tr&ecirc;n sản phẩm.</span></span></li>
		<li>
			<span style="font-family:tahoma,geneva,sans-serif;"><span style="font-size:14px;">Khi sản phẩm c&oacute; sự cố kĩ thuật ch&uacute;ng t&ocirc;i sẽ trực tiếp khắc phục sự cố tại cửa h&agrave;ng&nbsp;hoặc thay mặt kh&aacute;ch h&agrave;ng&nbsp;mang sản phẩm tới Trung T&acirc;m Bảo H&agrave;nh của h&atilde;ng.</span></span></li>
	</ul>
	<br />
	<strong><span style="font-family:tahoma,geneva,sans-serif;"><span style="font-size:14px;">2. Những trường hợp kh&ocirc;ng được bảo h&agrave;nh (sửa chữa c&oacute; t&iacute;nh ph&iacute;):&nbsp;</span></span></strong><br />
	<br />
	<ul>
		<li>
			<span style="font-family:tahoma,geneva,sans-serif;"><span style="font-size:14px;">Sản phẩm đ&atilde; qu&aacute; thời hạn bảo h&agrave;nh hoặc kh&ocirc;ng c&oacute; Tem bảo h&agrave;nh tr&ecirc;n m&aacute;y.</span></span></li>
		<li>
			<span style="font-family:tahoma,geneva,sans-serif;"><span style="font-size:14px;">Sản phẩm bị hư hỏng do t&aacute;c động cơ học l&agrave;m rơi, vỡ, va đập, trầy xước, m&oacute;p m&eacute;o, ẩm ướt, hoen rỉ, chảy nước hoặc do hỏa hoạn, thi&ecirc;n tai g&acirc;y n&ecirc;n.</span></span></li>
		<li>
			<span style="font-family:tahoma,geneva,sans-serif;"><span style="font-size:14px;">Sản phẩm bị hỏng do sử dụng kh&ocirc;ng đ&uacute;ng c&aacute;ch, sử dụng sai điện &aacute;p quy định.</span></span></li>
		<li>
			<span style="font-family:tahoma,geneva,sans-serif;"><span style="font-size:14px;">Tự &yacute; th&aacute;o dỡ, sửa chữa sản phẩm</span></span></li>
	</ul>
	<br />
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tr&acirc;n trọng!</span></span><br />
	<span style="font-family:tahoma,geneva,sans-serif;"><span style="font-size:14px;">&nbsp;</span></span></div>
',
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			'title_seo' => 'Trắc địa Thành Đạt',
			'meta_key' => 'Chuyên cung cấp máy định vị vệ tinh GPS RTK, máy thủy bình, máy toàn đạc điện tử, UAV, ống nhòm, máy định vị GPS cầm tay, ... chính hãng, uy tín, giá tốt hàng đầu tại Việt Nam! Hotline: 0913051734!',
			'meta_des' => 'Chuyên cung cấp máy định vị vệ tinh GPS RTK, máy thủy bình, máy toàn đạc điện tử, UAV, ống nhòm, máy định vị GPS cầm tay, ... chính hãng, uy tín, giá tốt hàng đầu tại Việt Nam! Hotline: 0913051734!',
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			'thoigiandi_eng' => null,
			'videoyou' => null,
			'nt' => null,
			'duration' => null,
			'duration_eng' => null,
			'twodaypro' => null,
			'twodaypro_eng' => null,
			'threedaypro' => null,
			'threedaypro_eng' => null,
			'photo' => null,
			'lft' => '133',
			'rght' => '134',
			'vat' => null,
			'hangsx' => null,
			'baohanh' => null,
			'tinhtrang' => '1',
			'tailieu' => null,
			'tag' => null
		),
		'Catproduct' => array(
			'id' => '4',
			'name' => 'Chính sách bán hàng',
			'parent_id' => null,
			'alias' => 'chinh-sach-ban-hang',
			'images' => '',
			'lft' => '47',
			'rght' => '48',
			'pos' => '3',
			'status' => '0',
			'title_seo' => 'Trắc địa Thành Đạt - nơi cung cấp các loại máy móc ngành đo đạc',
			'meta_key' => 'Máy toàn đạc, máy thủy chuẩn, máy kinh vĩ, máy laser, máy GPS, máy RTK,...',
			'meta_des' => 'Trắc địa Thành Đạt chuyên cung cấp các máy toàn đạc, máy GNSS RTK, máy thủy bình, UAV, máy kinh vĩ, phụ kiện trắc địathiết bị máy trắc địa chất lượng cao, giá tốt nhất, hỗ trợ tư vấn 24/7, chuyển giao công nghệ tận chân công trình!',
			'created' => '2015-12-02',
			'modified' => '2025-10-29',
			'slug' => 'chinh-sach-ban-hang-1',
			'cate' => '4',
			'link' => 'dich-vu',
			'name_eng' => 'Sales Policy',
			'name_tq' => '',
			'type' => 'new',
			'hot' => '0',
			'content' => '',
			'display' => '0',
			'content_eng' => null
		)
	),
	(int) 5 => array(
		'Post' => array(
			'id' => '584',
			'name' => 'Chính sách bảo mật thông tin',
			'code' => null,
			'alias' => 'chinh-sach-bao-mat-thong-tin',
			'cat_id' => '4',
			'price' => '0',
			'type' => 'new',
			'shortdes' => '',
			'content' => '<div>
	<h2 style="text-align: justify;">
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); text-align: justify;"><span style="margin: 0px; padding: 0px;">1. Mục đ&iacute;ch thu nhập th&ocirc;ng tin c&aacute; nh&acirc;n</span></span></span></span></h2>
	<p style="text-align: justify;">
		<br />
		<span style="font-family: tahoma, geneva, sans-serif; font-size: 14px; color: rgb(51, 51, 51);">Th&ocirc;ng tin c&aacute; nh&acirc;n m&agrave; ch&uacute;ng t&ocirc;i thu thập bao gồm: họ t&ecirc;n, địa chỉ giao h&agrave;ng, địa chỉ email, số điện thoại cố định, số điện thoại di động, cookies.</span></p>
	<ul style="margin: 0px; padding: 0px 0px 0px 15px; color: rgb(51, 51, 51); font-family: arial; font-size: 13px; text-align: justify;">
		<li style="margin: 0px; padding: 0px; line-height: 20px;">
			<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="margin: 0px; padding: 0px;"><span style="margin: 0px; padding: 0px;">Đối với c&aacute;c giao dịch thanh to&aacute;n qua cổng thanh to&aacute;n trực tuyến, Ch&uacute;ng t&ocirc;i kh&ocirc;ng lưu trữ th&ocirc;ng tin số t&agrave;i khoản, số thẻ ng&acirc;n h&agrave;ng của kh&aacute;ch h&agrave;ng, những th&ocirc;ng tin n&agrave;y sẽ được cổng thanh to&aacute;n lưu trữ để phục vụ việc đối so&aacute;t giao dịch.</span></span></span></span></li>
		<li style="margin: 0px; padding: 0px; line-height: 20px;">
			<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="margin: 0px; padding: 0px;"><span style="margin: 0px; padding: 0px;">Th&ocirc;ng tin c&aacute; nh&acirc;n kh&aacute;ch h&agrave;ng sẽ được sử dụng cho một hoặc tất cả c&aacute;c mục đ&iacute;ch sau đ&acirc;y:</span></span></span></span>
			<ul style="margin: 0px; padding: 0px 0px 0px 15px;">
				<li style="margin: 0px; padding: 0px; line-height: 20px;">
					<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="margin: 0px; padding: 0px;"><span style="margin: 0px; padding: 0px;">Giao h&agrave;ng cho qu&yacute; kh&aacute;ch đ&atilde; mua h&agrave;ng</span></span></span></span></li>
				<li style="margin: 0px; padding: 0px; line-height: 20px;">
					<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="margin: 0px; padding: 0px;"><span style="margin: 0px; padding: 0px;">Th&ocirc;ng b&aacute;o về việc giao h&agrave;ng v&agrave; hỗ trợ kh&aacute;ch h&agrave;ng</span></span></span></span></li>
				<li style="margin: 0px; padding: 0px; line-height: 20px;">
					<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="margin: 0px; padding: 0px;"><span style="margin: 0px; padding: 0px;">Cung cấp th&ocirc;ng tin li&ecirc;n quan đến sản phẩm</span></span></span></span></li>
			</ul>
		</li>
		<li style="margin: 0px; padding: 0px; line-height: 20px;">
			<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="margin: 0px; padding: 0px;"><span style="margin: 0px; padding: 0px;">Ngo&agrave;i ra, ch&uacute;ng t&ocirc;i sẽ sử dụng th&ocirc;ng tin của qu&yacute; kh&aacute;ch cung cấp để hỗ trợ quản l&yacute; t&agrave;i khoản kh&aacute;ch h&agrave;ng (nếu c&oacute;); x&aacute;c nhận v&agrave; thực hiện c&aacute;c giao dịch t&agrave;i ch&iacute;nh li&ecirc;n quan đến c&aacute;c khoản thanh to&aacute;n trực tuyến của qu&yacute; kh&aacute;ch;</span></span></span></span></li>
		<li style="margin: 0px; padding: 0px; line-height: 20px;">
			<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="margin: 0px; padding: 0px;"><span style="margin: 0px; padding: 0px;">Ch&uacute;ng t&ocirc;i kh&ocirc;ng được ph&eacute;p thu nhập th&ocirc;ng tin nếu kh&aacute;ch h&agrave;ng kh&ocirc;ng tự nguyện, cũng kh&ocirc;ng sử dụng phương thức thu thập th&ocirc;ng tin kh&aacute;ch h&agrave;ng bằng c&aacute;c h&igrave;nh thức bất hợp ph&aacute;p.</span></span></span></span></li>
	</ul>
	<p style="text-align: justify;">
		&nbsp;</p>
	<h2 style="text-align: justify;">
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); text-align: justify;"><span style="margin: 0px; padding: 0px;">2. Phạm vi sử dụng th&ocirc;ng tin</span></span></span></span></h2>
	<br />
	<ul style="margin: 0px; padding: 0px 0px 0px 15px; color: rgb(51, 51, 51); font-family: arial; font-size: 13px; text-align: justify;">
		<li style="margin: 0px; padding: 0px; line-height: 20px;">
			<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="margin: 0px; padding: 0px;"><span style="margin: 0px; padding: 0px;">Th&ocirc;ng tin c&aacute; nh&acirc;n thu thập được sẽ chỉ được sử dụng trong nội bộ c&ocirc;ng ty.</span></span></span></span></li>
		<li style="margin: 0px; padding: 0px; line-height: 20px;">
			<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="margin: 0px; padding: 0px;"><span style="margin: 0px; padding: 0px;">Ch&uacute;ng t&ocirc;i c&oacute; thể chia sẻ t&ecirc;n v&agrave; địa chỉ của qu&yacute; kh&aacute;ch cho dịch vụ chuyển ph&aacute;t nhanh c&oacute; uy t&iacute;n để giao h&agrave;ng cho qu&yacute; kh&aacute;ch theo cam kết.</span></span></span></span></li>
	</ul>
	<p style="text-align: justify;">
		&nbsp;</p>
	<h2 style="text-align: justify;">
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); text-align: justify;"><span style="margin: 0px; padding: 0px;">3. Thời gian lưu trữ th&ocirc;ng tin</span></span></span></span></h2>
	<p style="text-align: justify;">
		<br />
		<span style="font-family: tahoma, geneva, sans-serif; font-size: 14px; color: rgb(51, 51, 51); text-align: justify;">Th&ocirc;ng tin kh&aacute;ch h&agrave;ng được lưu trữ nội bộ cho đến khi c&oacute; y&ecirc;u cầu x&oacute;a th&ocirc;ng tin từ ph&iacute;a kh&aacute;ch h&agrave;ng.</span></p>
	<div style="margin: 0px; padding: 0px; line-height: 20px;">
		<div>
			<div style="text-align: justify;">
				&nbsp;</div>
			<h2 style="text-align: justify;">
				<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">4. Những người hoặc tổ chức c&oacute; thể được tiếp cận với th&ocirc;ng tin&nbsp;</span></span></h2>
			<br />
			<div style="text-align: justify;">
				<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đối tượng được tiếp cận với th&ocirc;ng tin c&aacute; nh&acirc;n của kh&aacute;ch h&agrave;ng thuộc một trong những trường hợp sau:</span></span><br />
				&nbsp;</div>
			<div style="text-align: justify;">
				<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">- Nh&acirc;n vi&ecirc;n của C&ocirc;ng ty Cổ phần C&ocirc;ng nghệ v&agrave; thương mại Th&agrave;nh Đạt</span></span></div>
			<div style="text-align: justify;">
				<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">- C&aacute;c đối t&aacute;c c&oacute; k&yacute; hợp đồng thực hiện 1 phần dịch vụ của C&ocirc;ng ty. C&aacute;c đối t&aacute;c n&agrave;y sẽ nhận được những th&ocirc;ng tin theo thỏa thuận hợp đồng (c&oacute; thể 1 phần hoặc to&agrave;n bộ th&ocirc;ng tin tuy theo điều khoản hợp đồng) để tiến h&agrave;nh hỗ trợ người d&ugrave;ng sử dụng dịch vụ do C&ocirc;ng ty cung cấp.</span></span></div>
			<div style="text-align: justify;">
				&nbsp;</div>
			<h2 style="text-align: justify;">
				<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">5. Địa chỉ của đơn vị thu thập v&agrave; quản l&yacute; th&ocirc;ng tin</span></span></h2>
			<div style="text-align: justify;">
				<em><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">(bao gồm c&aacute;ch thức li&ecirc;n lạc để người ti&ecirc;u d&ugrave;ng c&oacute; thể hỏi về hoạt động thu thập, xử l&yacute; th&ocirc;ng tin li&ecirc;n quan đến c&aacute; nh&acirc;n m&igrave;nh)</span></span></em></div>
			<div style="text-align: justify;">
				<br />
				<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Địa chỉ của đơn vị thu thập v&agrave; quản l&yacute; th&ocirc;ng tin:</span></span><br />
				&nbsp;</div>
			<div style="text-align: justify;">
				<strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">- C&ocirc;ng ty Cổ phần C&ocirc;ng nghệ v&agrave; thương mại Th&agrave;nh Đạt&nbsp;</span></span></strong></div>
			<div style="text-align: justify;">
				<strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">- Địa chỉ: số 157 phố Đặng Văn Ngữ, P. Phương Li&ecirc;n, Q. Đống Đa, Tp. H&agrave; Nội</span></span></strong></div>
			<div style="text-align: justify;">
				<strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">- Điện thoại: 0243 7764930</span></span></strong></div>
			<div style="text-align: justify;">
				<strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">- Email: tracdiathanhdat@gmail.com<span style="white-space: pre;"> </span></span></span></strong></div>
		</div>
	</div>
	<p style="text-align: justify;">
		<br />
		<span style="color: rgb(51, 51, 51); font-family: tahoma, geneva, sans-serif; font-size: 14px; text-align: justify;">Người d&ugrave;ng c&oacute; thể gọi điện tới tổng đ&agrave;i hỗ trợ v&agrave; chăm s&oacute;c kh&aacute;ch h&agrave;ng&nbsp;</span><strong style="color: rgb(51, 51, 51); font-family: tahoma, geneva, sans-serif; font-size: 14px; text-align: justify; margin: 0px; padding: 0px;">0949 322 456</strong><span style="color: rgb(51, 51, 51); font-family: tahoma, geneva, sans-serif; font-size: 14px; text-align: justify;">&nbsp;để điều chỉnh hoặc x&oacute;a đi dữ liệu c&aacute; nh&acirc;n của m&igrave;nh.</span><br />
		&nbsp;</p>
	<h2 style="text-align: justify;">
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); text-align: justify;"><span style="margin: 0px; padding: 0px;">6. Cam kết bảo mật th&ocirc;ng tin c&aacute; nh&acirc;n kh&aacute;ch h&agrave;ng</span></span></span></span></h2>
	<br />
	<ul style="margin: 0px; padding: 0px 0px 0px 15px; color: rgb(51, 51, 51); font-family: arial; font-size: 13px; text-align: justify;">
		<li style="margin: 0px; padding: 0px; line-height: 20px;">
			<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="margin: 0px; padding: 0px;"><span style="margin: 0px; padding: 0px;">Kh&ocirc;ng b&aacute;n, chia sẻ hay trao đổi th&ocirc;ng tin c&aacute; nh&acirc;n của kh&aacute;ch h&agrave;ng thu thập tr&ecirc;n trang web cho một b&ecirc;n thứ ba n&agrave;o kh&aacute;c.</span></span></span></span></li>
		<li style="margin: 0px; padding: 0px; line-height: 20px;">
			<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="margin: 0px; padding: 0px;"><span style="margin: 0px; padding: 0px;">Ngoại trừ c&aacute;c trường hợp về sử dụng th&ocirc;ng tin c&aacute; nh&acirc;n như đ&atilde; n&ecirc;u trong ch&iacute;nh s&aacute;ch n&agrave;y,ch&uacute;ng t&ocirc;i cam kết kh&ocirc;ng tiết lộ th&ocirc;ng tin c&aacute; nh&acirc;n của bạn ra ngo&agrave;i. Trong một số trường hợp, ch&uacute;ng t&ocirc;i c&oacute; thể thu&ecirc; một đơn vị độc lập để tiến h&agrave;nh c&aacute;c dự &aacute;n nghi&ecirc;n cứu thị trường v&agrave; khi đ&oacute; th&ocirc;ng tin của bạn sẽ được cung cấp cho đơn vị n&agrave;y để tiến h&agrave;nh dự &aacute;n. B&ecirc;n thứ ba n&agrave;y sẽ bị r&agrave;ng buộc bởi một thỏa thuận về bảo mật m&agrave; theo đ&oacute; họ chỉ được ph&eacute;p sử dụng những th&ocirc;ng tin được cung cấp cho mục đ&iacute;ch ho&agrave;n th&agrave;nh dự &aacute;n.</span></span></span></span></li>
		<li style="margin: 0px; padding: 0px; line-height: 20px;">
			<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="margin: 0px; padding: 0px;"><span style="margin: 0px; padding: 0px;">Ch&uacute;ng t&ocirc;i c&oacute; thể tiết lộ hoặc cung cấp th&ocirc;ng tin c&aacute; nh&acirc;n của bạn trong c&aacute;c trường hợp thật sự cần thiết như sau: (a) khi c&oacute; y&ecirc;u cầu của c&aacute;c cơ quan ph&aacute;p luật; (b) trong trường hợp m&agrave; ch&uacute;ng t&ocirc;i tin rằng điều đ&oacute; sẽ gi&uacute;p ch&uacute;ng t&ocirc;i bảo vệ quyền lợi ch&iacute;nh đ&aacute;ng của m&igrave;nh trước ph&aacute;p luật.</span></span></span></span></li>
	</ul>
	<p style="text-align: justify;">
		&nbsp;</p>
	<h2 style="text-align: justify;">
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); text-align: justify;"><span style="margin: 0px; padding: 0px;">7. Thay đổi về ch&iacute;nh s&aacute;ch</span></span></span></span></h2>
	<p style="text-align: justify;">
		<br style="margin: 0px; padding: 0px;" />
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); text-align: justify;"><span style="margin: 0px; padding: 0px;">Nội dung của &ldquo;Ch&iacute;nh s&aacute;ch bảo mật&rdquo; n&agrave;y c&oacute; thể thay đổi để ph&ugrave; hợp với c&aacute;c nhu cầu của C&ocirc;ng Ty CP C&ocirc;ng nghệ v&agrave; Thương Mại Th&agrave;nh Đạt cũng như nhu cầu v&agrave; sự phản hồi từ kh&aacute;ch h&agrave;ng (nếu c&oacute;).&nbsp;</span></span></span></span></p>
</div>
<div style="text-align: justify;">
	<br />
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Ch&uacute;ng t&ocirc;i&nbsp;hiểu rằng quyền lợi của bạn trong việc bảo vệ th&ocirc;ng tin c&aacute; nh&acirc;n cũng ch&iacute;nh l&agrave; tr&aacute;ch nhiệm của ch&uacute;ng t&ocirc;i n&ecirc;n trong bất kỳ trường hợp c&oacute; thắc mắc, g&oacute;p &yacute; n&agrave;o li&ecirc;n quan đến ch&iacute;nh s&aacute;ch bảo mật, việc th&ocirc;ng tin c&aacute; nh&acirc;n bị sử dụng sai mục đ&iacute;ch vui l&ograve;ng li&ecirc;n hệ qua số điện thoại <strong>0949 322 456</strong> hoặc gửi phản hồi về&nbsp;địa chỉ email: <em><strong>tracdiathanhdat@gmail.com.</strong></em><br />
	<br />
	Tr&acirc;n trọng!</span></span></div>
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$chiasekinhnghiem = array()
$list_menu_footer = array()
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			'name' => 'Sản phẩm',
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$danhmuc = array(
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			'slug' => 'san-pham-1'
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			'name' => 'Hãng sản xuất',
			'slug' => 'hang-san-xuat'
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			'name' => 'Liên hệ',
			'slug' => 'lien-he'
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)
$support = array(
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			'name' => 'Co so Ha noi',
			'phone' => '098 987 678',
			'yahoo' => 'duycuong7640',
			'skype' => 'duycuong7640',
			'pos' => '0',
			'created' => '2013-09-13',
			'modified' => '2015-05-05',
			'status' => '1',
			'yahoo1' => 'duycuong7640',
			'skype1' => '',
			'hotline' => '0987 654 999',
			'email' => '',
			'name1' => ''
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	),
	(int) 1 => array(
		'Support' => array(
			'id' => '16',
			'name' => 'Co so TP.HCM',
			'phone' => '3252  436 432',
			'yahoo' => 'duycuong7640',
			'skype' => 'tuvantubep',
			'pos' => '0',
			'created' => '2014-01-15',
			'modified' => '2015-05-05',
			'status' => '1',
			'yahoo1' => 'duycuong7640',
			'skype1' => '',
			'hotline' => '0987 654 999',
			'email' => '',
			'name1' => ''
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)
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include - APP/View/Elements/menu.ctp, line 55
View::_evaluate() - CORE/Cake/View/View.php, line 920
View::_render() - CORE/Cake/View/View.php, line 883
View::element() - CORE/Cake/View/View.php, line 424
include - APP/View/Layouts/home.ctp, line 169
View::_evaluate() - CORE/Cake/View/View.php, line 920
View::_render() - CORE/Cake/View/View.php, line 883
View::renderLayout() - CORE/Cake/View/View.php, line 539
View::render() - CORE/Cake/View/View.php, line 483
Controller::render() - CORE/Cake/Controller/Controller.php, line 957
ProductController::chitiet() - APP/Controller/ProductController.php, line 135
ReflectionMethod::invokeArgs() - [internal], line ??
Controller::invokeAction() - CORE/Cake/Controller/Controller.php, line 485
Dispatcher::_invoke() - CORE/Cake/Routing/Dispatcher.php, line 186
Dispatcher::dispatch() - CORE/Cake/Routing/Dispatcher.php, line 161
[main] - APP/webroot/index.php, line 92

Notice (8): Undefined index: name_eng [APP/View/Elements/menu.ctp, line 56]
Code Context
                        <div class="accordion-heading">

                            <a class="accordion-toggle" <?php if(!empty($dm_c2)){?>data-toggle="collapse" data-parent="#accordion2" href="#collapse<?php echo $cap1['Catproduct']['id'];?>" title="<?php echo $cap1['Catproduct']['name'.LANGUAGE];?>"<?php }else{?>href="<?php echo DOMAIN.$cap1['Catproduct']['slug'];?>"<?php }?>>

                                <?php echo $cap1['Catproduct']['name'.LANGUAGE];?>
$viewFile = '/home/tracdiathanhda/domains/tracdiathanhdat.vn/public_html/app/View/Elements/menu.ctp'
$dataForView = array(
	'cat12' => array(
		'Catproduct' => array(
			'id' => '40',
			'name' => 'Blogs',
			'parent_id' => null,
			'alias' => 'blogs',
			'images' => '',
			'lft' => '103',
			'rght' => '104',
			'pos' => '5',
			'status' => '1',
			'title_seo' => 'tin tức trắc địa, cập nhật xu hướng đo đạc mới, công nghệ đo đạc, thiết bị đo đạc hiện đại, mẹo kỹ thuật trắc địa, sai số đo đạc, hệ tọa độ VN-2000, GNSS, RTK, GPS trắc địa, phần mềm trắc địa, phần mềm GIS, SurPad, LandStar, Magnet Field, Leica Captivate, Trimble Access',
			'meta_key' => 'tin tức trắc địa, cập nhật xu hướng đo đạc mới, công nghệ đo đạc, thiết bị đo đạc hiện đại, mẹo kỹ thuật trắc địa, sai số đo đạc, hệ tọa độ VN-2000, GNSS, RTK, GPS trắc địa, phần mềm trắc địa, phần mềm GIS, SurPad, LandStar, Magnet Field, Leica Captivate, Trimble Access',
			'meta_des' => 'phần mềm máy đo đạc, phần mềm GIS, phần mềm trút dữ liệu',
			'created' => '2015-12-16',
			'modified' => '2025-10-29',
			'slug' => 'blogs',
			'cate' => '4',
			'link' => 'tin-tuc',
			'name_eng' => '',
			'name_tq' => '',
			'type' => 'new',
			'hot' => '0',
			'content' => '',
			'display' => '0',
			'content_eng' => null
		)
	),
	'description_for_layout' => 'Chuyên cung cấp máy định vị vệ tinh GPS RTK, máy thủy bình, máy toàn đạc điện tử, UAV, ống nhòm, máy định vị GPS cầm tay, ... chính hãng, uy tín, giá tốt hàng đầu tại Việt Nam! Hotline: 0913051734!',
	'keywords_for_layout' => 'Chuyên cung cấp máy định vị vệ tinh GPS RTK, máy thủy bình, máy toàn đạc điện tử, UAV, ống nhòm, máy định vị GPS cầm tay, ... chính hãng, uy tín, giá tốt hàng đầu tại Việt Nam! Hotline: 0913051734!',
	'title_for_layout' => 'Máy toàn đạc điện tử',
	'tinmoiup' => array(
		(int) 0 => array(
			'Post' => array(
				[maximum depth reached]
			),
			'Catproduct' => array(
				[maximum depth reached]
			)
		),
		(int) 1 => array(
			'Post' => array(
				[maximum depth reached]
			),
			'Catproduct' => array(
				[maximum depth reached]
			)
		),
		(int) 2 => array(
			'Post' => array(
				[maximum depth reached]
			),
			'Catproduct' => array(
				[maximum depth reached]
			)
		),
		(int) 3 => array(
			'Post' => array(
				[maximum depth reached]
			),
			'Catproduct' => array(
				[maximum depth reached]
			)
		),
		(int) 4 => array(
			'Post' => array(
				[maximum depth reached]
			),
			'Catproduct' => array(
				[maximum depth reached]
			)
		),
		(int) 5 => array(
			'Post' => array(
				[maximum depth reached]
			),
			'Catproduct' => array(
				[maximum depth reached]
			)
		),
		(int) 6 => array(
			'Post' => array(
				[maximum depth reached]
			),
			'Catproduct' => array(
				[maximum depth reached]
			)
		),
		(int) 7 => array(
			'Post' => array(
				[maximum depth reached]
			),
			'Catproduct' => array(
				[maximum depth reached]
			)
		),
		(int) 8 => array(
			'Post' => array(
				[maximum depth reached]
			),
			'Catproduct' => array(
				[maximum depth reached]
			)
		),
		(int) 9 => array(
			'Post' => array(
				[maximum depth reached]
			),
			'Catproduct' => array(
				[maximum depth reached]
			)
		)
	),
	'tinlq' => array(
		(int) 0 => array(
			'Post' => array(
				[maximum depth reached]
			),
			'Catproduct' => array(
				[maximum depth reached]
			)
		),
		(int) 1 => array(
			'Post' => array(
				[maximum depth reached]
			),
			'Catproduct' => array(
				[maximum depth reached]
			)
		),
		(int) 2 => array(
			'Post' => array(
				[maximum depth reached]
			),
			'Catproduct' => array(
				[maximum depth reached]
			)
		),
		(int) 3 => array(
			'Post' => array(
				[maximum depth reached]
			),
			'Catproduct' => array(
				[maximum depth reached]
			)
		),
		(int) 4 => array(
			'Post' => array(
				[maximum depth reached]
			),
			'Catproduct' => array(
				[maximum depth reached]
			)
		),
		(int) 5 => array(
			'Post' => array(
				[maximum depth reached]
			),
			'Catproduct' => array(
				[maximum depth reached]
			)
		),
		(int) 6 => array(
			'Post' => array(
				[maximum depth reached]
			),
			'Catproduct' => array(
				[maximum depth reached]
			)
		),
		(int) 7 => array(
			'Post' => array(
				[maximum depth reached]
			),
			'Catproduct' => array(
				[maximum depth reached]
			)
		),
		(int) 8 => array(
			'Post' => array(
				[maximum depth reached]
			),
			'Catproduct' => array(
				[maximum depth reached]
			)
		),
		(int) 9 => array(
			'Post' => array(
				[maximum depth reached]
			),
			'Catproduct' => array(
				[maximum depth reached]
			)
		)
	),
	'detailNews' => array(
		'Post' => array(
			'id' => '721',
			'name' => 'Định vị công trình bằng máy toàn đạc điện tử',
			'code' => null,
			'alias' => 'dinh-vi-cong-trinh-bang-may-toan-dac-dien-tu',
			'cat_id' => '40',
			'price' => '0',
			'type' => 'new',
			'shortdes' => '<p style="margin: 0in 0in 15.6pt; text-align: justify; background-image: initial; background-position: initial; background-size: initial; background-repeat: initial; background-attachment: initial; background-origin: initial; background-clip: initial;">
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="color: rgb(51, 51, 51);">Định vị thi c&ocirc;ng c&ocirc;ng tr&igrave;nh l&agrave; c&ocirc;ng t&aacute;c trắc địa nhằm x&aacute;c định vị tr&iacute; mặt&nbsp;<span style="box-sizing: border-box; touch-action: manipulation; color: rgb(51, 72, 98);">bằng</span>&nbsp;của c&aacute;c điểm, c&aacute;c đường thẳng, c&aacute;c điểm chi tiết của c&ocirc;ng tr&igrave;nh x&acirc;y dựng tr&ecirc;n đất liền cũng như tr&ecirc;n mặt nước theo đ&uacute;ng thiết kế.</span></span></span><span style="font-size:11.5pt;
font-family:Montserrat;color:#333333"><o:p></o:p></span></p>
',
			'content' => '<h2>
	<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>I. T&igrave;m hiểu về định vị thi c&ocirc;ng c&ocirc;ng tr&igrave;nh&nbsp;</strong></span></span></span></h2>
<br />
<p>
	<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Định vị thi c&ocirc;ng c&ocirc;ng tr&igrave;nh l&agrave; c&ocirc;ng t&aacute;c trắc địa nhằm x&aacute;c định vị tr&iacute; mặt&nbsp;bằng&nbsp;của c&aacute;c điểm, c&aacute;c đường thẳng, c&aacute;c điểm chi tiết của c&ocirc;ng tr&igrave;nh x&acirc;y dựng tr&ecirc;n đất liền cũng như tr&ecirc;n mặt nước theo đ&uacute;ng thiết kế.<br />
	<br />
	Định vị c&ocirc;ng tr&igrave;nh bằng m&aacute;y to&agrave;n đạc c&oacute; thể hiểu l&agrave; thao t&aacute;c sử dụng m&aacute;y to&agrave;n đạc để khảo s&aacute;t, x&aacute;c định vị tr&iacute; tọa độ c&ocirc;ng tr&igrave;nh chi tiết, nhanh ch&oacute;ng v&agrave; ch&iacute;nh x&aacute;c. C&aacute;c kỹ sư sẽ nhập c&aacute;c tham số tr&ecirc;n bản vẽ v&agrave;o m&aacute;y. Sau đ&oacute;, c&aacute;c thuật to&aacute;n của m&aacute;y to&agrave;n đạc sẽ xử l&yacute; những số liệu n&agrave;y. Cuối c&ugrave;ng, m&aacute;y to&agrave;n đạc&nbsp;sẽ khảo s&aacute;t, x&aacute;c định chi tiết v&agrave; x&aacute;c thực những vị tr&iacute; điểm ra thực địa.&nbsp;<br />
	<br />
	Chỉ cần tr&iacute;ch xuất những vị tr&iacute; tọa độ ch&iacute;nh x&aacute;c điểm tr&ecirc;n bản vẽ sang&nbsp;<strong><a href="https://tracdiathanhdat.vn/may-toan-dac-dien-tu">m&aacute;y to&agrave;n đạc điện tử</a> , </strong>&nbsp;m&aacute;y sẽ xử l&yacute; c&aacute;c th&ocirc;ng số n&agrave;y. Sau đ&oacute;, m&aacute;y triển khai vị tr&iacute; những tim trục tr&ecirc;n bản đồ l&ecirc;n thực địa. Nhờ vậy, sẽ định vị được x&aacute;c thực tim trục của nền m&oacute;ng cho những bước thi c&ocirc;ng tiếp theo.</span></span></span></p>
<p style="text-align: center;">
	<br />
	<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/dinh-vi-cong-trinh-bang-may-toan-dac.jpg" style="width: 620px; height: 360px;" /></span></span></span></p>
<h2>
	<br />
	<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>II. Phương ph&aacute;p thực hiện định vị c&ocirc;ng tr&igrave;nh bằng m&aacute;y to&agrave;n đạc điện tử</strong></span></span></span></h2>
<p style="text-align: center;">
	<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">&nbsp; &nbsp; &nbsp;&nbsp;<img alt="" 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" style="height: 411px; width: 620px;" /></span></span></span></p>
<p style="text-align: center;">
	<em><span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">&nbsp; &nbsp; &nbsp;Bản vẽ mặt bằng mộtt nh&agrave; xưởng</span></span></span></em><br />
	&nbsp;</p>
<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Reference Line (Định ᴠị c&ocirc;ng tr&igrave;nh theo đường chuẩn l&agrave; đường thẳng): một đường chuẩn c&oacute; thể được х&aacute;c định bằng c&aacute;ch tham chiếu tới 1 đường thẳng gốc đ&atilde; biết.&nbsp;<br />
<br />
1. X&aacute;c định đường gốc<br />
<br />
Một đường gốc được gắn ᴠới 2 điểm gốc ᴠ&agrave; được х&aacute;c định theo 3 c&aacute;ch: Đo đến điểm gốc; Nhập toạ độ bằng taу; Gọi điểm từ bộ nhớ.<br />
<br />
a) Đo tới điểm gốc. Nhập t&ecirc;n điểm <strong>PtID</strong> ᴠ&agrave; đo bằng ph&iacute;m&nbsp;<br />
b) Với điểm gốc đ&atilde; biết toạ độ t&igrave;m kiếm điểm <strong>PtID</strong> trong bộ nhớ. Nhập toạ độ bằng taу. Hiển thị những điểm ѕẵn trong m&aacute;у.<br />
&nbsp; &nbsp; (1) Điểm gốc trang bị 1&nbsp;<br />
&nbsp; &nbsp; (2) Điểm gốc thứ hai.<br />
&nbsp; &nbsp; (3) Đường gốc.<br />
&nbsp; &nbsp; (4) Đường chuẩn.<br />
<br />
2. Dịch chuуển/Quaу đường gốc<br />
Đường gốc được dịch chuуển ѕong ѕong, chiều dọc, chiều đứng hoặc l&agrave; quaу. Tất cả c&aacute;c kết quả đo ѕau đ&oacute; ѕẽ ảnh hưởng đến đường chuẩn.<br />
&nbsp; &nbsp; <strong>BP</strong>: Điểm gốc.<br />
&nbsp; &nbsp; <strong>BL</strong>: Đường gốc.<br />
&nbsp; &nbsp; <strong>RP</strong>: Điểm chuẩn.<br />
&nbsp; &nbsp; <strong>RL</strong>: Đường chuẩn.<br />
&nbsp; &nbsp; <strong>Off</strong>: Dịch chuуển ѕong ѕong.<br />
&nbsp; &nbsp; <strong>L</strong>: Dịch chuуển theo chiều dọc.<br />
&nbsp; &nbsp; <strong>R</strong>: Th&ocirc;ng ѕố quaу.<br />
<br />
Nhập th&ocirc;ng ѕố: Sử dụng ph&iacute;m n&agrave;у để chuуển con trỏ đến trường th&ocirc;ng ѕố bắt buộc nhập.&nbsp;Ta c&oacute; thể nhập c&aacute;c th&ocirc;ng ѕố như ѕau:<br />
&nbsp; &nbsp; <strong>Offѕet</strong>: Dịch chuуển đường chuẩn ѕong ѕong ᴠề ph&iacute;a b&ecirc;n cần của đường gốc, ᴠ&agrave;o hướng của đường gốc (BP1-BP2).<br />
&nbsp; &nbsp; <strong>Line</strong>: Dịch chuуển đường chuẩn theo chiều dọc t&iacute;nh từ điểm gốc trước ti&ecirc;n theo hướng từ điểm gốc đầu ti&ecirc;n tới điểm gốc vật dụng hai.<br />
&nbsp; &nbsp; <strong>Rotate</strong>: Quaу đường chuẩn theo chiều kim đồng hồ хung quanh điểm gốc.<br />
&nbsp; &nbsp; <strong>Height</strong>: Đường chuẩn cao hơn đường gốc.<br />
&nbsp; &nbsp; <strong>Ref.Hgt:Point1:</strong> Ch&ecirc;nh cao ѕo ᴠới điểm gốc chuẩn nhất.<br />
&nbsp; &nbsp; <strong>Point 2</strong>: Ch&ecirc;nh cao ѕo ᴠới điểm gốc chuẩn hai.<br />
&nbsp; &nbsp; <strong>Interpolated:</strong> Ch&ecirc;nh cao dọc theo đường chuẩn.<br />
&nbsp; &nbsp; <strong>No height</strong>: Ch&ecirc;nh cao kh&ocirc;ng được t&iacute;nh to&aacute;n ᴠ&agrave; hiển thị.<br />
<br />
3. Tiến h&agrave;nh đo hoặc chuуển ѕang chế độ chuуển điểm bề ngo&agrave;i ra thực địa. Tiến h&agrave;nh đo đến điểm đ&iacute;ch. Chuуển ѕang chế độ chuуển điểm bề ngo&agrave;i ra thực địa.<br />
<br />
4. Ứng dụng tương trợ &ldquo;Line&amp;Offѕet&rdquo;:&nbsp;t&iacute;nh to&aacute;n ra ᴠị tr&iacute; của điểm đo ѕo ᴠới đường chuẩn bằng c&aacute;ch hiển thị c&aacute;c lệch dọc trục, lệch ngang, ch&ecirc;nh cao&hellip;<br />
&nbsp;</span></span></span><br />
<p style="box-sizing: border-box; margin-bottom: 1.3em; margin-top: 0px; color: rgb(66, 66, 66); font-family: Roboto, sans-serif; font-size: 15px; text-align: justify;">
	<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trắc đạc c&ocirc;ng tr&igrave;nh hay đo đạc c&ocirc;ng tr&igrave;nh l&agrave; khảo s&aacute;t v&agrave; khai triển bản vẽ thiết kế của c&ocirc;ng tr&igrave;nh ra thực địa, d&ugrave;ng cho thi c&ocirc;ng v&agrave; gi&aacute;m s&aacute;t x&acirc;y dựng c&ocirc;ng tr&igrave;nh đ&uacute;ng bản vẽ thiết kế. Quan trắc dịch chuyển của c&ocirc;ng tr&igrave;nh ra thực địa, chuy&ecirc;n dụng cho thi c&ocirc;ng v&agrave; gi&aacute;m s&aacute;t x&acirc;y dựng c&ocirc;ng tr&igrave;nh đ&uacute;ng bản vẽ thiết kế. C&ocirc;ng cụ đo bằng những mẫu m&aacute;y đo đạc như m&aacute;y kinh vĩ, m&aacute;y thủy b&igrave;nh,m&aacute;y đo khoảng c&aacute;ch laser, m&aacute;y to&agrave;n đạc điện tử&nbsp;&hellip;&nbsp;</span></span></span></p>
<p style="box-sizing: border-box; margin-bottom: 1.3em; margin-top: 0px; color: rgb(66, 66, 66); font-family: Roboto, sans-serif; font-size: 15px; text-align: justify;">
	<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Nhiệm vụ chủ đạo của c&ocirc;ng t&aacute;c trắc địa trong x&acirc;y dựng l&agrave; đảm bảo cho c&ocirc;ng tr&igrave;nh được x&acirc;y dựng đ&uacute;ng k&iacute;ch thước h&igrave;nh học v&agrave; đ&uacute;ng vị tr&iacute; thiết kế. Chỉ khi hai y&ecirc;u cầu n&agrave;y được đ&aacute;p ứng th&igrave; c&ocirc;ng tr&igrave;nh mới mang thể vận h&agrave;nh an to&agrave;n.&nbsp;</span></span></span></p>
<h2 style="box-sizing: border-box; margin-bottom: 1.3em; margin-top: 0px; color: rgb(66, 66, 66); font-family: Roboto, sans-serif; font-size: 15px; text-align: justify;">
	<span style="font-weight: var(--h2_typography-font-weight); font-family: tahoma, geneva, sans-serif; font-size: 14px; color: rgb(0, 0, 0);">III. Những thiết bị được sử dụng trong định vị thi c&ocirc;ng c&ocirc;ng tr&igrave;nh</span></h2>
<ul style="box-sizing: border-box; color: rgb(73, 73, 73); font-family: &quot;Open Sans&quot;, Arial, Helvetica, sans-serif; font-size: 15px;">
	<li style="box-sizing: border-box;">
		<span style="color:#ff0000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><a href="https://tracdiathanhdat.vn/may-thuy-binh-tu-dong"><strong>M&aacute;y thủy b&igrave;nh tự động, m&aacute;y thủy b&igrave;nh điện tử</strong></a></span></span></span><span style="color:#000080;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">:</span></span></span><span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> X&aacute;c định cao độ, dẫn mốc cao độ, đo ch&ecirc;nh cao, quan trắc l&uacute;n&hellip;</span></span></span></li>
</ul>
<ul style="box-sizing: border-box; color: rgb(73, 73, 73); font-family: &quot;Open Sans&quot;, Arial, Helvetica, sans-serif; font-size: 15px;">
	<li style="box-sizing: border-box;">
		<span style="color:#000080;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="box-sizing: border-box; font-weight: bolder;"><a href="https://tracdiathanhdat.vn/may-toan-dac-dien-tu">M&aacute;y to&agrave;n đạc điện tử</a></span></span></span></span><span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="box-sizing: border-box; font-weight: bolder;">:</span>&nbsp;Bố tr&iacute; tr&iacute; tọa độ thiết kế ra thực địa; t&iacute;nh to&aacute;n khoảng c&aacute;ch ngang, đứng, g&oacute;c phương vị của đường, tọa độ điểm, diện t&iacute;ch v&agrave; bố tr&iacute; đường thẳng, đường cong; dẫn lưới lập mốc đường chuyền&hellip;</span></span></span></li>
</ul>
<ul style="box-sizing: border-box; color: rgb(73, 73, 73); font-family: &quot;Open Sans&quot;, Arial, Helvetica, sans-serif; font-size: 15px;">
	<li style="box-sizing: border-box;">
		<span style="color:#000080;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="box-sizing: border-box; font-weight: bolder;"><a href="https://tracdiathanhdat.vn/may-dinh-vi-ve-tinh-gps-2-tan-so-rtk">M&aacute;y định vị GNSS</a></span></span></span></span><span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="box-sizing: border-box; font-weight: bolder;">:</span>&nbsp;Khảo s&aacute;t th&agrave;nh lập lưới khống chế tọa độ; bố tr&iacute; điểm phục vụ cho c&ocirc;ng t&aacute;c chuyển điểm thiết kế ra thực địa; giao hội, bố tr&iacute; đường cong, t&iacute;nh diện t&iacute;ch&hellip;</span></span></span></li>
</ul>
<p style="box-sizing: border-box; margin-bottom: 1.3em; margin-top: 0px; color: rgb(66, 66, 66); font-family: Roboto, sans-serif; font-size: 15px; text-align: center;">
	<span style="color:#000000;"><img alt="" src="/admin/webroot/upload/image/images/Banner (665 × 295 px) (31).png" style="width: 665px; height: 295px;" /></span></p>
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			'lft' => '103',
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			'title_seo' => 'tin tức trắc địa, cập nhật xu hướng đo đạc mới, công nghệ đo đạc, thiết bị đo đạc hiện đại, mẹo kỹ thuật trắc địa, sai số đo đạc, hệ tọa độ VN-2000, GNSS, RTK, GPS trắc địa, phần mềm trắc địa, phần mềm GIS, SurPad, LandStar, Magnet Field, Leica Captivate, Trimble Access',
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		'title' => 'Chuyên phân phối máy đo đạc, trắc địa: Máy GPS RTK, máy thủy bình, máy toàn đạc, máy scanner, UAV chính hãng (LEICA, TOPCON, NIKON, TRIMPLE, SOKKIA, DJI, PENTAX, GARMIN,...)',
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		'address' => '<p>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong><u>Văn ph&ograve;ng</u></strong></span></span><span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">: Số 157&nbsp;Đặng Văn Ngữ, Phường Kim Li&ecirc;n, H&agrave; Nội</span></span></p>
<p>
	<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">MST:<strong><a href="javascript: void(0)" style="font-size:11px;"><span style="color:#ffffff;"> 0103764857 </span></a></strong>do Sở KHĐT TP. H&agrave; Nội cấp ng&agrave;y 28-04-2009<br />
	Điện thoại:&nbsp;<a href="javascript: void(0)" style="font-family: tahoma, geneva, sans-serif;font-size:11px;"><span style="color: rgb(255, 255, 255);"><strong style="font-family: arial, helvetica, sans-serif;">(</strong><strong style="font-family: arial, helvetica, sans-serif;">024) 3776 4930</strong></span></a></span></span></p>
<div>
	<p>
		<strong style="font-size: 14px; font-family: tahoma, geneva, sans-serif;"><u>Cửa h&agrave;ng</u></strong><span style="font-size: 14px; font-family: tahoma, geneva, sans-serif;">:</span></p>
</div>
<p>
	<span style="font-family: tahoma, geneva, sans-serif;">- <span style="font-size:12px;">Số <strong><span style="font-size:14px;">145 </span></strong></span></span><span style="font-size:12px;"><span style="font-family: tahoma, geneva, sans-serif;">L&aacute;ng Hạ, Phường L&aacute;ng Hạ, H&agrave; Nội</span></span></p>
<p>
	<span style="font-size:12px;"><span style="font-family: tahoma, geneva, sans-serif;">- Số 5/161 Nguyễn Tu&acirc;n, Phường Thanh Xu&acirc;n, H&agrave; Nội</span></span><br />
	<br />
	&nbsp;</p>
',
		'contactinfo_eng' => '',
		'taikhoan' => '<strong><span style="color:#04529a;">Số T&agrave;i&nbsp; khoản c&aacute;c ng&acirc;n h&agrave;ng của c&ocirc;ng ty T&acirc;n &Aacute;</span></strong><br />
<br />
1. 13022-0506-5430 - Nguyễn Văn Hiệu - Agribank - CN Trung Y&ecirc;n, HN<br />
2. 0011-00404-0367 - Nguyễn Văn Hiệu - Vietcombank - CN Sở Giao dịch, HN<br />
3. 711A-6202-9713 - Nguyễn Văn Hiệu - Vietinbank - CN Thanh Xu&acirc;n, HN<br />
4. 190-256-018-210-13 - Nguyễn Văn Hiệu - Techcombank, H&agrave; Nội<br />
5. 1231-0000-368-767 - Nguyễn Văn Hiệu - BIDV CN Quang Trung, H&agrave; Nội',
		'contactinfo' => '<div dir="rtl" style="text-align: left;">
	<u style="font-family: tahoma, geneva, sans-serif; font-size: 14px;"><strong>Văn Ph&ograve;ng</strong></u></div>
<div style="">
	<br />
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Địa chỉ:&nbsp; Số 157 Đặng Văn Ngữ, Phường Kim Li&ecirc;n, H&agrave; Nội, Việt Nam<br />
	Tel:&nbsp; &nbsp; &nbsp; &nbsp; (024) 3776 4930 &nbsp; &nbsp;<br />
	Fax:&nbsp; &nbsp; &nbsp; &nbsp;(024) 3776 5908<br />
	Email:&nbsp; &nbsp; thanhdatsurvey.JSC@gmail.com/ tracdiathanhdat@gmail.com<br />
	Hotline:&nbsp; <strong>0913 051 734</strong><br />
	<br />
	<strong><u>C</u></strong><strong><u>ửa h&agrave;ng</u></strong></span></span><br />
	<br />
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">- Số 145 L&aacute;ng Hạ, Phường L&aacute;ng Hạ, H&agrave; Nội</span></span><br />
	<img alt="" src="data:image/png;base64,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" style="height: 12px; width: 16px;" /><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">&nbsp;<strong>0942 288 388</strong></span><br />
	&nbsp;</div>
<div style="">
	<span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">- Số 5/161 Nguyễn Tu&acirc;n, Phường Thanh Xu&acirc;n, H&agrave; Nội</span></div>
<div style="">
	<img alt="" src="data:image/png;base64,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" style="height: 12px; width: 16px;" /><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">&nbsp;<strong>0949 322 456</strong></span></div>
<div style="">
	<br />
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong><u>VPĐD tại Tp. Hồ Ch&iacute; Minh</u></strong><br />
	<br />
	- 1/56 Nguyễn Th&aacute;i Sơn, Phường Hạnh Th&ocirc;ng, Hồ Ch&iacute; Minh</span></span><br />
	<img alt="" src="data:image/png;base64,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" style="height: 12px; width: 16px;" /><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">&nbsp;<strong>0904 925 936</strong></span></div>
',
		'telephone' => '01659 014592',
		'hotline' => '0913051734',
		'email' => 'tracdiathanhdat@yahoo.com',
		'url' => '',
		'meta_key' => 'Leica Geosystems, Máy RTK, máy định vị GPS, GNSS, vngeonet, máy laser, thước đo, Yamayo, máy toàn đạc điện tử, máy toàn đạc robotic, máy toàn đạc tự động, Leica, Sokkia, Nikon, Trimple, Nikon, Spectra, Topcon, ống nhòm, máy bộ đàm, thước đo Yamayo, Máy toàn đạc điện tử, Máy toàn đạc Leica, Máy toàn đạc Sokkia, máy toàn đạc Nikon, Máy toàn đạc Geomax,	Máy toàn đạc Topcon, Máy toàn đạc Trimble, Máy thủy bình tự động, Máy thủy bình leica, Máy thủy bình sokkia, Máy thủy bình Nikon, Máy thủy bình Topcon, Máy thủy bình pentax, Máy thủy bình điện tử, Máy cân bằng laser, Máy kinh vĩ nikon, Máy kinh vĩ Topcon, Máy kinh vĩ sokkia, Máy kinh vĩ geomax, Máy cân bằng laser sabaru, Máy cân bằng laser sincon, Máy cân bằng laser fukuda, Máy cân bằng laser acuza, Máy đo khoảng cách laser leica, Máy đo khoảng cách laser sincon, Máy đo khoảng cách laser bosch, Máy định vị gps 2 tần, Máy định vị gps cầm tay, Máy đo sâu, Máy bộ đàm, Phụ kiện trắc địa, Máy định vị GPS RTK GNSS, Máy định vị GPS RTK Trimble, Máy định vị GPS RTK Sokkia, Máy định vị GPS RTK Sanding, Máy định vị GPS RTK CHC, Máy định vị GPS RTK Comnav, Máy định vị GPS RTK Efix, Máy định vị GPS RTK FOIF, Máy định vị GPS RTK Geomax, Máy định vị GPS RTK Topcon, Máy định vị GPS RTK Nikon, Máy định vị GPS RTK South, Máy định vị GPS RTK Ruide, Máy định vị GPS RTK Kolida, Máy định vị GPS RTK Leica, máy định vị điểm, đo đạc, khảo sát, bản đồ, RINEX, CORS, ',
		'meta_des' => 'Chuyên cung cấp máy định vị vệ tinh GNSS RTK, máy thủy bình, máy toàn đạc, máy laser, máy GPS cầm tay, UAV, ống nhòm (LEICA, TOPCON, NIKON, TRIMPLE, SOKKIA, DJI, PENTAX, GARMIN,...). Uy tín, chất lượng, giá tốt hàng đầu tại Việt Nam!',
		'created' => '2012-06-05',
		'modified' => '1769758152',
		'youtube' => 'http://youtube.com',
		'twitter' => 'https://twitter.com/',
		'myspace' => 'https://myspace.com/',
		'facebook' => 'https://www.facebook.com/thanhdatsurvey.jsc/',
		'email2' => 'duycuong7640',
		'skype' => 'hothihuyen.hn',
		'yahoo' => 'duycuong7640',
		'yahoo1' => 'duycuong7640',
		'content' => 'Thanks for your interest in Vn Discoverytours. For a fast response, please submit this basic Quick Enquiry form below by clicking &ldquo;Submit&rdquo;, and we&rsquo;ll get back to you by e-mail within 12 to 24 hours (in working days). For urgent booking, call us at +84 974 839 873',
		'video' => '<iframe width="1280" height="720" src="https://www.youtube.com/embed/mR4kOuAkEtY" title="YouTube video player" frameborder="0" allow="accelerometer; autoplay; clipboard-write; encrypted-media; gyroscope; picture-in-picture" allowfullscreen></iframe>',
		'slogan' => 'trung tâm sửa chữa và bảo hành máy giặt electrolux',
		'slogan_eng' => '',
		'printer' => '',
		'googleplus' => '',
		'bando' => '<p>
	<iframe allowfullscreen="" frameborder="0" height="410" src="https://www.google.com/maps/embed?pb=!1m18!1m12!1m3!1d1680.2372398112452!2d105.81212934716025!3d21.01437303922492!2m3!1f0!2f0!3f0!3m2!1i1024!2i768!4f13.1!3m3!1m2!1s0x3135ab63b645b665%3A0xa6797ac6008687bf!2zQ-G7rWEgSMOgbmcgVHLhuq9jIMSQ4buLYQ!5e0!3m2!1svi!2s!4v1449908805279" style="border:0" width="600"></iframe></p>
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		'gioithieu' => '<p style="text-align: center;">
	<img alt="" src="/admin/webroot/upload/image/images/gioithieu.png" /></p>
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		'thongtincongty' => 'Sửa máy lạnh tại nhà
Sửa máy lạnh tại HCM
Sửa tủ lạnh
Bơm ga máy lạnh ',
		'trogiupkh' => 'Tai nghe Iphone
Sua may tinh tai nha
Máy Ozone Z755',
		'dichvuft' => 'Sửa máy lạnh
Bảo dưỡng máy lạnh
Vệ sinh máy lạnh
Lắp đặt máy lạnh',
		'bb' => '',
		'zing' => '',
		'hotline2' => '0912 35 65 75',
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		'theh1' => 'thanhdatsurvey.JSC',
		'hanoi' => '<div>
	<strong>C&Ocirc;NG TY CỔ PHẦN THƯƠNG MẠI HMH VIỆT NAM</strong></div>
<div>
	<strong>Địa chỉ</strong> &nbsp;: Số 51 - Trần Duy Hưng, Trung H&ograve;a, Cầu Giấy, H&agrave; Nội</div>
<div>
	<strong>Điện thoại </strong>: (04) 3641.7498 - <strong>Fax</strong>: (04) 3543.0479</div>
<div>
	<strong>Email </strong>: info@ifes.vn</div>
',
		'tphcm' => '<div>
	<strong>C&Ocirc;NG TY CỔ PHẦN THƯƠNG MẠI HMH VIỆT NAM</strong></div>
<div>
	<strong>Địa chỉ</strong>&nbsp;&nbsp;: Số 51 - Trần Duy Hưng, Trung H&ograve;a, Cầu Giấy, H&agrave; Nội</div>
<div>
	<strong>Điện thoại&nbsp;</strong>: (04) 3641.7498 -&nbsp;<strong>Fax</strong>: (04) 3543.0479</div>
<div>
	<strong>Email&nbsp;</strong>: info@ifes.vn</div>
',
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			'id' => '802',
			'name' => 'Dữ liệu RINEX – Nền tảng cốt lõi của hạ tầng trắc địa hiện đại',
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			'alias' => 'du-lieu-rinex-–-nen-tang-cot-loi-cua-ha-tang-trac-dia-hien-dai',
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			'price' => '0',
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			'shortdes' => '<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trong hạ tầng trắc địa hiện đại, RINEX kh&ocirc;ng phải dữ liệu phụ, m&agrave; l&agrave; nền m&oacute;ng kỹ thuật của hệ tọa độ quốc gia.&nbsp;RTK gi&uacute;p đo nhanh h&ocirc;m nay,&nbsp;nhưng RINEX mới l&agrave; yếu tố đảm bảo bản đồ, mốc v&agrave; c&ocirc;ng tr&igrave;nh đứng vững trong nhiều năm tới.</span></span>',
			'content' => '<p>
	<em><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">Trong những năm gần đ&acirc;y, c&ocirc;ng nghệ GNSS RTK c&ugrave;ng c&aacute;c mạng trạm CORS ph&aacute;t triển mạnh mẽ, gi&uacute;p c&ocirc;ng t&aacute;c đo đạc, thi c&ocirc;ng v&agrave; bố tr&iacute; c&ocirc;ng tr&igrave;nh đạt được kết quả gần như tức thời với độ ch&iacute;nh x&aacute;c cao.</span></em></p>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><em>Tuy nhi&ecirc;n, nếu nh&igrave;n ở g&oacute;c độ x&acirc;y dựng v&agrave; duy tr&igrave; hạ tầng trắc địa quốc gia d&agrave;i hạn, nhiều quốc gia ph&aacute;t triển như Mỹ, ch&acirc;u &Acirc;u, Nhật Bản đều c&oacute; chung một quan điểm:&nbsp;RTK l&agrave; lớp ứng dụng đo nhanh ngo&agrave;i hiện trường,&nbsp;trong khi RINEX &ndash; dữ liệu GNSS đo tĩnh &ndash; mới l&agrave; lớp nền cốt l&otilde;i của hệ tọa độ.</em><br />
<br />
<em>RTK cho ph&eacute;p định vị nhanh theo thời gian thực, nhưng độ ổn định v&agrave; khả năng kiểm chứng của kết quả RTK phụ thuộc mạnh v&agrave;o điều kiện truyền cải ch&iacute;nh tại thời điểm đo.&nbsp;Ngược lại, dữ liệu RINEX cho ph&eacute;p xử l&yacute; hậu kỳ, kiểm chứng, đối so&aacute;t v&agrave; duy tr&igrave; độ ổn định tọa độ trong thời gian d&agrave;i.<br />
&nbsp;</em></span></span>
<h2>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">1. RINEX l&agrave; g&igrave;?</span></span></h2>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">RINEX (<em>Receiver Independent Exchange Format</em>) l&agrave; định dạng dữ liệu GNSS th&ocirc; chuẩn quốc tế, được ph&aacute;t triển v&agrave; duy tr&igrave; bởi cộng đồng GNSS to&agrave;n cầu dưới sự điều phối&nbsp;của c&aacute;c tổ chức quốc tế như IGS (International GNSS Service) v&agrave; RTCM SC-104.</span></span><br />
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">RINEX cho ph&eacute;p trao đổi dữ liệu GNSS giữa c&aacute;c thiết bị v&agrave; phần mềm kh&aacute;c nhau, kh&ocirc;ng phụ thuộc h&atilde;ng sản xuất, v&agrave; được sử dụng rộng r&atilde;i tr&ecirc;n to&agrave;n thế giới cho c&aacute;c mục đ&iacute;ch kỹ thuật chuy&ecirc;n s&acirc;u.&nbsp;Dữ liệu RINEX cho ph&eacute;p:</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Xử l&yacute; hậu kỳ GNSS (Static / PPK)</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">B&igrave;nh sai mạng lưới GNSS</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kiểm so&aacute;t chất lượng v&agrave; truy xuất nguồn gốc số liệu</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Duy tr&igrave; v&agrave; kiểm chứng hệ tọa độ theo thời gian d&agrave;i</span></span></li>
</ul>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">RTK cho kết quả nhanh &ndash; RINEX cho kết quả bền v&agrave; kiểm chứng được.<br />
&nbsp;</span></span>
<h2>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">2. C&aacute;ch c&aacute;c quốc gia khai th&aacute;c RINEX trong hạ tầng trắc địa</span></span></h2>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tại nhiều quốc gia, mạng CORS quốc gia kh&ocirc;ng chỉ phục vụ RTK thời gian thực m&agrave; c&ograve;n coi dữ liệu RINEX li&ecirc;n tục l&agrave; t&agrave;i sản dữ liệu cốt l&otilde;i.&nbsp;M&ocirc; h&igrave;nh khai th&aacute;c phổ biến:</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Lưu trữ dữ liệu GNSS 24/7.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Cho ph&eacute;p tải RINEX theo c&aacute;c khoảng thời gian:</span></span>
		<ul>
			<li>
				<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">15 ph&uacute;t</span></span></li>
			<li>
				<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">1 giờ</span></span></li>
			<li>
				<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">6 giờ</span></span></li>
			<li>
				<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">24 giờ</span></span></li>
		</ul>
	</li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Cung cấp đầy đủ metadata:</span></span>
		<ul>
			<li>
				<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Th&ocirc;ng tin trạm GNSS</span></span></li>
			<li>
				<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Thời gian quan s&aacute;t</span></span></li>
			<li>
				<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Chu kỳ ghi (1s, 15s, 30s&hellip;)</span></span></li>
			<li>
				<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hệ quy chiếu v&agrave; m&ocirc; h&igrave;nh tham chiếu.</span></span></li>
		</ul>
	</li>
</ul>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">&gt; V&iacute; dụ ti&ecirc;u biểu:</span></span><br />
<br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Mỹ: NOAA CORS Network cung cấp dữ liệu RINEX phục vụ đo tĩnh v&agrave; xử l&yacute; hậu kỳ.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Ch&acirc;u &Acirc;u: EUREF Permanent Network (EPN) lưu trữ dữ liệu RINEX cho b&igrave;nh sai lưới khu vực.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Nhật Bản: GEONET do GSI vận h&agrave;nh, cung cấp dữ liệu RINEX cho xử l&yacute; hậu kỳ v&agrave; nghi&ecirc;n cứu GNSS.</span></span></li>
</ul>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Điểm chung của c&aacute;c m&ocirc; h&igrave;nh n&agrave;y l&agrave; coi RINEX li&ecirc;n tục mới l&agrave; nền tảng bền vững của hệ tọa độ quốc gia.<br />
&nbsp;</span></span>
<p style="text-align: center;">
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/ncn_agol.png" style="width: 800px; height: 511px;" /></span></span></p>
<h2>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">3. Vai tr&ograve; của RINEX trong hệ thống trắc địa hiện đại</span></span></h2>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Nhiều quốc gia đang triển khai m&ocirc; h&igrave;nh tổng hợp:</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">GNSS CORS + RINEX &rarr; lớp khống chế nền, duy tr&igrave; hệ tọa độ d&agrave;i hạn</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Mốc khống chế vật l&yacute; &rarr; đối tượng kiểm chứng v&agrave; cơ sở ph&aacute;p l&yacute;</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">RTK &rarr; c&ocirc;ng cụ đo nhanh ngo&agrave;i hiện trường</span></span></li>
</ul>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đ&acirc;y kh&ocirc;ng phải xu hướng &ldquo;bỏ mốc&rdquo;, m&agrave; l&agrave;:</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Giảm phụ thuộc v&agrave;o việc chạy mốc thủ c&ocirc;ng tốn thời gian</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Chuyển vai tr&ograve; mốc từ nguồn gốc duy nhất sang đối tượng kiểm chứng</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tăng vai tr&ograve; của dữ liệu GNSS chuẩn h&oacute;a trong duy tr&igrave; hệ tọa độ</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">&nbsp;</span></span>
<h2>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">4. RINEX gi&uacute;p ổn định v&agrave; kiểm so&aacute;t hệ tọa độ theo thời gian như thế n&agrave;o?</span></span></h2>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Dữ liệu RINEX cho ph&eacute;p xử l&yacute; hậu kỳ v&agrave; b&igrave;nh sai mạng lưới, nhờ đ&oacute;:</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Giảm ảnh hưởng của thời điểm đo</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hạn chế t&aacute;c động của điều kiện kh&iacute; quyển v&agrave; m&ocirc;i trường</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tăng khả năng đối so&aacute;t v&agrave; truy nguy&ecirc;n số liệu</span></span></li>
</ul>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kh&aacute;i niệm &ldquo;ổn định&rdquo; ở đ&acirc;y được hiểu theo nghĩa kỹ thuật: Cho ph&eacute;p t&aacute;i xử l&yacute;, kiểm chứng v&agrave; so s&aacute;nh tọa độ tại c&aacute;c thời điểm kh&aacute;c nhau, tr&aacute;nh sai lệch t&iacute;ch lũy do đo nhanh tức thời.<br />
&nbsp;</span></span>
<h2>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">5. Ứng dụng thực tế của dữ liệu RINEX v&agrave; lợi &iacute;ch khai th&aacute;c RINEX hiệu quả</span></span></h2>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Dữ liệu RINEX hiện được sử dụng rộng r&atilde;i trong:</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Lập mốc khống chế GNSS</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">B&igrave;nh sai lưới quốc gia v&agrave; khu vực</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Quan trắc dịch chuyển c&ocirc;ng tr&igrave;nh, địa chất</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">L&agrave;m cơ sở kỹ thuật v&agrave; ph&aacute;p l&yacute; d&agrave;i hạn cho bản đồ v&agrave; hạ tầng kỹ thuật</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">&nbsp;<br />
Khai th&aacute;c RINEX b&agrave;i bản mang lại:</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Giảm thời gian v&agrave; chi ph&iacute; thiết lập lưới khống chế</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">N&acirc;ng cao độ ổn định v&agrave; khả năng kiểm chứng số liệu</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Ph&ugrave; hợp với dự &aacute;n lớn, triển khai d&agrave;i hạn, y&ecirc;u cầu ph&aacute;p l&yacute; cao</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Chủ động khi RTK kh&ocirc;ng ổn định hoặc mất hiệu chỉnh</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">&nbsp;</span></span>
<h2>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">6. Cấu tr&uacute;c dữ liệu RINEX gồm những g&igrave;?</span></span></h2>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Dữ liệu RINEX kh&ocirc;ng phải l&agrave; một file đơn lẻ, m&agrave; l&agrave; tập hợp nhiều file th&agrave;nh phần, mỗi file đảm nhiệm một vai tr&ograve; ri&ecirc;ng.<br />
<br />
6.1. File quan s&aacute;t &ndash; Observation file (*.obs). Bao gồm:</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">S&oacute;ng mang v&agrave; m&atilde; giả</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Dữ liệu GPS, GLONASS, Galileo, BeiDou&hellip;</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Th&ocirc;ng tin thời gian, tần số, t&iacute;n hiệu</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">File bắt buộc khi xử l&yacute; GNSS hậu kỳ v&agrave; b&igrave;nh sai.<br />
&nbsp;<br />
6.2. File quỹ đạo vệ tinh &ndash; Navigation file (*.nav, *.gnav&hellip;) c&oacute; chứa q</span></span><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">uỹ đạo vệ tinh (broadcast ephemeris) - d</span><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">ữ liệu cần thiết để t&iacute;nh vị tr&iacute; vệ tinh theo thời gian.<br />
<br />
T&ugrave;y phi&ecirc;n bản RINEX v&agrave; hệ vệ tinh, file điều hướng (Navigation file) c&oacute; thể được đặt t&ecirc;n kh&aacute;c nhau.<br />
Trong c&aacute;c hệ thống v&agrave; phần mềm cũ (RINEX 2.x), file điều hướng thường được t&aacute;ch theo từng hệ GNSS, với c&aacute;c đu&ocirc;i phổ biến như:</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">GPS: .N</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">GLONASS: .G</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">BeiDou: .C</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Galileo: .E</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trong c&aacute;c hệ thống hiện đại sử dụng RINEX 3.x trở l&ecirc;n, file điều hướng thường được gộp đa hệ GNSS v&agrave; sử dụng chung đu&ocirc;i .nav (hoặc .rnx), trong đ&oacute; chứa đồng thời dữ liệu GPS, GLONASS, Galileo, BeiDou&hellip;</span></span><br />
&nbsp;<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">6.3. File đồng hồ vệ tinh &ndash; Clock file (*.clk)</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hiệu chỉnh sai số đồng hồ vệ tinh v&agrave; trạm</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Độ ch&iacute;nh x&aacute;c cao hơn dữ liệu quảng b&aacute;</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">D&ugrave;ng cho b&igrave;nh sai ch&iacute;nh x&aacute;c cao v&agrave; nghi&ecirc;n cứu d&agrave;i hạn.<br />
&nbsp;<br />
6.4. File quỹ đạo ch&iacute;nh x&aacute;c &ndash; Precise orbit (*.sp3)</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Quỹ đạo vệ tinh độ ch&iacute;nh x&aacute;c cao</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kết hợp với .clk để n&acirc;ng cao chất lượng xử l&yacute;</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">&nbsp;<br />
6.5. C&aacute;c file phụ trợ</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Metadata trạm, antenna, receiver</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">File kh&iacute; quyển, site log</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Gi&uacute;p n&acirc;ng cao độ tin cậy v&agrave; truy xuất nguồn gốc số liệu.<br />
&nbsp;<br />
&gt;&gt;&gt; Phi&ecirc;n bản RINEX v&agrave; xu hướng hiện nay:</span></span><br />
<br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">RINEX 2.x: cũ, hạn chế hệ GNSS.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">RINEX 3.x: đa hệ, phổ biến hiện nay.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">RINEX 4.x: hỗ trợ t&iacute;n hiệu hiện đại, độ ch&iacute;nh x&aacute;c cao.</span></span></li>
</ul>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trong thực tế xử l&yacute; GNSS hậu kỳ, RINEX 2.11 vẫn được sử dụng rộng r&atilde;i nhờ t&iacute;nh ổn định v&agrave; khả năng tương th&iacute;ch cao. Nhiều lỗi xử l&yacute; hiện nay ph&aacute;t sinh từ việc chuyển đổi RINEX kh&ocirc;ng đ&uacute;ng chuẩn hoặc thiếu dữ liệu đi k&egrave;m.</span></span><br />
<p style="text-align: center;">
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/Bài viết 30_1_26.png" style="width: 800px; height: 526px;" /></span></span></p>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">RINEX 3 &amp; 4 l&agrave; xu hướng ch&iacute;nh trong c&aacute;c hệ thống CORS hiện đại.<br />
&nbsp;<br />
Hiểu đ&uacute;ng v&agrave; khai th&aacute;c đ&uacute;ng dữ liệu RINEX ch&iacute;nh l&agrave; bước chuyển từ đo nhanh sang đo bền vững trong trắc địa hiện đại &ndash; đặc biệt trong bối cảnh Việt Nam đang vận h&agrave;nh c&aacute;c mạng CORS v&agrave; duy tr&igrave; hệ tọa độ VN-2000.<br />
<br />
<em>&gt;&gt;&gt; Nguồn tham khảo:</em></span></span><br />
<ul>
	<li>
		<em><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">IGS &amp; RTCM &ndash; Chuẩn dữ liệu RINEX</span></span></em></li>
	<li>
		<em><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">NOAA CORS Network (Mỹ)</span></span></em></li>
	<li>
		<em><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">EUREF Permanent Network (Ch&acirc;u &Acirc;u)</span></span></em></li>
	<li>
		<em><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">GEONET &ndash; GSI (Nhật Bản)</span></span></em></li>
</ul>
<p style="text-align: center;">
	<img alt="" src="/admin/webroot/upload/image/images/RINEX - GNSS DATA (665 x 295 px).png" style="width: 800px; height: 355px;" /></p>
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			'shortdes' => '<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đo kh&ocirc;ng gương (Non-Prism) tr&ecirc;n m&aacute;y to&agrave;n đạc l&agrave; g&igrave;? Khi n&agrave;o n&ecirc;n d&ugrave;ng, khi n&agrave;o kh&ocirc;ng n&ecirc;n d&ugrave;ng? Ph&acirc;n t&iacute;ch ưu nhược điểm, sai số giao hội v&agrave; khuyến nghị kỹ thuật khi đo Non-Prism tr&ecirc;n m&aacute;y to&agrave;n đạc.</span></span>',
			'content' => '<em><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trong thực tế thi c&ocirc;ng v&agrave; đo đạc, đo kh&ocirc;ng gương (Non-Prism) l&agrave; một t&iacute;nh năng rất hữu &iacute;ch của m&aacute;y to&agrave;n đạc, nhưng cũng tiềm ẩn nhiều rủi ro sai số nếu sử dụng kh&ocirc;ng đ&uacute;ng mục đ&iacute;ch. B&agrave;i viết dưới đ&acirc;y sẽ ph&acirc;n t&iacute;ch bản chất đo Non-Prism, phạm vi ứng dụng, ưu &ndash; nhược điểm, ảnh hưởng đến giao hội v&agrave; c&aacute;c khuyến nghị kỹ thuật cần tu&acirc;n thủ.</span></span></em><br />
<br />
<h2>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">1. Đo kh&ocirc;ng gương (Non-Prism) l&agrave; g&igrave;?</span></span></h2>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trong thực tế đo đạc, kh&ocirc;ng phải l&uacute;c n&agrave;o cũng c&oacute; thể đặt được gương phản xạ. C&aacute;c vị tr&iacute; như tường cao, taluy, v&aacute;ch hầm, kết cấu th&eacute;p, khu vực đang thi c&ocirc;ng hoặc nguy hiểm l&agrave; những trường hợp điển h&igrave;nh.<br />
Đo kh&ocirc;ng gương (Non-Prism) l&agrave; phương ph&aacute;p đo khoảng c&aacute;ch kh&ocirc;ng sử dụng gương phản xạ. M&aacute;y to&agrave;n đạc ph&aacute;t tia laser trực tiếp tới bề mặt mục ti&ecirc;u v&agrave; thu t&iacute;n hiệu phản hồi để x&aacute;c định khoảng c&aacute;ch v&agrave; tọa độ điểm đo.<br />
<br />
Phương ph&aacute;p n&agrave;y cho ph&eacute;p đo c&aacute;c vị tr&iacute;:</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kh&oacute; tiếp cận hoặc kh&ocirc;ng thể đặt gương.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kh&ocirc;ng an to&agrave;n để tiếp cận trực tiếp.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Cần đo nhanh hiện trạng m&agrave; kh&ocirc;ng bố tr&iacute; phụ trợ.</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">&nbsp;</span></span><br />
<h3>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">1.1 Ưu điểm của đo kh&ocirc;ng gương</span></span></h3>
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đo được c&aacute;c vị tr&iacute; &ldquo;bất khả thi&rdquo; với phương ph&aacute;p đo gương.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tăng mức độ an to&agrave;n cho người đo ngo&agrave;i c&ocirc;ng trường.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tiết kiệm thời gian đi gương, giảm nh&acirc;n lực.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Rất hiệu quả khi đo hiện trạng, kiểm tra h&igrave;nh học kết cấu.</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">&nbsp;</span></span>
<h3>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">1.2 Nhược điểm v&agrave; hạn chế kỹ thuật của Non-Prism</span></span></h3>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">B&ecirc;n cạnh ưu điểm, đo kh&ocirc;ng gương tồn tại nhiều hạn chế kỹ thuật cần hiểu r&otilde;:<br />
<br />
<strong>Phụ thuộc mạnh v&agrave;o bề mặt đo</strong></span></span>
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Bề mặt s&aacute;ng, phẳng, kh&ocirc; &rarr; đo xa hơn, ổn định hơn.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Bề mặt tối, th&ocirc;, ẩm, xi&ecirc;n g&oacute;c &rarr; tầm đo giảm r&otilde; rệt, sai số tăng.</span></span></li>
</ul>
<br />
<strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Độ ch&iacute;nh x&aacute;c thấp hơn đo gương</span></span></strong><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kh&ocirc;ng c&oacute; t&acirc;m phản xạ cố định như gương.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Sai số đo khoảng c&aacute;ch lớn hơn v&agrave; k&eacute;m ổn định hơn.</span></span></li>
</ul>
<br />
<strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hao pin hơn</span></span></strong><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đo Non-Prism li&ecirc;n tục ti&ecirc;u thụ pin nhiều hơn so với đo gương.</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">&nbsp;</span></span><br />
<p style="text-align: center;">
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/Thiết kế chưa có tên (40).png" style="width: 800px; height: 671px;" /></span></span></p>
<h3>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">1.3 Những lưu &yacute; quan trọng khi sử dụng đo kh&ocirc;ng gương</span></span></h3>
<br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kh&ocirc;ng sử dụng đo kh&ocirc;ng gương cho mốc khống chế.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kh&ocirc;ng d&ugrave;ng cho dẫn mốc, nghiệm thu ph&aacute;p l&yacute;.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Chỉ d&ugrave;ng cho đo hiện trạng, kiểm tra, tham khảo kỹ thuật.</span></span></li>
</ul>
<h3>
	<br />
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">1.4 Khoảng c&aacute;ch đo kh&ocirc;ng gương của một số d&ograve;ng m&aacute;y phổ biến</span></span></h3>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Khoảng c&aacute;ch c&ocirc;ng bố của nh&agrave; sản xuất thường được đo trong điều kiện ti&ecirc;u chuẩn:</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Leica FlexLine TS03 / TS07 / TS10: ~500 m / ~1000 m (t&ugrave;y cấu h&igrave;nh)</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Nikon N-Series: ~600 m</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Nikon XS-Series: ~800 m</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Topcon GM-100 Series: ~500 m</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Thực tế ngo&agrave;i c&ocirc;ng trường, khoảng c&aacute;ch đo thường ngắn hơn catalogue, phụ thuộc mạnh v&agrave;o bề mặt v&agrave; điều kiện m&ocirc;i trường.<br />
&nbsp;</span></span>
<h3>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">1.5 Khi n&agrave;o n&ecirc;n d&ugrave;ng đo kh&ocirc;ng gương?</span></span></h3>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đo kh&ocirc;ng gương ph&aacute;t huy hiệu quả trong c&aacute;c c&ocirc;ng việc:</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đo chi tiết ho&agrave;n c&ocirc;ng.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đo kiểm tra h&igrave;nh học kết cấu.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đo taluy, v&aacute;ch đứng, v&aacute;ch hầm.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đo c&aacute;c điểm nguy hiểm kh&ocirc;ng thể tiếp cận.</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">&gt; Đo kh&ocirc;ng gương l&agrave; c&ocirc;ng nghệ bổ trợ, kh&ocirc;ng phải để thay thế đo gương.<br />
&nbsp;</span></span>
<h2>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">2. Hỏi v&agrave; Đ&aacute;p: Đo kh&ocirc;ng gương &amp; sai số giao hội</span></span></h2>
<br />
<h3>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">2. 1 V&igrave; sao đo kh&ocirc;ng gương dễ g&acirc;y sai số khi giao hội?</span></span></h3>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">V&igrave; đo Non-Prism phụ thuộc v&agrave;o bề mặt phản xạ, kh&ocirc;ng c&oacute; t&acirc;m phản xạ cố định như gương.<br />
Trong b&agrave;i to&aacute;n giao hội, sai số nhỏ ở từng hướng bắn c&oacute; thể bị ph&oacute;ng đại tại điểm giao, khiến kết quả thiếu ổn định.<br />
&nbsp;</span></span>
<h3>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">2.2 Sai số giao hội khi d&ugrave;ng Non-Prism thường đến từ đ&acirc;u?</span></span></h3>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">C&aacute;c nguy&ecirc;n nh&acirc;n ch&iacute;nh:</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Bề mặt phản xạ kh&ocirc;ng phẳng, kh&ocirc;ng đồng nhất.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tia laser phản xạ kh&ocirc;ng c&ugrave;ng một điểm h&igrave;nh học.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">G&oacute;c bắn xi&ecirc;n, bắn v&agrave;o m&eacute;p cạnh hoặc bề mặt nhỏ.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Sai số đo khoảng c&aacute;ch lớn hơn so với đo gương.</span></span></li>
</ul>
<h3>
	<br />
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">2.3 Đo kh&ocirc;ng gương ảnh hưởng nhiều hơn đến giao hội g&oacute;c hay giao hội cạnh?</span></span></h3>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đo kh&ocirc;ng gương ảnh hưởng mạnh hơn đến giao hội cạnh, v&igrave;:</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Sai số đo khoảng c&aacute;ch của Non-Prism lớn hơn.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trong giao hội cạnh, sai số khoảng c&aacute;ch t&aacute;c động trực tiếp tới vị tr&iacute; điểm giao.</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Với giao hội g&oacute;c, sai số vẫn tồn tại nhưng &iacute;t phụ thuộc hơn v&agrave;o chất lượng phản xạ.<br />
&nbsp;</span></span>
<h3>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">2.4 V&igrave; sao giao hội nghịch đặc biệt nhạy cảm với đo kh&ocirc;ng gương?</span></span></h3>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trong giao hội nghịch:</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Điểm đặt m&aacute;y cần được x&aacute;c định rất ch&iacute;nh x&aacute;c.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kh&ocirc;ng x&aacute;c định được t&acirc;m phản xạ r&otilde; r&agrave;ng.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">C&aacute;c trạm c&oacute; thể &ldquo;nh&igrave;n&rdquo; v&agrave;o những điểm kh&aacute;c nhau tr&ecirc;n c&ugrave;ng một bề mặt.</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Điều n&agrave;y khiến sai số kh&oacute; kiểm so&aacute;t v&agrave; kh&oacute; ph&aacute;t hiện.<br />
&nbsp;</span></span>
<h3>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">2.5 C&oacute; thể giảm sai số khi buộc phải giao hội bằng Non-Prism kh&ocirc;ng?</span></span></h3>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">C&oacute; thể giảm rủi ro, nhưng kh&ocirc;ng loại bỏ ho&agrave;n to&agrave;n, bằng c&aacute;ch:</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Chọn bề mặt phẳng, s&aacute;ng, r&otilde; r&agrave;ng.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tr&aacute;nh bắn v&agrave;o m&eacute;p cạnh hoặc bề mặt nhỏ.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Ngắm vu&ocirc;ng g&oacute;c với bề mặt.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đo lặp nhiều lần để kiểm tra.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kết hợp kiểm tra ch&eacute;o bằng phương ph&aacute;p kh&aacute;c.</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Chỉ &aacute;p dụng cho đo tham khảo, kh&ocirc;ng d&ugrave;ng cho mốc.<br />
&nbsp;</span></span>
<h3>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">2.6&nbsp; Khi n&agrave;o tuyệt đối kh&ocirc;ng n&ecirc;n d&ugrave;ng Non-Prism cho giao hội?</span></span></h3>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kh&ocirc;ng sử dụng trong c&aacute;c trường hợp:</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Dẫn mốc tọa độ.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Thiết lập lưới khống chế.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Mốc ph&aacute;p l&yacute;, nghiệm thu c&ocirc;ng tr&igrave;nh.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">C&ocirc;ng việc y&ecirc;u cầu độ ch&iacute;nh x&aacute;c cao (cm &ndash; mm).</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">&nbsp;</span></span>
<h3>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">2.7 V&igrave; sao đo gương vẫn l&agrave; phương ph&aacute;p chuẩn cho giao hội?</span></span></h3>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">V&igrave; khi đo gương:</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">C&oacute; t&acirc;m phản xạ x&aacute;c định r&otilde; r&agrave;ng.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Sai số đo khoảng c&aacute;ch nhỏ v&agrave; ổn định.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">C&aacute;c trạm c&ugrave;ng x&aacute;c định một điểm h&igrave;nh học duy nhất.</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đ&acirc;y l&agrave; yếu tố then chốt trong c&aacute;c b&agrave;i to&aacute;n giao hội.<br />
&nbsp;</span></span>
<h3>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">2.8 C&oacute; n&ecirc;n coi đo kh&ocirc;ng gương l&agrave; phương ph&aacute;p thay thế đo gương?</span></span></h3>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kh&ocirc;ng. Đo kh&ocirc;ng gương l&agrave; giải ph&aacute;p bổ trợ, kh&ocirc;ng phải phương ph&aacute;p thay thế.<br />
<br />
Khuyến nghị n&ecirc;n tu&acirc;n thủ quy tắc kỹ thuật:</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">C&oacute; thể đặt gương &rarr; ưu ti&ecirc;n đo gương.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kh&ocirc;ng thể đặt gương &rarr; d&ugrave;ng Non-Prism đ&uacute;ng mục đ&iacute;ch.</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">&nbsp;<br />
&gt;&gt;&gt; Đo kh&ocirc;ng gương (Non-Prism) mang lại nhiều tiện lợi trong đo hiện trạng v&agrave; c&aacute;c vị tr&iacute; kh&oacute; tiếp cận, tuy nhi&ecirc;n phương ph&aacute;p n&agrave;y nhạy cảm với sai số, đặc biệt trong c&aacute;c b&agrave;i to&aacute;n giao hội.<br />
Trong thực tế, giao hội thuận c&oacute; thể c&acirc;n nhắc sử dụng đo kh&ocirc;ng gương cho mục đ&iacute;ch tham khảo, khi điều kiện bề mặt cho ph&eacute;p. Ngược lại, giao hội nghịch kh&ocirc;ng được khuyến nghị sử dụng Non-Prism do sai số kh&oacute; kiểm so&aacute;t.&nbsp;Đối với c&aacute;c c&ocirc;ng việc thiết lập lưới khống chế, dẫn mốc tọa độ v&agrave; hồ sơ ph&aacute;p l&yacute;, việc đo bằng gương phản xạ l&agrave; bắt buộc để đảm bảo độ ch&iacute;nh x&aacute;c v&agrave; gi&aacute; trị ph&aacute;p l&yacute; của số liệu.</span></span><br />
<br />
<p style="text-align: center;">
	<img alt="" src="/admin/webroot/upload/image/images/CHỌN ANH TÀI (16).png" style="width: 800px; height: 618px;" /></p>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">&nbsp;</span></span>',
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			'shortdes' => '<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đo kh&ocirc;ng gương (Non-Prism) tr&ecirc;n m&aacute;y to&agrave;n đạc l&agrave; g&igrave;? Khi n&agrave;o n&ecirc;n d&ugrave;ng, khi n&agrave;o kh&ocirc;ng n&ecirc;n d&ugrave;ng? Ph&acirc;n t&iacute;ch ưu nhược điểm, sai số giao hội v&agrave; khuyến nghị kỹ thuật khi đo Non-Prism tr&ecirc;n m&aacute;y to&agrave;n đạc.</span></span>',
			'content' => '<em><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trong thực tế thi c&ocirc;ng v&agrave; đo đạc, đo kh&ocirc;ng gương (Non-Prism) l&agrave; một t&iacute;nh năng rất hữu &iacute;ch của m&aacute;y to&agrave;n đạc, nhưng cũng tiềm ẩn nhiều rủi ro sai số nếu sử dụng kh&ocirc;ng đ&uacute;ng mục đ&iacute;ch. B&agrave;i viết dưới đ&acirc;y sẽ ph&acirc;n t&iacute;ch bản chất đo Non-Prism, phạm vi ứng dụng, ưu &ndash; nhược điểm, ảnh hưởng đến giao hội v&agrave; c&aacute;c khuyến nghị kỹ thuật cần tu&acirc;n thủ.</span></span></em><br />
<h2>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">1. Đo kh&ocirc;ng gương (Non-Prism) l&agrave; g&igrave;?</span></span></h2>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trong thực tế đo đạc, kh&ocirc;ng phải l&uacute;c n&agrave;o cũng c&oacute; thể đặt được gương phản xạ. C&aacute;c vị tr&iacute; như tường cao, taluy, v&aacute;ch hầm, kết cấu th&eacute;p, khu vực đang thi c&ocirc;ng hoặc nguy hiểm l&agrave; những trường hợp điển h&igrave;nh.<br />
Đo kh&ocirc;ng gương (Non-Prism) l&agrave; phương ph&aacute;p đo khoảng c&aacute;ch kh&ocirc;ng sử dụng gương phản xạ. M&aacute;y to&agrave;n đạc ph&aacute;t tia laser trực tiếp tới bề mặt mục ti&ecirc;u v&agrave; thu t&iacute;n hiệu phản hồi để x&aacute;c định khoảng c&aacute;ch v&agrave; tọa độ điểm đo.<br />
<br />
Phương ph&aacute;p n&agrave;y cho ph&eacute;p đo c&aacute;c vị tr&iacute;:</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kh&oacute; tiếp cận hoặc kh&ocirc;ng thể đặt gương.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kh&ocirc;ng an to&agrave;n để tiếp cận trực tiếp.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Cần đo nhanh hiện trạng m&agrave; kh&ocirc;ng bố tr&iacute; phụ trợ.</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">&nbsp;</span></span><br />
<h3>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">1.1 Ưu điểm của đo kh&ocirc;ng gương</span></span></h3>
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đo được c&aacute;c vị tr&iacute; &ldquo;bất khả thi&rdquo; với phương ph&aacute;p đo gương.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tăng mức độ an to&agrave;n cho người đo ngo&agrave;i c&ocirc;ng trường.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tiết kiệm thời gian đi gương, giảm nh&acirc;n lực.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Rất hiệu quả khi đo hiện trạng, kiểm tra h&igrave;nh học kết cấu.</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">&nbsp;</span></span>
<h3>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">1.2 Nhược điểm v&agrave; hạn chế kỹ thuật của Non-Prism</span></span></h3>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">B&ecirc;n cạnh ưu điểm, đo kh&ocirc;ng gương tồn tại nhiều hạn chế kỹ thuật cần hiểu r&otilde;:<br />
<br />
<strong>Phụ thuộc mạnh v&agrave;o bề mặt đo</strong></span></span>
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Bề mặt s&aacute;ng, phẳng, kh&ocirc; &rarr; đo xa hơn, ổn định hơn.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Bề mặt tối, th&ocirc;, ẩm, xi&ecirc;n g&oacute;c &rarr; tầm đo giảm r&otilde; rệt, sai số tăng.</span></span></li>
</ul>
<strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Độ ch&iacute;nh x&aacute;c thấp hơn đo gương</span></span></strong><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kh&ocirc;ng c&oacute; t&acirc;m phản xạ cố định như gương.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Sai số đo khoảng c&aacute;ch lớn hơn v&agrave; k&eacute;m ổn định hơn.</span></span></li>
</ul>
<strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hao pin hơn</span></span></strong><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đo Non-Prism li&ecirc;n tục ti&ecirc;u thụ pin nhiều hơn so với đo gương.</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">&nbsp;</span></span><br />
<p style="text-align: center;">
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/Thiết kế chưa có tên (40).png" style="width: 800px; height: 671px;" /></span></span></p>
<h3>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">1.3 Những lưu &yacute; quan trọng khi sử dụng đo kh&ocirc;ng gương</span></span></h3>
<br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kh&ocirc;ng sử dụng đo kh&ocirc;ng gương cho mốc khống chế.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kh&ocirc;ng d&ugrave;ng cho dẫn mốc, nghiệm thu ph&aacute;p l&yacute;.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Chỉ d&ugrave;ng cho đo hiện trạng, kiểm tra, tham khảo kỹ thuật.</span></span></li>
</ul>
<h3>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">1.4 Khoảng c&aacute;ch đo kh&ocirc;ng gương của một số d&ograve;ng m&aacute;y phổ biến</span></span></h3>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Khoảng c&aacute;ch c&ocirc;ng bố của nh&agrave; sản xuất thường được đo trong điều kiện ti&ecirc;u chuẩn:</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Leica FlexLine TS03 / TS07 / TS10: ~500 m / ~1000 m (t&ugrave;y cấu h&igrave;nh)</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Nikon N-Series: ~600 m</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Nikon XS-Series: ~800 m</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Topcon GM-100 Series: ~500 m</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Thực tế ngo&agrave;i c&ocirc;ng trường, khoảng c&aacute;ch đo thường ngắn hơn catalogue, phụ thuộc mạnh v&agrave;o bề mặt v&agrave; điều kiện m&ocirc;i trường.<br />
&nbsp;</span></span>
<h3>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">1.5 Khi n&agrave;o n&ecirc;n d&ugrave;ng đo kh&ocirc;ng gương?</span></span></h3>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đo kh&ocirc;ng gương ph&aacute;t huy hiệu quả trong c&aacute;c c&ocirc;ng việc:</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đo chi tiết ho&agrave;n c&ocirc;ng.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đo kiểm tra h&igrave;nh học kết cấu.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đo taluy, v&aacute;ch đứng, v&aacute;ch hầm.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đo c&aacute;c điểm nguy hiểm kh&ocirc;ng thể tiếp cận.</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">&gt; Đo kh&ocirc;ng gương l&agrave; c&ocirc;ng nghệ bổ trợ, kh&ocirc;ng phải để thay thế đo gương.<br />
&nbsp;</span></span>
<h2>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">2. Hỏi v&agrave; Đ&aacute;p: Đo kh&ocirc;ng gương &amp; sai số giao hội</span></span></h2>
<h3>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">2. 1 V&igrave; sao đo kh&ocirc;ng gương dễ g&acirc;y sai số khi giao hội?</span></span></h3>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">V&igrave; đo Non-Prism phụ thuộc v&agrave;o bề mặt phản xạ, kh&ocirc;ng c&oacute; t&acirc;m phản xạ cố định như gương.<br />
Trong b&agrave;i to&aacute;n giao hội, sai số nhỏ ở từng hướng bắn c&oacute; thể bị ph&oacute;ng đại tại điểm giao, khiến kết quả thiếu ổn định.<br />
&nbsp;</span></span>
<h3>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">2.2 Sai số giao hội khi d&ugrave;ng Non-Prism thường đến từ đ&acirc;u?</span></span></h3>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">C&aacute;c nguy&ecirc;n nh&acirc;n ch&iacute;nh:</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Bề mặt phản xạ kh&ocirc;ng phẳng, kh&ocirc;ng đồng nhất.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tia laser phản xạ kh&ocirc;ng c&ugrave;ng một điểm h&igrave;nh học.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">G&oacute;c bắn xi&ecirc;n, bắn v&agrave;o m&eacute;p cạnh hoặc bề mặt nhỏ.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Sai số đo khoảng c&aacute;ch lớn hơn so với đo gương.</span></span></li>
</ul>
<h3>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">2.3 Đo kh&ocirc;ng gương ảnh hưởng nhiều hơn đến giao hội g&oacute;c hay giao hội cạnh?</span></span></h3>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đo kh&ocirc;ng gương ảnh hưởng mạnh hơn đến giao hội cạnh, v&igrave;:</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Sai số đo khoảng c&aacute;ch của Non-Prism lớn hơn.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trong giao hội cạnh, sai số khoảng c&aacute;ch t&aacute;c động trực tiếp tới vị tr&iacute; điểm giao.</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Với giao hội g&oacute;c, sai số vẫn tồn tại nhưng &iacute;t phụ thuộc hơn v&agrave;o chất lượng phản xạ.<br />
&nbsp;</span></span>
<h3>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">2.4 V&igrave; sao giao hội nghịch đặc biệt nhạy cảm với đo kh&ocirc;ng gương?</span></span></h3>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trong giao hội nghịch:</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Điểm đặt m&aacute;y cần được x&aacute;c định rất ch&iacute;nh x&aacute;c.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kh&ocirc;ng x&aacute;c định được t&acirc;m phản xạ r&otilde; r&agrave;ng.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">C&aacute;c trạm c&oacute; thể &ldquo;nh&igrave;n&rdquo; v&agrave;o những điểm kh&aacute;c nhau tr&ecirc;n c&ugrave;ng một bề mặt.</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Điều n&agrave;y khiến sai số kh&oacute; kiểm so&aacute;t v&agrave; kh&oacute; ph&aacute;t hiện.<br />
&nbsp;</span></span>
<h3>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">2.5 C&oacute; thể giảm sai số khi buộc phải giao hội bằng Non-Prism kh&ocirc;ng?</span></span></h3>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">C&oacute; thể giảm rủi ro, nhưng kh&ocirc;ng loại bỏ ho&agrave;n to&agrave;n, bằng c&aacute;ch:</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Chọn bề mặt phẳng, s&aacute;ng, r&otilde; r&agrave;ng.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tr&aacute;nh bắn v&agrave;o m&eacute;p cạnh hoặc bề mặt nhỏ.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Ngắm vu&ocirc;ng g&oacute;c với bề mặt.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đo lặp nhiều lần để kiểm tra.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kết hợp kiểm tra ch&eacute;o bằng phương ph&aacute;p kh&aacute;c.</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Chỉ &aacute;p dụng cho đo tham khảo, kh&ocirc;ng d&ugrave;ng cho mốc.<br />
&nbsp;</span></span>
<h3>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">2.6&nbsp; Khi n&agrave;o tuyệt đối kh&ocirc;ng n&ecirc;n d&ugrave;ng Non-Prism cho giao hội?</span></span></h3>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kh&ocirc;ng sử dụng trong c&aacute;c trường hợp:</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Dẫn mốc tọa độ.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Thiết lập lưới khống chế.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Mốc ph&aacute;p l&yacute;, nghiệm thu c&ocirc;ng tr&igrave;nh.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">C&ocirc;ng việc y&ecirc;u cầu độ ch&iacute;nh x&aacute;c cao (cm &ndash; mm).</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">&nbsp;</span></span>
<h3>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">2.7 V&igrave; sao đo gương vẫn l&agrave; phương ph&aacute;p chuẩn cho giao hội?</span></span></h3>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">V&igrave; khi đo gương:</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">C&oacute; t&acirc;m phản xạ x&aacute;c định r&otilde; r&agrave;ng.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Sai số đo khoảng c&aacute;ch nhỏ v&agrave; ổn định.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">C&aacute;c trạm c&ugrave;ng x&aacute;c định một điểm h&igrave;nh học duy nhất.</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đ&acirc;y l&agrave; yếu tố then chốt trong c&aacute;c b&agrave;i to&aacute;n giao hội.<br />
&nbsp;</span></span>
<h3>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">2.8 C&oacute; n&ecirc;n coi đo kh&ocirc;ng gương l&agrave; phương ph&aacute;p thay thế đo gương?</span></span></h3>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kh&ocirc;ng. Đo kh&ocirc;ng gương l&agrave; giải ph&aacute;p bổ trợ, kh&ocirc;ng phải phương ph&aacute;p thay thế.<br />
<br />
Khuyến nghị n&ecirc;n tu&acirc;n thủ quy tắc kỹ thuật:</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">C&oacute; thể đặt gương &rarr; ưu ti&ecirc;n đo gương.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kh&ocirc;ng thể đặt gương &rarr; d&ugrave;ng Non-Prism đ&uacute;ng mục đ&iacute;ch.</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">&nbsp;<br />
&gt;&gt;&gt; Đo kh&ocirc;ng gương (Non-Prism) mang lại nhiều tiện lợi trong đo hiện trạng v&agrave; c&aacute;c vị tr&iacute; kh&oacute; tiếp cận, tuy nhi&ecirc;n phương ph&aacute;p n&agrave;y nhạy cảm với sai số, đặc biệt trong c&aacute;c b&agrave;i to&aacute;n giao hội.<br />
Trong thực tế, giao hội thuận c&oacute; thể c&acirc;n nhắc sử dụng đo kh&ocirc;ng gương cho mục đ&iacute;ch tham khảo, khi điều kiện bề mặt cho ph&eacute;p. Ngược lại, giao hội nghịch kh&ocirc;ng được khuyến nghị sử dụng Non-Prism do sai số kh&oacute; kiểm so&aacute;t.&nbsp;Đối với c&aacute;c c&ocirc;ng việc thiết lập lưới khống chế, dẫn mốc tọa độ v&agrave; hồ sơ ph&aacute;p l&yacute;, việc đo bằng gương phản xạ l&agrave; bắt buộc để đảm bảo độ ch&iacute;nh x&aacute;c v&agrave; gi&aacute; trị ph&aacute;p l&yacute; của số liệu.</span></span><br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">&nbsp;</span></span>',
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			'shortdes' => '<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Leica TS20 l&agrave; d&ograve;ng m&aacute;y to&agrave;n đạc điện tử robot cao cấp của Leica Geosystems, được thiết kế để đ&aacute;p ứng c&aacute;c y&ecirc;u cầu khắt khe trong khảo s&aacute;t, thi c&ocirc;ng hạ tầng, đo vẽ bản đồ v&agrave; x&acirc;y dựng c&ocirc;ng nghiệp. Leica TS20 tập trung v&agrave;o tự động h&oacute;a, độ ổn định v&agrave; độ ch&iacute;nh x&aacute;c cao, gi&uacute;p tối ưu thao t&aacute;c hiện trường v&agrave; n&acirc;ng cao hiệu suất l&agrave;m việc trong mọi điều kiện c&ocirc;ng trường phức tạp.</span></span>',
			'content' => '<p>
	<span style="font-family:tahoma,geneva,sans-serif;"><span style="font-size:14px;"><em>Leica TS20 l&agrave; d&ograve;ng m&aacute;y to&agrave;n đạc điện tử robot cao cấp của Leica Geosystems, được ph&aacute;t triển cho c&aacute;c c&ocirc;ng việc khảo s&aacute;t, thi c&ocirc;ng hạ tầng, đo vẽ bản đồ v&agrave; x&acirc;y dựng c&ocirc;ng nghiệp. D&ograve;ng m&aacute;y n&agrave;y tập trung v&agrave;o tự động h&oacute;a, độ ổn định v&agrave; độ ch&iacute;nh x&aacute;c cao, gi&uacute;p tối ưu thao t&aacute;c hiện trường v&agrave; n&acirc;ng cao hiệu suất l&agrave;m việc trong điều kiện c&ocirc;ng trường phức tạp.</em><br />
	<br />
	Trong thực tế triển khai, Leica TS20 được cung cấp với nhiều cấu h&igrave;nh t&iacute;nh năng kh&aacute;c nhau nhằm đ&aacute;p ứng đa dạng nhu cầu sử dụng. Tr&ecirc;n thị trường v&agrave; trong t&agrave;i liệu kỹ thuật, c&aacute;c cấu h&igrave;nh n&agrave;y thường được ph&acirc;n nh&oacute;m như sau:</span></span></p>
<ul>
	<li>
		<span style="font-family:tahoma,geneva,sans-serif;"><span style="font-size:14px;">Auto Aiming (<strong>TS20 A</strong>): Hỗ trợ tự động ngắm gương (ATR).</span></span></li>
	<li>
		<span style="font-family:tahoma,geneva,sans-serif;"><span style="font-size:14px;">PowerSearch (<strong>TS20 P</strong>): Bổ sung khả năng tự động t&igrave;m gương.</span></span></li>
	<li>
		<span style="font-family:tahoma,geneva,sans-serif;"><span style="font-size:14px;">Imaging (<strong>TS20 I</strong>): T&iacute;ch hợp camera v&agrave; c&aacute;c thuật to&aacute;n AI hỗ trợ đo đạc, cho ph&eacute;p nhận dạng mục ti&ecirc;u, theo d&otilde;i chuyển động v&agrave; thu điểm bằng h&igrave;nh ảnh trong m&ocirc;i trường phức tạp.</span></span></li>
</ul>
<p>
	<br />
	<span style="font-family:tahoma,geneva,sans-serif;"><span style="font-size:14px;">B&ecirc;n cạnh c&aacute;c cấu h&igrave;nh t&iacute;nh năng, Leica TS20 c&ograve;n c&oacute; c&aacute;c t&ugrave;y chọn kỹ thuật chung, bao gồm:</span></span></p>
<ul>
	<li>
		<span style="font-family:tahoma,geneva,sans-serif;"><span style="font-size:14px;">Độ ch&iacute;nh x&aacute;c đo g&oacute;c: 1&Prime; / 2&Prime; / 3&Prime; / 5&Prime;</span></span></li>
	<li>
		<span style="font-family:tahoma,geneva,sans-serif;"><span style="font-size:14px;">Tầm đo kh&ocirc;ng gương (EDM): 800 m hoặc 1600 m</span></span></li>
</ul>
<p>
	<br />
	<span style="font-family:tahoma,geneva,sans-serif;"><span style="font-size:14px;">Mức độ tự động h&oacute;a v&agrave; hỗ trợ AI phụ thuộc v&agrave;o cấu h&igrave;nh được lựa chọn, trong đ&oacute; TS20 I l&agrave; cấu h&igrave;nh cao cấp nhất, ph&ugrave; hợp cho c&aacute;c dự &aacute;n y&ecirc;u cầu hiệu suất, độ tin cậy v&agrave; kiểm so&aacute;t chất lượng cao.</span></span><br />
	&nbsp;</p>
<p style="text-align: center;">
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/Leica-TS20-Application-Tunnel-300dpi-2-2048x1365.jpg" style="width: 800px; height: 533px;" /></span></span></p>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Leica TS20I &ndash; Phi&ecirc;n bản t&iacute;ch hợp Camera &amp; AI</strong><br />
<br />
Chỉ phi&ecirc;n bản TS20I (Imaging) mới được Leica trang bị camera v&agrave; c&aacute;c thuật to&aacute;n AI hỗ trợ đo đạc, gi&uacute;p n&acirc;ng tầm hiệu quả khảo s&aacute;t hiện đại.<br />
<br />
<strong>AI &ndash; C&ocirc;ng nghệ tạo kh&aacute;c biệt tr&ecirc;n TS20I.</strong><br />
<br />
Tr&ecirc;n TS20I, Leica ứng dụng AI kết hợp camera v&agrave; thuật to&aacute;n xử l&yacute; th&ocirc;ng minh, cho ph&eacute;p:</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Nhận dạng mục ti&ecirc;u ch&iacute;nh x&aacute;c hơn.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Theo d&otilde;i chuyển động mục ti&ecirc;u ổn định hơn.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hạn chế nhầm lẫn trong m&ocirc;i trường nhiều vật phản xạ.</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">C&aacute;c xử l&yacute; n&agrave;y được thực hiện trực tiếp tr&ecirc;n thiết bị, gi&uacute;p đảm bảo tốc độ, độ ổn định v&agrave; an to&agrave;n dữ liệu khi l&agrave;m việc ngo&agrave;i hiện trường.<br />
&nbsp;<br />
<strong>AI-Detect &ndash; Nhận dạng gương &amp; cảnh b&aacute;o sai cấu h&igrave;nh (TS20I)</strong><br />
<br />
Sai loại gương l&agrave; nguy&ecirc;n nh&acirc;n phổ biến g&acirc;y sai offset v&agrave; sai số đo.&nbsp;AI-Detect (chỉ c&oacute; tr&ecirc;n TS20I) sử dụng camera để:</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Nhận dạng loại gương Leica đang đo.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">So s&aacute;nh với cấu h&igrave;nh gương trong Leica Captivate.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Cảnh b&aacute;o ngay khi ph&aacute;t hiện kh&ocirc;ng khớp.</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">T&iacute;nh năng n&agrave;y gi&uacute;p:</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Giảm lỗi chủ quan.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tr&aacute;nh đo sai &ndash; l&agrave;m lại.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">N&acirc;ng cao độ tin cậy dữ liệu thi c&ocirc;ng.</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">&nbsp;<br />
<strong>AI-Follow (Dynamic Lock n&acirc;ng cao) &ndash; Theo d&otilde;i mục ti&ecirc;u mượt m&agrave;</strong><br />
<br />
Tr&ecirc;n TS20I, AI hỗ trợ khả năng dự đo&aacute;n chuyển động của lăng k&iacute;nh khi:</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Bị che khuất tạm thời.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Di chuyển trong m&ocirc;i trường đ&ocirc;ng người, m&aacute;y m&oacute;c.</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Nhờ đ&oacute;, TS20I gi&uacute;p:</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kh&oacute;a lại mục ti&ecirc;u nhanh hơn.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hạn chế mất tia.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Giữ qu&aacute; tr&igrave;nh đo li&ecirc;n tục, ổn định.</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">&nbsp;<br />
<strong>AI tăng cường ATR &amp; PowerSearch (TS20I)</strong><br />
<br />
Thuật to&aacute;n AI gi&uacute;p ATR v&agrave; PowerSearch tr&ecirc;n TS20I hoạt động hiệu quả hơn trong c&aacute;c điều kiện kh&oacute;:</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Sương m&ugrave; nhẹ, mưa bụi.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Gương che khuất một phần.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Nhiều điểm phản xạ trong v&ugrave;ng qu&eacute;t.</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đ&acirc;y l&agrave; kh&aacute;c biệt lớn giữa TS20I v&agrave; TS20A / TS20P.</span></span><br />
<p style="text-align: center;">
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/Leica-TS20-Application-Cadastral-Surveying-300dpi-15-1-2048x1365.jpg" style="width: 800px; height: 533px;" /></span></span></p>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">&nbsp;<br />
<strong>C&aacute;c thế mạnh chung của d&ograve;ng Leica TS20</strong><br />
<br />
B&ecirc;n cạnh AI tr&ecirc;n TS20I, to&agrave;n bộ d&ograve;ng TS20 vẫn kế thừa những gi&aacute; trị cốt l&otilde;i của Leica:</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Độ ch&iacute;nh x&aacute;c đo g&oacute;c &amp; khoảng c&aacute;ch cao,</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Động cơ Direct Drives nhanh, &ecirc;m, kh&ocirc;ng ma s&aacute;t,</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Phần mềm Leica Captivate trực quan, dễ thao t&aacute;c,</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Ph&iacute;m Trigger đo nhanh,</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Lưu trữ dữ liệu lớn, xuất file linh hoạt,</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kết cấu bền bỉ, chuẩn c&ocirc;ng trường,</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Dọi t&acirc;m laser/quang học ch&iacute;nh x&aacute;c.</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">&nbsp;<br />
<strong>Lợi &iacute;ch thực tế khi sử dụng Leica TS20</strong></span></span><br />
<br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tăng tốc độ đo &amp; bố tr&iacute; c&ocirc;ng tr&igrave;nh,</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Giảm nh&acirc;n lực vận h&agrave;nh,</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hạn chế sai s&oacute;t hiện trường,</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Dữ liệu ổn định, đ&aacute;ng tin cậy,</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Ph&ugrave; hợp từ khảo s&aacute;t địa h&igrave;nh đến thi c&ocirc;ng c&ocirc;ng tr&igrave;nh lớn.</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">&nbsp;</span></span><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">&nbsp;<br />
<strong>BẢNG SO S&Aacute;NH: TS20A vs TS20P vs TS20I</strong></span></span><br />
<br />
<br />
<table border="0" cellpadding="0" style="width: 100%">
	<thead>
		<tr>
			<th>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>T&iacute;nh năng / Chức năng</strong></span></span><br />
				&nbsp;</th>
			<th>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>TS20A</strong><br />
				<strong>(Auto Aiming)</strong></span></span><br />
				&nbsp;</th>
			<th>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>TS20P</strong><br />
				<strong>(PowerSearch)</strong></span></span><br />
				&nbsp;</th>
			<th>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>TS20I</strong><br />
				<strong>(Imaging/ Camera &amp; AI)</strong></span></span><br />
				&nbsp;</th>
		</tr>
	</thead>
	<tbody>
		<tr>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Tự động ngắm mục ti&ecirc;u (ATR)</span></span></td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">C&oacute;<br />
				(ATR ti&ecirc;u chuẩn)</span></span></td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">C&oacute;<br />
				(ATR ti&ecirc;u chuẩn)</span></span></td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">C&oacute;<br />
				(ATR tăng cường nhờ camera &amp; thuật to&aacute;n)</span></span></td>
		</tr>
		<tr>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Tự động t&igrave;m gương (PowerSearch)</span></span></td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Kh&ocirc;ng</span></span></td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">C&oacute;</span></span></td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">C&oacute;<br />
				(kết hợp camera &amp; thuật to&aacute;n n&acirc;ng cao)</span></span></td>
		</tr>
		<tr>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Camera t&iacute;ch hợp</span></span></td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Kh&ocirc;ng</span></span></td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Kh&ocirc;ng</span></span></td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">C&oacute;</span></span></td>
		</tr>
		<tr>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Thu điểm bằng h&igrave;nh ảnh</span></span></td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Kh&ocirc;ng</span></span></td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Kh&ocirc;ng</span></span></td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">C&oacute;</span></span></td>
		</tr>
		<tr>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Nhận dạng mục ti&ecirc;u / gương (AI-Detect)</span></span></td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Kh&ocirc;ng</span></span></td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Kh&ocirc;ng</span></span></td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">C&oacute;</span></span></td>
		</tr>
		<tr>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Theo d&otilde;i mục ti&ecirc;u di chuyển (Dynamic Lock)</span></span></td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Kh&ocirc;ng</span></span></td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Kh&ocirc;ng</span></span></td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">C&oacute;</span></span></td>
		</tr>
		<tr>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Khả năng giữ b&aacute;m khi mục ti&ecirc;u<br />
				che khuất ngắn hạn</span></span></td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Kh&ocirc;ng</span></span></td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Kh&ocirc;ng</span></span></td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">C&oacute; (AI-Follow)</span></span></td>
		</tr>
		<tr>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">L&agrave;m việc hiệu quả trong m&ocirc;i trường<br />
				nhiều phản xạ</span></span></td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Ti&ecirc;u chuẩn</span></span></td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Ti&ecirc;u chuẩn</span></span></td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Tối ưu hơn nhờ camera &amp; thuật to&aacute;n</span></span></td>
		</tr>
		<tr>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Mức độ tự động h&oacute;a</span></span></td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Cơ bản</span></span></td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Trung b&igrave;nh</span></span></td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Cao nhất</span></span></td>
		</tr>
		<tr>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Hỗ trợ đo kh&ocirc;ng người<br />
				(one-man operation)</span></span></td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">C&oacute;</span></span></td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">C&oacute;</span></span></td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">C&oacute; (ổn định nhất)</span></span></td>
		</tr>
		<tr>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Phần mềm vận h&agrave;nh</span></span></td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Leica Captivate</span></span></td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Leica Captivate</span></span></td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Leica Captivate</span></span></td>
		</tr>
		<tr>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Ứng dụng ph&ugrave; hợp</span></span></td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Đo topo, bố tr&iacute; cơ bản</span></span></td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Đo nhanh, nhiều trạm</span></span></td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Quan trắc, đo phức tạp</span></span></td>
		</tr>
	</tbody>
</table>
<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">&nbsp;</span></span><br />
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">&gt; Xem th&ecirc;m Cataloge TS20: <a href="https://drive.google.com/file/d/1KRyhFd21zOZpYZFqy6uUF-xJFJkJJGmE/view?usp=sharing">TẠI Đ&Acirc;Y</a></span></span><br />
&nbsp;&nbsp;<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">&nbsp;</span></span><br />
<div style="text-align: start;">
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<span style="color: rgb(51, 51, 51); font-family: tahoma, geneva, sans-serif; font-size: 14px; text-align: justify;">&nbsp;</span>',
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			'name' => 'Kiểm tra cao độ sàn nhà xưởng bằng máy thủy bình – Giải pháp chính xác cho thi công công nghiệp!',
			'code' => null,
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			'cat_id' => '40',
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			'shortdes' => '<p data-end="637" data-start="299">
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trong x&acirc;y dựng nh&agrave; xưởng, nh&agrave; m&aacute;y v&agrave; khu c&ocirc;ng nghiệp, kiểm tra cao độ s&agrave;n l&agrave; c&ocirc;ng t&aacute;c bắt buộc nhằm đảm bảo độ phẳng, cao độ đồng nhất v&agrave; khả năng tho&aacute;t nước đ&uacute;ng thiết kế.&nbsp;Chỉ một sai số nhỏ v&agrave;i milimet cũng c&oacute; thể ảnh hưởng đến vận h&agrave;nh m&aacute;y m&oacute;c, lưu th&ocirc;ng xe n&acirc;ng, tuổi thọ s&agrave;n b&ecirc; t&ocirc;ng v&agrave; chất lượng nghiệm thu c&ocirc;ng tr&igrave;nh.&nbsp;Ch&iacute;nh v&igrave; vậy, m&aacute;y thủy b&igrave;nh lu&ocirc;n l&agrave; thiết bị được kỹ sư trắc địa &ndash; x&acirc;y dựng tin d&ugrave;ng để kiểm tra cao độ s&agrave;n nh&agrave; xưởng với độ ch&iacute;nh x&aacute;c v&agrave; độ ổn định cao.<br />
	&nbsp;</span></span></p>
',
			'content' => '<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><em>Trong x&acirc;y dựng nh&agrave; xưởng, nh&agrave; m&aacute;y v&agrave; khu c&ocirc;ng nghiệp, kiểm tra cao độ s&agrave;n l&agrave; c&ocirc;ng t&aacute;c bắt buộc nhằm đảm bảo độ phẳng, cao độ đồng nhất v&agrave; khả năng tho&aacute;t nước đ&uacute;ng thiết kế.&nbsp;Chỉ một sai số nhỏ v&agrave;i milimet cũng c&oacute; thể ảnh hưởng đến vận h&agrave;nh m&aacute;y m&oacute;c, lưu th&ocirc;ng xe n&acirc;ng, tuổi thọ s&agrave;n b&ecirc; t&ocirc;ng v&agrave; chất lượng nghiệm thu c&ocirc;ng tr&igrave;nh.&nbsp;Ch&iacute;nh v&igrave; vậy, m&aacute;y thủy b&igrave;nh lu&ocirc;n l&agrave; thiết bị được kỹ sư trắc địa &ndash; x&acirc;y dựng tin d&ugrave;ng để kiểm tra cao độ s&agrave;n nh&agrave; xưởng nhờ độ ch&iacute;nh x&aacute;c cao v&agrave; t&iacute;nh ổn định l&acirc;u d&agrave;i.<br />
&nbsp;</em></span></span>
<h2>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">1. Tại sao cần kiểm tra cao độ s&agrave;n nh&agrave; xưởng?</span></span></h2>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đo cao độ s&agrave;n bằng m&aacute;y thủy b&igrave;nh gi&uacute;p:</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đảm bảo cao độ v&agrave; độ phẳng đ&uacute;ng hồ sơ thiết kế</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Ph&aacute;t hiện kịp thời c&aacute;c điểm lồi &ndash; l&otilde;m để xử l&yacute; trước khi ho&agrave;n thiện</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Phục vụ c&ocirc;ng t&aacute;c nghiệm thu s&agrave;n b&ecirc; t&ocirc;ng theo ti&ecirc;u chuẩn kỹ thuật</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hạn chế chi ph&iacute; sửa chữa sau khi c&ocirc;ng tr&igrave;nh đưa v&agrave;o sử dụng</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trong thực tế, một số đơn vị sử dụng m&aacute;y c&acirc;n mực laser để kiểm tra cao độ. Tuy nhi&ecirc;n, phương ph&aacute;p n&agrave;y chỉ ph&ugrave; hợp cho khu vực nhỏ.&nbsp;Với nh&agrave; xưởng c&oacute; diện t&iacute;ch lớn, tia laser dễ bị ph&acirc;n t&aacute;n khi chiếu xa, l&agrave;m tăng sai số (c&oacute; thể 5&ndash;10 mm), g&acirc;y kh&oacute; khăn trong kiểm so&aacute;t chất lượng v&agrave; nghiệm thu.<br />
<br />
M&aacute;y thủy b&igrave;nh quang học, với nguy&ecirc;n l&yacute; tia ngắm nằm ngang v&agrave; độ ph&oacute;ng đại ống k&iacute;nh, cho kết quả ổn định v&agrave; tin cậy hơn tr&ecirc;n diện t&iacute;ch s&agrave;n lớn.<br />
&nbsp;</span></span><br />
<p style="text-align: center;">
	<img alt="" src="/admin/webroot/upload/image/images/nhà xưởng(1).jpg" style="width: 512px; height: 302px;" /></p>
<h2>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">2. Ưu điểm của m&aacute;y thủy b&igrave;nh trong kiểm tra cao độ s&agrave;n</span></span></h2>
<br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Độ ch&iacute;nh x&aacute;c cao: sai số khoảng 1&ndash;2 mm/1 km đo kh&eacute;p</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hoạt động ổn định trong nhiều điều kiện &aacute;nh s&aacute;ng</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đọc số trực tiếp tr&ecirc;n mia, hạn chế sai số chủ quan</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Ph&ugrave; hợp đo li&ecirc;n tục nhiều điểm tr&ecirc;n mặt s&agrave;n nh&agrave; xưởng</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Nhờ c&aacute;c ưu điểm n&agrave;y, m&aacute;y thủy b&igrave;nh vẫn l&agrave; thiết bị ti&ecirc;u chuẩn trong kiểm tra cao độ s&agrave;n c&ocirc;ng nghiệp.<br />
&nbsp;</span></span><br />
<h2>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">3. Ti&ecirc;u ch&iacute; lựa chọn m&aacute;y thủy b&igrave;nh đo s&agrave;n nh&agrave; xưởng</span></span></h2>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Để đảm bảo sai số đo trong giới hạn cho ph&eacute;p (&plusmn;2 mm), m&aacute;y thủy b&igrave;nh n&ecirc;n đ&aacute;p ứng c&aacute;c y&ecirc;u cầu sau:</span></span><br />
<br />
<h3>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">3.1 Độ ph&oacute;ng đại ống k&iacute;nh</span></span></h3>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">- Khuyến nghị từ 24X &ndash; 32X.</span></span><br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">- Đọc mia r&otilde; ở khoảng c&aacute;ch 50&ndash;80 m.</span></span>
<h3>
	<br />
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">3.2 Độ ch&iacute;nh x&aacute;c</span></span></h3>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Sai số đo kh&eacute;p tuyến &le; 2.0 mm/1 km</span></span>
<h3>
	<br />
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">3.3 Hệ thống c&acirc;n bằng</span></span></h3>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">- N&ecirc;n sử dụng con lắc từ t&iacute;nh (Magnetic Damping)</span></span><br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">- Gi&uacute;p tia ngắm ổn định nhanh trong m&ocirc;i trường rung động</span></span>
<h3>
	<br />
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">3.4 Ti&ecirc;u chuẩn bảo vệ</span></span></h3>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">- Tối thiểu IP54, ưu ti&ecirc;n IP66</span></span><br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">- Ph&ugrave; hợp m&ocirc;i trường nhiều bụi xi măng v&agrave; nước bắn</span></span><br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">&nbsp;</span></span>
<h2>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">4. C&aacute;c m&aacute;y thủy b&igrave;nh được tin d&ugrave;ng khi kiểm tra cao độ s&agrave;n nh&agrave; xưởng</span></span></h2>
<br />
<h3>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">4.1 M&aacute;y thủy b&igrave;nh Sokkia B40A</span></span></h3>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Sokkia B40A l&agrave; d&ograve;ng m&aacute;y được sử dụng phổ biến trong đo s&agrave;n nh&agrave; xưởng.<br />
Ưu điểm nổi bật:</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Chuẩn chống bụi &ndash; nước IP66, chịu được mưa r&agrave;o</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Con lắc từ t&iacute;nh gi&uacute;p b&ugrave; nghi&ecirc;ng nhanh, chống rung tốt</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Độ ph&oacute;ng đại 24X, đọc mia r&otilde; ở khoảng c&aacute;ch 40&ndash;50 m</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Ph&ugrave; hợp cho thi c&ocirc;ng s&agrave;n nh&agrave; xưởng, nh&agrave; kho v&agrave; khu c&ocirc;ng nghiệp quy m&ocirc; vừa &ndash; lớn.<br />
&nbsp;</span></span>
<p style="text-align: center;">
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/B40A.jpg" style="width: 450px; height: 377px;" /></span></span></p>
<h3>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">4.2 M&aacute;y thủy b&igrave;nh Nikon AC-2S</span></span></h3>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Nikon AC-2S l&agrave; lựa chọn ph&ugrave; hợp khi l&agrave;m việc trong nh&agrave; xưởng thiếu &aacute;nh s&aacute;ng.<br />
Ưu điểm:</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Ống k&iacute;nh Nikon c&oacute; độ s&aacute;ng v&agrave; độ trong cao</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">H&igrave;nh ảnh mia sắc n&eacute;t, giảm mỏi mắt khi đo nhiều điểm</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Thiết kế gọn nhẹ, dễ di chuyển trong kh&ocirc;ng gian hẹp</span></span></li>
</ul>
<p style="text-align: center;">
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">&nbsp;<img alt="" src="/admin/webroot/upload/image/images/Nikon AC2S.jpg" style="width: 450px; height: 377px;" /></span></span></p>
<h3>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">4.3 M&aacute;y thủy b&igrave;nh Leica NA300 series ( NA320/NA324)</span></span></h3>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">D&ograve;ng m&aacute;y d&agrave;nh cho c&aacute;c c&ocirc;ng tr&igrave;nh y&ecirc;u cầu độ ch&iacute;nh x&aacute;c cao.<br />
<br />
Đặc điểm nổi bật:</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Sai số &lt; 1.5 mm/1 km</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Độ bền cơ học cao, chịu va đập tốt</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hoạt động ổn định l&acirc;u d&agrave;i, &iacute;t phải hiệu chỉnh</span></span></li>
</ul>
<p style="text-align: center;">
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Ph&ugrave; hợp cho nh&agrave; m&aacute;y c&ocirc;ng nghệ cao, ph&ograve;ng sạch, khu sản xuất ch&iacute;nh x&aacute;c.<br />
	<br />
	<img alt="" src="/admin/webroot/upload/image/images/476249529_986351956959976_7286419762816488861_n.jpg" style="width: 450px; height: 377px;" /></span></span></p>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">&nbsp;</span></span><br />
<h3>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">4.4 Leica LS15 Digital Level &ndash; M&aacute;y thủy b&igrave;nh điện tử cao cấp</span></span></h3>
<br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Độ ch&iacute;nh x&aacute;c: ~&plusmn;0.2 mm/1 km (với mia invar)</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">T&iacute;nh năng nổi bật:</span></span>
		<ul>
			<li>
				<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tự động lấy n&eacute;t v&agrave; kiểm tra độ nghi&ecirc;ng</span></span></li>
			<li>
				<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">M&agrave;n h&igrave;nh m&agrave;u cảm ứng, giảm sai s&oacute;t do đọc thủ c&ocirc;ng</span></span></li>
			<li>
				<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Bluetooth &amp; USB truyền dữ liệu</span></span></li>
			<li>
				<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Bộ nhớ lưu đến ~30.000 trị đo</span></span></li>
		</ul>
	</li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Độ ph&oacute;ng đại: 32&times;, phạm vi đo l&ecirc;n đến ~110 m</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Ph&ugrave; hợp c&aacute;c dự &aacute;n s&agrave;n c&ocirc;ng nghiệp quan trọng, lưới cao độ ch&iacute;nh x&aacute;c cao, đo kh&eacute;p tuyến.</span></span><br />
<p style="text-align: center;">
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/LS15.jpg" style="width: 450px; height: 396px;" /></span></span></p>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">&nbsp;</span></span><br />
<h3>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">4.5 Trimble DiNi Digital Level Series (Dini-03 / Dini-07)</span></span></h3>
<br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Độ ch&iacute;nh x&aacute;c: t&ugrave;y chọn đến ~0.3 mm/1 km</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Ti&ecirc;u chuẩn bảo vệ: IP55</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Ưu điểm:</span></span>
		<ul>
			<li>
				<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Giao diện trực quan, dễ thao t&aacute;c</span></span></li>
			<li>
				<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Truyền dữ liệu nhanh qua USB</span></span></li>
			<li>
				<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Ph&ugrave; hợp đo lặp nhiều, quan trắc v&agrave; b&aacute;o c&aacute;o số liệu chi tiết</span></span></li>
		</ul>
	</li>
</ul>
<p style="text-align: center;">
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">&nbsp;<img alt="" src="/admin/webroot/upload/image/images/Trimble Dini.jpg" style="width: 450px; height: 450px;" /></span></span></p>
<h2>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">5. Quy tr&igrave;nh kiểm tra cao độ s&agrave;n nh&agrave; xưởng bằng m&aacute;y thủy b&igrave;nh</span></span></h2>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><u><strong>Bước 1</strong></u>: Chia lưới &ocirc; vu&ocirc;ng (Grid Method)</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Chia s&agrave;n th&agrave;nh c&aacute;c &ocirc; 3&times;3 m hoặc 5&times;5 m</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">C&aacute;c giao điểm l&agrave; vị tr&iacute; đặt mia</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong><u>Bước 2</u></strong>: Dẫn mốc cao độ chuẩn</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Thiết lập Benchmark (H₀) ổn định b&ecirc;n ngo&agrave;i khu vực thi c&ocirc;ng</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">L&agrave;m cơ sở so s&aacute;nh cho to&agrave;n bộ số liệu</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong><u>Bước 3</u></strong>: Đo đạc thực địa</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đặt m&aacute;y ở vị tr&iacute; trung t&acirc;m, nền cứng</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">C&acirc;n bằng m&aacute;y ch&iacute;nh x&aacute;c</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đọc BS &rarr; x&aacute;c định HI</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đọc FS tại c&aacute;c n&uacute;t lưới</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><u><strong>Bước 4</strong></u>: Xử l&yacute; v&agrave; đ&aacute;nh gi&aacute; số liệu<br />
&Delta;H = Số đọc thực tế &ndash; Số đọc thiết kế</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">&Delta;H &gt; 0 &rarr; S&agrave;n thấp (l&otilde;m)</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">&Delta;H &lt; 0 &rarr; S&agrave;n cao (lồi)</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">&nbsp;<br />
!!! Lưu &yacute; quan trọng khi kiểm tra cao độ s&agrave;n nh&agrave; xưởng:</span></span><br />
<br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Mốc chuẩn phải ổn định &ndash; quyết định độ tin cậy to&agrave;n bộ ph&eacute;p đo</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Khoảng c&aacute;ch ngắm &le; 40 m để kiểm so&aacute;t sai số</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kiểm tra m&aacute;y trước khi đo: mực nước, ống k&iacute;nh, ch&acirc;n m&aacute;y</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">&nbsp;<br />
&gt;&gt;&gt; Kiểm tra cao độ s&agrave;n nh&agrave; xưởng bằng m&aacute;y thủy b&igrave;nh l&agrave; c&ocirc;ng t&aacute;c kh&ocirc;ng thể thiếu nhằm đảm bảo chất lượng thi c&ocirc;ng, độ phẳng s&agrave;n v&agrave; an to&agrave;n vận h&agrave;nh l&acirc;u d&agrave;i.&nbsp;Việc lựa chọn đ&uacute;ng thiết bị v&agrave; tu&acirc;n thủ quy tr&igrave;nh đo chuẩn sẽ gi&uacute;p kỹ sư v&agrave; nh&agrave; thầu thu được kết quả ch&iacute;nh x&aacute;c &ndash; đ&aacute;ng tin cậy &ndash; dễ nghiệm thu cho mọi dự &aacute;n x&acirc;y dựng c&ocirc;ng nghiệp.</span></span><br />
<h2>
	<br />
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">6. FAQ &ndash; Hỏi đ&aacute;p</span></span></h2>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">- Kiểm tra cao độ s&agrave;n nh&agrave; xưởng n&ecirc;n sử dụng thiết bị n&agrave;o?<br />
<em>M&aacute;y thủy b&igrave;nh quang học l&agrave; lựa chọn ph&ugrave; hợp nhờ độ ch&iacute;nh x&aacute;c cao v&agrave; ổn định tr&ecirc;n diện t&iacute;ch lớn.<br />
&nbsp;</em><br />
- M&aacute;y laser c&acirc;n mực c&oacute; thể thay thế m&aacute;y thủy b&igrave;nh kh&ocirc;ng?<br />
<em>Kh&ocirc;ng. M&aacute;y laser chỉ ph&ugrave; hợp cho phạm vi nhỏ, kh&ocirc;ng đ&aacute;p ứng độ ch&iacute;nh x&aacute;c khi kiểm tra s&agrave;n nh&agrave; xưởng diện t&iacute;ch lớn.</em><br />
&nbsp;<br />
- Sai số cho ph&eacute;p khi kiểm tra cao độ s&agrave;n l&agrave; bao nhi&ecirc;u?<br />
Th&ocirc;ng thường y&ecirc;u cầu sai số trong khoảng &plusmn;2 mm, t&ugrave;y ti&ecirc;u chuẩn thiết kế v&agrave; y&ecirc;u cầu của chủ đầu tư.<br />
&nbsp;<br />
- Khoảng c&aacute;ch đo tối đa từ m&aacute;y thủy b&igrave;nh đến mia l&agrave; bao nhi&ecirc;u?<br />
<em>Khuyến nghị kh&ocirc;ng vượt qu&aacute; 40 m để đảm bảo kiểm so&aacute;t sai số.</em><br />
&nbsp;<br />
- C&oacute; cần kiểm tra cao độ s&agrave;n trước khi ho&agrave;n thiện kh&ocirc;ng?<br />
<em>C&oacute;. Việc kiểm tra sớm gi&uacute;p xử l&yacute; sai lệch trước khi ho&agrave;n thiện, giảm rủi ro v&agrave; chi ph&iacute; sửa chữa.</em></span></span><br />
<p style="text-align: center;">
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/Máy thủy bình 2.jpg" style="width: 800px; height: 419px;" /></span></span></p>
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			'id' => '797',
			'name' => 'Máy toàn đạc Leica: chọn FlexLine, TS, Nova hay MS?',
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			'shortdes' => '<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Với dải sản phẩm trải rộng từ FlexLine &rarr; TS &rarr; Nova &rarr; MS (MultiStation), Leica Geosystems mang đến nhiều lựa chọn, nhưng cũng khiến kh&ocirc;ng &iacute;t anh em băn khoăn: <em>c&ocirc;ng tr&igrave;nh của m&igrave;nh n&ecirc;n d&ugrave;ng d&ograve;ng n&agrave;o l&agrave; hợp l&yacute; nhất?</em></span></span>',
			'content' => '<em><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trong trắc địa &ndash; x&acirc;y dựng hiện nay, việc lựa chọn m&aacute;y to&agrave;n đạc điện tử Leica ph&ugrave; hợp với từng loại c&ocirc;ng tr&igrave;nh đ&oacute;ng vai tr&ograve; then chốt, ảnh hưởng trực tiếp đến độ ch&iacute;nh x&aacute;c, hiệu suất thi c&ocirc;ng v&agrave; chi ph&iacute; đầu tư.<br />
<br />
Với dải sản phẩm trải rộng từ FlexLine &rarr; TS &rarr; Nova &rarr; MS (MultiStation), Leica Geosystems mang đến nhiều lựa chọn, nhưng cũng khiến kh&ocirc;ng &iacute;t anh em băn khoăn: c&ocirc;ng tr&igrave;nh của m&igrave;nh n&ecirc;n d&ugrave;ng d&ograve;ng n&agrave;o l&agrave; hợp l&yacute; nhất?<br />
<br />
B&agrave;i viết dưới đ&acirc;y sẽ gi&uacute;p bạn so s&aacute;nh r&otilde; ưu &ndash; nhược điểm từng d&ograve;ng m&aacute;y to&agrave;n đạc Leica, đồng thời gợi &yacute; chọn m&aacute;y đ&uacute;ng nhu cầu thực tế tại Việt Nam.</span></span></em><br />
<h2>
	<br />
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">1. M&aacute;y to&agrave;n đạc Leica FlexLine (TS03, TS07, TS10&hellip;)</span></span></h2>
<br />
<strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Ưu điểm:</span></span></strong><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Cấu h&igrave;nh đơn giản, dễ sử dụng, ph&ugrave; hợp nhiều đối tượng.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Chi ph&iacute; đầu tư thấp hơnso với c&aacute;c d&ograve;ng tự động/robot.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đ&aacute;p ứng tốt c&aacute;c c&ocirc;ng việc khảo s&aacute;t &ndash; trắc địa cơ bản.</span></span></li>
</ul>
<strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hạn chế:</span></span></strong><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Phần lớn thao t&aacute;c thủ c&ocirc;ng.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kh&ocirc;ng c&oacute; motor, ATR, tự động kh&oacute;a prism.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hiệu suất đo v&agrave; tốc độ l&agrave;m việc thấp hơn d&ograve;ng TS v&agrave; Nova.</span></span></li>
</ul>
<strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Ph&ugrave; hợp:</span></span></strong><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đo đạc địa ch&iacute;nh, lập bản đồ nền.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">C&ocirc;ng t&aacute;c đo nhỏ lẻ, khối lượng kh&ocirc;ng lớn.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đơn vị cần m&aacute;y to&agrave;n đạc Leica bền &ndash; ổn định &ndash; dễ d&ugrave;ng.</span></span></li>
</ul>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">&gt; Nếu chỉ cần đo khảo s&aacute;t cơ bản, Leica FlexLine l&agrave; lựa chọn kinh tế v&agrave; đủ d&ugrave;ng.<br />
&nbsp;</span></span>
<h2>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">2. M&aacute;y to&agrave;n đạc Leica TS (TS13, TS20&hellip;)</span></span></h2>
<br />
<strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Ưu điểm:</span></span></strong><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Mức độ tự động h&oacute;a cao, c&oacute; phi&ecirc;n bản robot.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Độ ch&iacute;nh x&aacute;c g&oacute;c v&agrave; EDM ổn định, ph&ugrave; hợp thi c&ocirc;ng.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hỗ trợ phần mềm Captivate, dễ t&iacute;ch hợp GNSS/RTK.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Giảm thao t&aacute;c thủ c&ocirc;ng, tăng tốc độ bố tr&iacute; v&agrave; đo kiểm.</span></span></li>
</ul>
<strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hạn chế:</span></span></strong><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Gi&aacute; cao hơnd&ograve;ng FlexLine.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Với model cao cấp (TS20) cần t&iacute;nh th&ecirc;m phụ kiện robot (prism, tripod, pin, tay cầm).</span></span></li>
</ul>
<strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Ph&ugrave; hợp:</span></span></strong><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">X&acirc;y dựng d&acirc;n dụng, c&ocirc;ng tr&igrave;nh nhỏ v&agrave; vừa.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">C&ocirc;ng t&aacute;c bố tr&iacute; c&ocirc;ng tr&igrave;nh, đo kiểm h&igrave;nh học.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Khi cần độ ch&iacute;nh x&aacute;c v&agrave; hiệu suất cao hơn FlexLine.</span></span></li>
</ul>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">&gt; D&ograve;ng TS l&agrave; lựa chọn c&acirc;n bằng giữa độ ch&iacute;nh x&aacute;c &ndash; tiện lợi &ndash; chi ph&iacute;.<br />
&nbsp;</span></span>
<h2>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">3. M&aacute;y to&agrave;n đạc Leica Nova (TS60, TM60&hellip;)</span></span></h2>
<br />
<strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Ưu điểm:</span></span></strong><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">C&ocirc;ng nghệ robot hiện đại, động cơ ch&iacute;nh x&aacute;c cao.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tự động kh&oacute;a mục ti&ecirc;u, đo nhanh, ổn định.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Nhiều t&iacute;nh năng n&acirc;ng cao:</span></span>
		<ul>
			<li>
				<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Multi-target</span></span></li>
			<li>
				<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đo khoảng c&aacute;ch d&agrave;i</span></span></li>
			<li>
				<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">T&iacute;ch hợp GNSS / Sensor / Monitoring</span></span></li>
		</ul>
	</li>
</ul>
<strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hạn chế:</span></span></strong><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Chi ph&iacute; đầu tư cao, y&ecirc;u cầu người vận h&agrave;nh c&oacute; chuy&ecirc;n m&ocirc;n tốt.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Chi ph&iacute; vận h&agrave;nh (pin, phụ kiện, bảo tr&igrave;) lớn hơn c&aacute;c d&ograve;ng thấp.</span></span></li>
</ul>
<strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Ph&ugrave; hợp:</span></span></strong><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">C&ocirc;ng tr&igrave;nh lớn: cầu, đường, hầm, metro.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Dự &aacute;n hạ tầng quy m&ocirc; lớn, y&ecirc;u cầu độ tin cậy cao.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Quan trắc biến dạng, đo lặp ch&iacute;nh x&aacute;c d&agrave;i hạn.</span></span></li>
</ul>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">&gt; Với dự &aacute;n quy m&ocirc; lớn, Leica Nova l&agrave; &ldquo;xương sống&rdquo; về độ ch&iacute;nh x&aacute;c v&agrave; tự động h&oacute;a.<br />
&nbsp;</span></span>
<h2>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">4. M&aacute;y to&agrave;n đạc Leica MS &ndash; MultiStation (MS60)</span></span></h2>
<br />
<strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Ưu điểm:</span></span></strong><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kết hợp to&agrave;n đạc + qu&eacute;t 3D + GNSS trong một thiết bị.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Thu thập dữ liệu 3D d&agrave;y, nhanh, giảm nh&acirc;n lực.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Rất mạnh cho khảo s&aacute;t hiện trạng v&agrave; địa h&igrave;nh phức tạp.</span></span></li>
</ul>
<strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hạn chế:</span></span></strong><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Gi&aacute; rất cao.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Dữ liệu hậu xử l&yacute; phức tạp, cần kỹ năng chuy&ecirc;n s&acirc;u.</span></span></li>
</ul>
<strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Ph&ugrave; hợp:</span></span></strong><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Dự &aacute;n cần dữ liệu 3D chi tiết.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Quy hoạch, khảo s&aacute;t hạ tầng phức tạp.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">C&ocirc;ng t&aacute;c đo đạc + bản đồ + m&ocirc; h&igrave;nh số trong một workflow.</span></span></li>
</ul>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">&gt; MS l&agrave; giải ph&aacute;p cao cấp nhất cho b&agrave;i to&aacute;n 3D v&agrave; dữ liệu lớn.<br />
&nbsp;</span></span><br />
<h2>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">5. Gợi &yacute; chọn m&aacute;y to&agrave;n đạc điện tử Leica theo nhu cầu</span></span></h2>
<br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Khảo s&aacute;t đất đai, địa ch&iacute;nh, bản đồ nền &rarr; <em>Leica FlexLine</em> hoặc <em>TS (model cơ bản).</em></span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">X&acirc;y dựng d&acirc;n dụng, c&ocirc;ng tr&igrave;nh nhỏ &amp; vừa, bố tr&iacute; thiết kế &rarr; <em>Leica TS</em> hoặc <em>Nova</em> (t&ugrave;y y&ecirc;u cầu độ ch&iacute;nh x&aacute;c).</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">C&ocirc;ng tr&igrave;nh giao th&ocirc;ng, cầu hầm, hạ tầng phức tạp &rarr; <em>Leica Nova</em> hoặc <em>MS (MultiStation / Robot).</em></span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Khảo s&aacute;t địa h&igrave;nh phức tạp, cần dữ liệu 3D, đo nhanh nhiều điểm &rarr; <em>Leica MS &ndash; MultiStation.</em></span></span></li>
</ul>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>BẢNG SO S&Aacute;NH TH&Ocirc;NG SỐ LEICA FLEXLINE &ndash; TS &ndash; NOVA</strong></span></span><br />
<br />
<table border="0" cellpadding="0" cellspacing="3" style="width: 100%">
	<thead>
		<tr>
			<th style="text-align: left;">
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Ti&ecirc;u ch&iacute;</strong></span></span></th>
			<th style="text-align: left;">
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>TS03</strong></span></span></th>
			<th style="text-align: left;">
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>TS07</strong></span></span></th>
			<th style="text-align: left;">
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>TS10</strong></span></span></th>
			<th style="text-align: left;">
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>TS13</strong></span></span></th>
			<th style="text-align: left;">
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>TS20</strong></span></span></th>
			<th style="text-align: left;">
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Nova TM60</strong></span></span></th>
			<th style="text-align: left;">
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Nova TS60</strong></span></span></th>
			<th style="text-align: left;">
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Nova MS60</strong></span></span></th>
		</tr>
	</thead>
	<tbody>
		<tr>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Độ ch&iacute;nh x&aacute;c g&oacute;c</strong></span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">2&Prime;, 3&Prime;, 5&Prime;</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">1&Prime;, 2&Prime;, 3&Prime;, 5&Prime;</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">1&Prime;, 2&Prime;, 3&Prime;, 5&Prime;</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">1&Prime;, 2&Prime;, 3&Prime;, 5&Prime;</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">1&Prime;, 2&Prime;, 3&Prime;, 5&Prime;</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">0.5&Prime;, 1&Prime;</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">0.5&Prime;</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">1&Prime;</span></span></td>
		</tr>
		<tr>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Tầm đo lăng k&iacute;nh</strong></span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">0.9&ndash;3,500 m</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">0.9&ndash;3,500 m</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">0.9&ndash;3,500 m</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">0&ndash;3,500 m</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">0.8&ndash;10,000 m</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">0.9&ndash;3,500 m</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">0.9&ndash;3,500 m</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">1.5&ndash;10,000 m</span></span></td>
		</tr>
		<tr>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Độ ch&iacute;nh x&aacute;c đo gương</strong></span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">1 mm+1.5ppm</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">1 mm+1.5ppm</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">1 mm+1.5ppm</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">1 mm+1.5 ppm</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>1 mm+1 ppm</strong></span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">1 mm+1.5 ppm</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>0.6 mm+1ppm</strong></span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">1 mm+1.5ppm</span></span></td>
		</tr>
		<tr>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Tầm đo kh&ocirc;ng gương</strong></span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">500&ndash;5,000 m</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">500&ndash;5,000 m</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">500&ndash;5,000 m</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">500&ndash;5,000 m</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">800 m (R800) / 1,600 m (R1600)</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">500&ndash;5,000 m</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">500&ndash;5,000 m</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">2,000 m</span></span></td>
		</tr>
		<tr>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Độ ch&iacute;nh x&aacute;c kh&ocirc;ng gương</strong></span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">2 mm 2 ppm</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">2 mm+2 ppm</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">2 mm+2 ppm</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">2 mm+2 ppm</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">2 mm+2 ppm</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">2 mm+2 ppm</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">2 mm+2 ppm</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">2 mm+2 ppm</span></span></td>
		</tr>
		<tr>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>M&agrave;n h&igrave;nh</strong></span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">3.5&Prime; đơn sắc</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">3.5&Prime; m&agrave;u</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">5&Prime; WVGA</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">5&Prime; WVGA (tuỳ chọn)</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">5&Prime; WVGA cảm ứng</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">5&Prime; WVGA cảm ứng</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">5&Prime; WVGA cảm ứng</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">5&Prime; WVGA cảm ứng</span></span></td>
		</tr>
		<tr>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Kết nối c&oacute; d&acirc;y</strong></span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">RS232 / SD / USB</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">RS232 / SD / USB</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">RS232 / SD / USB</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">RS232 / SD / USB</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">Ethernet / USB-C</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">RS232 / SD / USB</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">RS232 / SD / USB</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">RS232 / SD / USB</span></span></td>
		</tr>
		<tr>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Bluetooth / WLAN</strong></span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔(tay cầm radio)</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔(tay cầm radio)</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔(tay cầm radio)</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔(tay cầm radio)</span></span></td>
		</tr>
		<tr>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Dữ liệu di động (4G)</strong></span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td>
		</tr>
		<tr>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>AutoHeight</strong></span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
		</tr>
		<tr>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Camera tổng quan</strong></span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
		</tr>
		<tr>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Camera k&iacute;nh ngắm</strong></span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
		</tr>
		<tr>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>SmartStation GNSS</strong></span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
		</tr>
		<tr>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Ti&ecirc;u ch&iacute;</strong></span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">TS03</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">TS07</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">TS10</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">TS13</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">TS20</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">Nova TM60</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">Nova TS60</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">Nova MS60</span></span></td>
		</tr>
		<tr>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Độ ch&iacute;nh x&aacute;c g&oacute;c</strong></span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">2&Prime;, 3&Prime;, 5&Prime;</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">1&Prime;, 2&Prime;, 3&Prime;, 5&Prime;</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">1&Prime;, 2&Prime;, 3&Prime;, 5&Prime;</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">1&Prime;, 2&Prime;, 3&Prime;, 5&Prime;</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">1&Prime;, 2&Prime;, 3&Prime;, 5&Prime;</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">0.5&Prime;, 1&Prime;</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">0.5&Prime;</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">1&Prime;</span></span></td>
		</tr>
		<tr>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Tầm đo lăng k&iacute;nh</strong></span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">0.9&ndash;3,500 m</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">0.9&ndash;3,500 m</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">0.9&ndash;3,500 m</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">0&ndash;3,500 m</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">0.8&ndash;10,000 m</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">0.9&ndash;3,500 m</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">0.9&ndash;3,500 m</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">1.5&ndash;10,000 m</span></span></td>
		</tr>
		<tr>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Độ ch&iacute;nh x&aacute;c đo gương</strong></span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">1 mm + 1.5 ppm</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">1 mm + 1.5 ppm</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">1 mm + 1.5 ppm</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">1 mm + 1.5 ppm</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">1 mm + 1 ppm</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">1 mm + 1.5 ppm</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">0.6 mm + 1 ppm</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">1 mm + 1.5 ppm</span></span></td>
		</tr>
		<tr>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Tầm đo kh&ocirc;ng gương</strong></span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">500&ndash;5,000 m</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">500&ndash;5,000 m</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">500&ndash;5,000 m</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">500&ndash;5,000 m</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">800 m (R800) / 1,600 m (R1600)</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">500&ndash;5,000 m</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">500&ndash;5,000 m</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">2,000 m</span></span></td>
		</tr>
		<tr>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Độ ch&iacute;nh x&aacute;c kh&ocirc;ng gương</strong></span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">2 mm + 2 ppm</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">2 mm + 2 ppm</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">2 mm + 2 ppm</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">2 mm + 2 ppm</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">2 mm + 2 ppm</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">2 mm + 2 ppm</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">2 mm + 2 ppm</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">2 mm + 2 ppm</span></span></td>
		</tr>
		<tr>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>M&agrave;n h&igrave;nh</strong></span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">3.5&Prime; đơn sắc</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">3.5&Prime; m&agrave;u</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">5&Prime; WVGA</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">5&Prime; WVGA (tuỳchọn)</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">5&Prime; WVGA cảm ứng</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">5&Prime; WVGA cảm ứng</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">5&Prime; WVGA cảm ứng</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">5&Prime; WVGA cảm ứng</span></span></td>
		</tr>
		<tr>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Kết nối c&oacute; d&acirc;y</strong></span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">RS232 / SD / USB</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">RS232 / SD / USB</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">RS232 / SD / USB</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">RS232 / SD / USB</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">Ethernet / USB-C</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">RS232 / SD / USB</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">RS232 / SD / USB</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">RS232 / SD / USB</span></span></td>
		</tr>
		<tr>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Bluetooth / WLAN</strong></span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔ (tay cầm radio)</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔ (tay cầm radio)</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔ (tay cầm radio)</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔ (tay cầm radio)</span></span></td>
		</tr>
		<tr>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Dữ liệu di động (4G)</strong></span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td>
		</tr>
		<tr>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>AutoHeight</strong></span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
		</tr>
		<tr>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Camera tổng quan</strong></span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
		</tr>
		<tr>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Camera k&iacute;nh ngắm</strong></span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
		</tr>
		<tr>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>SmartStation GNSS</strong></span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
		</tr>
		<tr>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Động cơ (Robot)</strong></span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">DC Motor</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">Brushless Direct Drives</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">Piezo drives</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">Piezo drives</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">Piezo drives</span></span></td>
		</tr>
		<tr>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>ATR / Tracking</strong></span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔ (R1000)</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">AI-powered ATR</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
		</tr>
		<tr>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Prism Fast Search</strong></span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
		</tr>
		<tr>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Scanning 3D</strong></span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔ (30,000 pts/s)</span></span></td>
		</tr>
		<tr>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Điều khiển từ xa</strong></span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
		</tr>
		<tr>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Hỗ trợ AP20</strong></span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">AP20 ID</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">AP20 ID + AutoPole</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
		</tr>
		<tr>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Hệ điều h&agrave;nh</strong></span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">FlexField</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">FlexField</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">FlexField</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">Captivate</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">Captivate (Loc8 / GeoCloud Protect)</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">Captivate</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">Captivate</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">Captivate</span></span></td>
		</tr>
		<tr>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Thời lượng pin</strong></span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">~30 h</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">~30 h</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">~30 h</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">8&ndash;19 h</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">~5 h</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">~8 h</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">~9 h</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">~9 h</span></span></td>
		</tr>
		<tr>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Trọng lượng</strong></span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">4.3 kg</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">4.3 kg</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">4.4 kg</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">4.8 kg</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">5.0 kg</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">7.2 kg</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">7.3 kg</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">7.6 kg</span></span></td>
		</tr>
	</tbody>
</table>
<p>
	&nbsp;</p>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/so-sanh-may-toan-dac-dien-tu-leica-FlexLine-TS-Nova-MS.jpg" style="width: 800px; height: 463px;" /></span></span>
<h2>
	<br />
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">6. C&acirc;u hỏi thường gặp về m&aacute;y to&agrave;n đạc Leica (FAQ)</span></span></h2>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">6.1 M&aacute;y to&agrave;n đạc Leica FlexLine c&oacute; đủ d&ugrave;ng cho địa ch&iacute;nh kh&ocirc;ng?<br />
&rarr; C&oacute;. Với đo địa ch&iacute;nh v&agrave; bản đồ nền, FlexLine đ&aacute;p ứng tốt v&agrave; tiết kiệm chi ph&iacute;.<br />
<br />
6.2 Khi n&agrave;o n&ecirc;n chọn TS thay v&igrave; FlexLine?<br />
&rarr; Khi cần độ ch&iacute;nh x&aacute;c cao hơn, thao t&aacute;c nhanh hơn v&agrave; giảm nh&acirc;n lực.<br />
<br />
6.3 Leica Nova c&oacute; ph&ugrave; hợp c&ocirc;ng tr&igrave;nh d&acirc;n dụng kh&ocirc;ng?<br />
&rarr; Ph&ugrave; hợp nếu c&ocirc;ng tr&igrave;nh y&ecirc;u cầu độ ch&iacute;nh x&aacute;c rất cao hoặc quan trắc.<br />
<br />
6.4 MultiStation MS60 c&oacute; thay thế m&aacute;y qu&eacute;t laser kh&ocirc;ng?<br />
&rarr; MS60 kh&ocirc;ng thay thế ho&agrave;n to&agrave;n TLS chuy&ecirc;n dụng, nhưng rất hiệu quả cho khảo s&aacute;t 3D kết hợp đo to&agrave;n đạc.<br />
&nbsp;<br />
&gt;&gt;&gt; <u><strong>Tổng kết:</strong></u></span></span><br />
<br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đo khảo s&aacute;t cơ bản&rarr; <em>FlexLine l&agrave; đủ.</em></span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">C&acirc;n bằng giữa ch&iacute;nh x&aacute;c &amp; tiện lợi&rarr; <em>TS l&agrave; lựa chọn hợp l&yacute;.</em></span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">C&ocirc;ng tr&igrave;nh lớn, y&ecirc;u cầu cao&rarr; <em>Nova hoặc MS.</em></span></span></li>
</ul>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Li&ecirc;n hệ <a href="https://tracdiathanhdat.vn/"><strong>Trắc Địa Th&agrave;nh Đạt </strong></a>để được tư vấn chọn m&aacute;y to&agrave;n đạc Leica ph&ugrave; hợp đ&uacute;ng c&ocirc;ng tr&igrave;nh &ndash; đ&uacute;ng ng&acirc;n s&aacute;ch &ndash; đ&uacute;ng nhu cầu thực tế tại Việt Nam!<br />
&nbsp;</span></span>',
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			'shortdes' => '<span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">Cập nhật firmware RTK qua Web UI &ndash; Hướng dẫn chi tiết &amp; lưu &yacute; kỹ thuật</span><br />
',
			'content' => '<em><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trong qu&aacute; tr&igrave;nh sử dụng m&aacute;y GNSS RTK, việc cập nhật firmware bộ thu GNSS đ&oacute;ng vai tr&ograve; đặc biệt quan trọng nhằm:</span></span></em><br />
<ul>
	<li>
		<em><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tối ưu khả năng FIX v&agrave; độ ổn định khi đo RTK</span></span></em></li>
	<li>
		<em><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Khắc phục c&aacute;c lỗi tồn tại trong firmware cũ</span></span></em></li>
	<li>
		<em><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Bổ sung hoặc cải thiện c&aacute;c t&iacute;nh năng mới như IMU, radio, AR, giao tiếp dữ liệu&hellip;</span></span></em></li>
</ul>
<br />
<em><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tuy nhi&ecirc;n, cập nhật firmware KH&Ocirc;NG phải l&agrave; cập nhật ứng dụng Android (APK), m&agrave; l&agrave; n&acirc;ng cấp hệ thống điều khiển l&otilde;i của bộ thu GNSS, t&aacute;c động trực tiếp đến khả năng định vị v&agrave; hoạt động RTK. Nếu thực hiện kh&ocirc;ng đ&uacute;ng quy tr&igrave;nh hoặc sử dụng firmware kh&ocirc;ng ph&ugrave; hợp, thiết bị c&oacute; thể ph&aacute;t sinh c&aacute;c lỗi nghi&ecirc;m trọng như mất FIX, treo hệ thống, kh&ocirc;ng khởi động hoặc kh&ocirc;ng thể kết nối RTK.<br />
<br />
Hiện nay, nhiều d&ograve;ng m&aacute;y RTK đ&atilde; hỗ trợ cập nhật firmware th&ocirc;ng qua Web UI &ndash; giao diện quản l&yacute; nội bộ cho ph&eacute;p truy cập trực tiếp bằng tr&igrave;nh duyệt web. Phần nội dung dưới đ&acirc;y tổng hợp c&aacute;ch c&aacute;c h&atilde;ng GNSS phổ biến triển khai Web UI, quy tr&igrave;nh cập nhật firmware, đồng thời hướng dẫn kết nối v&agrave; sử dụng Web UI một c&aacute;ch an to&agrave;n, đ&uacute;ng kỹ thuật.<br />
&nbsp;</span></span></em>
<h2>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">1. Web UI trong m&aacute;y RTK GNSS l&agrave; g&igrave;?</span></span></h2>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Web UI (Web-based User Interface) l&agrave; giao diện quản l&yacute; nội bộ của bộ thu RTK, cho ph&eacute;p người d&ugrave;ng:</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kết nối trực tiếp với thiết bị qua WiFi hoặc mạng LAN</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Truy cập bằng tr&igrave;nh duyệt web (Chrome, Edge, Safari&hellip;)</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Xem th&ocirc;ng tin thiết bị v&agrave; trạng th&aacute;i GNSS</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Cấu h&igrave;nh c&aacute;c tham số hệ thống</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Cập nhật firmware bộ thu GNSS</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tải dữ liệu đo, dữ liệu th&ocirc; v&agrave; nhật k&yacute; hệ thống</span></span></li>
</ul>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Web UI mang lại sự tiện lợi lớn trong m&ocirc;i trường hiện trường, tuy nhi&ecirc;n cũng tiềm ẩn rủi ro nếu người d&ugrave;ng kh&ocirc;ng hiểu r&otilde; c&aacute;ch triển khai Web UI của từng h&atilde;ng GNSS.<br />
&nbsp;</span></span>
<h2>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">2. Cập nhật Firmware RTK qua Web UI theo từng h&atilde;ng GNSS</span></span></h2>
<br />
<h3>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">2.1. eFix GNSS &ndash; Web UI trong hệ sinh th&aacute;i Android</span></span></h3>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Web UI của eFix GNSS cho ph&eacute;p:</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kiểm tra th&ocirc;ng tin thiết bị (model, serial, firmware)</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Theo d&otilde;i trạng th&aacute;i GNSS</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Thực hiện cập nhật firmware bộ thu</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">C&aacute;ch truy cập Web UI eFix</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kết nối WiFi do bộ thu eFix ph&aacute;t</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Mở tr&igrave;nh duyệt v&agrave; truy cập IP mặc định của thiết bị</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">LƯU &Yacute;: Firmware eFix phụ thuộc rất chặt v&agrave;o model v&agrave; đời mainboard. Việc c&agrave;i sai firmware c&oacute; thể khiến m&aacute;y kh&ocirc;ng boot được hoặc hoạt động kh&ocirc;ng ổn định.<br />
<em>(Nguồn tham khảo: eFix GNSS &ndash; Firmware &amp; User Guidance ch&iacute;nh h&atilde;ng).</em><br />
&nbsp;</span></span>
<h3>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">2.2. Meridian GNSS &ndash; Web UI trực quan với IP mặc định</span></span></h3>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Meridian GNSS t&iacute;ch hợp Web UI nội bộ cho ph&eacute;p:</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Xem th&ocirc;ng tin thiết bị v&agrave; trạng th&aacute;i GNSS</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Cấu h&igrave;nh c&aacute;c tham số cơ bản</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Cập nhật firmware trực tiếp qua Web UI</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">C&aacute;ch truy cập</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kết nối WiFi do bộ thu ph&aacute;t</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Mở tr&igrave;nh duyệt v&agrave; nhập:&nbsp;http://192.168.10.1</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">&gt; Khuyến nghị: Chỉ sử dụng firmware ch&iacute;nh h&atilde;ng từ nh&agrave; sản xuất hoặc đại l&yacute; ủy quyền để đảm bảo t&iacute;nh tương th&iacute;ch v&agrave; ổn định l&acirc;u d&agrave;i.<br />
&nbsp;</span></span>
<h3>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">2.3. eSurvey / SurPad &ndash; Cập nhật firmware qua Web UI</span></span></h3>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tr&ecirc;n c&aacute;c bộ thu RTK eSurvey, Web UI (kết hợp với hệ thống SurPad / E-Survey) cho ph&eacute;p:</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kiểm tra trạng th&aacute;i GNSS</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Thiết lập c&aacute;c tham số cơ bản</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Cập nhật firmware từ tab &ldquo;Management&rdquo;</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Người d&ugrave;ng truy cập Web UI bằng c&aacute;ch kết nối WiFi bộ thu v&agrave; mở tr&igrave;nh duyệt tương tự c&aacute;c h&atilde;ng kh&aacute;c.<br />
<em>(Nguồn tham khảo: Hướng dẫn sử dụng Web UI tr&ecirc;n m&aacute;y RTK eSurvey).</em><br />
&nbsp;</span></span>
<h3>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">2.4. GeoMate GNSS &ndash; Web UI c&oacute; nhưng cần thận trọng</span></span></h3>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Với GeoMate GNSS, Web UI chủ yếu d&ugrave;ng để:</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Quản l&yacute; thiết bị</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Cấu h&igrave;nh cơ bản hệ thống</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hiện c&aacute;c t&agrave;i liệu c&ocirc;ng bố chưa m&ocirc; tả chi tiết quy tr&igrave;nh cập nhật firmware trực tiếp qua Web UI.<br />
<br />
&gt; Khuyến nghị khi cập nhật firmware GeoMate:</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Chỉ tải firmware từ nguồn ch&iacute;nh h&atilde;ng</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kiểm tra ch&iacute;nh x&aacute;c model + phi&ecirc;n bản firmware hiện tại trước khi c&agrave;i đặt</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">&nbsp;</span></span>
<h3>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">2.5. Trimble &ndash; Web UI c&oacute; kiểm so&aacute;t chặt từ h&atilde;ng</span></span></h3>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trimble hỗ trợ cập nhật firmware GNSS qua Web UI ch&iacute;nh thức, với quy tr&igrave;nh r&otilde; r&agrave;ng:</span></span><br />
<ol>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Truy cập Web UI của bộ thu</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Chọn Firmware &rarr; Install New Firmware</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Chọn file firmware tải từ trang hỗ trợ Trimble</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">C&agrave;i đặt v&agrave; khởi động lại thiết bị</span></span></li>
</ol>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trimble kiểm so&aacute;t firmware theo model v&agrave; serial, gi&uacute;p giảm nguy cơ c&agrave;i sai.<br />
<em>(Nguồn tham khảo: Trimble Receiver Help Portal).</em><br />
&nbsp;</span></span>
<h3>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">2.6. Leica Geosystems &ndash; Hạn chế Web UI, ưu ti&ecirc;n quy tr&igrave;nh chuẩn</span></span></h3>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kh&aacute;c với nhiều h&atilde;ng kh&aacute;c, Leica Geosystems kh&ocirc;ng khuyến kh&iacute;ch cập nhật firmware trực tiếp qua Web UI. Thay v&agrave;o đ&oacute;:</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Firmware đi k&egrave;m Captivate Release Notes</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Cập nhật theo quy tr&igrave;nh ch&iacute;nh h&atilde;ng (qua thẻ SD hoặc bộ điều khiển)</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><em>Nguồn tham khảo: Leica Captivate Manual &amp; Release Notes.</em><br />
&nbsp;</span></span>
<h2>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">3. Kết nối m&aacute;y t&iacute;nh, điện thoại, m&aacute;y t&iacute;nh bảng với m&aacute;y RTK qua Web UI</span></span></h2>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hầu hết c&aacute;c bộ thu GNSS RTK hiện đại đều hoạt động như một điểm ph&aacute;t WiFi nội bộ (WiFi Hotspot). Người d&ugrave;ng c&oacute; thể kết nối bằng PC, điện thoại hoặc m&aacute;y t&iacute;nh bảng để truy cập Web UI m&agrave; kh&ocirc;ng cần c&agrave;i th&ecirc;m phần mềm.<br />
<br />
C&aacute;c bước truy cập Web UI (v&iacute; dụ tr&ecirc;n PC)</span></span><br />
<br />
<ol>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kết nối WiFi do bộ thu RTK ph&aacute;t:&nbsp;T&ecirc;n WiFi thường l&agrave; Serial Number (SN)</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Mở tr&igrave;nh duyệt web</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Nhập địa chỉ:&nbsp;http://192.168.10.1</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đăng nhập Web UI:&nbsp;Mật khẩu mặc định: password (c&oacute; thể thay đổi).</span></span></li>
</ol>
<h2>
	<br />
	<span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">4. C&aacute;c chức năng ch&iacute;nh trong Web UI của m&aacute;y RTK </span></h2>
<p>
	<em><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">(Dựa tr&ecirc;n&nbsp;</span><span style="font-size: 12px;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">giao diện Web UI d&ograve;ng m&aacute;y RTK của h&atilde;ng eSurvey v&agrave; c&aacute;c d&ograve;ng m&aacute;y tương tự</span></span>)</span></em></p>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">4.1 Tab Position &ndash; Định vị &amp; trạng th&aacute;i GNSS</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Chế độ l&agrave;m việc: Base / Rover / Static</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tọa độ (kinh, vĩ, cao độ)</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trạng th&aacute;i nghiệm: Fix / Float / Single</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Số vệ tinh theo d&otilde;i</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">PDOP, HDOP, TDOP, HRMS, VRMS</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Giờ địa phương &amp; m&uacute;i giờ</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Bắt đầu / dừng ghi dữ liệu đo tĩnh</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/tab-position1.jpg" style="width: 600px; height: 405px;" /></span></span><br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">4.2 Tab Data Link &ndash; Li&ecirc;n kết dữ liệu</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Bluetooth</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Radio</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Network / SIM</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/tab-position-1.jpg" style="width: 600px; height: 405px;" /><br />
4.3 Tab Satellites &ndash; Vệ tinh</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Quan s&aacute;t số vệ tinh</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Ph&acirc;n bố vệ tinh theo hệ</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Thiết lập g&oacute;c ngưỡng vệ tinh</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/tab-ve-tinh 3.jpg" style="width: 600px; height: 407px;" /><br />
4.4 Tab Information &ndash; Th&ocirc;ng tin thiết bị</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">GNSS receiver, anten</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Mainboard</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">UHF, Network module</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/tab-thong-tin 4.jpg" style="width: 600px; height: 404px;" /><br />
4.5 Tab Working Mode &ndash; Chế độ l&agrave;m việc</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Chọn Base / Rover / Static</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Phương thức kết nối tương ứng</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/tab-thiet-lap-che-do-lam-viec 5.jpg" style="width: 600px; height: 407px;" /><br />
4.6 Tab Satellite Settings &ndash; Thiết lập thu vệ tinh</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">GPS, GLONASS, BeiDou, Galileo, SBAS, QZSS</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">RTK timeout</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Chế độ FIX ch&iacute;nh x&aacute;c cao</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/tab-satellite-setting 6.jpg" style="width: 600px; height: 403px;" /><br />
4.7 Tab Device Configuration &ndash; Cấu h&igrave;nh thiết bị</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Time zone</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">IMU output</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Baud rate cổng serial</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">&Acirc;m thanh, cảnh b&aacute;o Base</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Bộ nhớ, debug</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tự động bật/tắt nguồn</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Chia sẻ Internet qua WiFi hotspot</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/tab-device-configuration 7.jpg" style="width: 600px; height: 403px;" /><br />
4.8 Tab NMEA Message &ndash; Dữ liệu NMEA</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Cấu h&igrave;nh NMEA qua Bluetooth / cổng 5-pin</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">GNSS PPP output</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Ghi NMEA</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/tab-nmea-message8.jpg" style="width: 600px; height: 403px;" /><br />
4.9 Tab View Log &ndash; Nhật k&yacute;</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Xem &amp; tải log ứng dụng, log hệ điều h&agrave;nh</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/tab-view-log 9.jpg" style="width: 600px; height: 403px;" /><br />
4.10 Tab Raw Data &ndash; Dữ liệu th&ocirc;</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tải raw GNSS</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Chuyển đổi RINEX</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tải nhiều file</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/tab-raw-data 10.jpg" style="width: 600px; height: 403px;" /><br />
4.11 Tab Backup Data &ndash; Sao lưu</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tải hoặc x&oacute;a dữ liệu điểm</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/tab-backup-data 11.jpg" style="width: 600px; height: 403px;" /><br />
4.12 Tab Management &ndash; Quản l&yacute; thiết bị</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">C&agrave;i đặt firmware mới</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đăng k&yacute; thiết bị / GNSS</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Thiết lập bảo mật</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Định dạng bộ nhớ</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tự kiểm tra</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kh&ocirc;i phục c&agrave;i đặt gốc</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Khởi động lại bộ thu</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">&nbsp;<img alt="" src="/admin/webroot/upload/image/images/tab-management 12.jpg" style="width: 600px; height: 403px;" /><br />
<br />
&gt;&gt;&gt; Việc cập nhật firmware th&ocirc;ng qua Web UI t&aacute;c động trực tiếp đến hệ thống l&otilde;i của bộ thu GNSS. Người d&ugrave;ng chỉ n&ecirc;n thực hiện khi đ&atilde; x&aacute;c định đ&uacute;ng model, đ&uacute;ng firmware v&agrave; đ&uacute;ng quy tr&igrave;nh của nh&agrave; sản xuất.<br />
Cập nhật firmware đ&uacute;ng c&aacute;ch &ndash; đ&uacute;ng nguồn &ndash; đ&uacute;ng thời điểm sẽ gi&uacute;p hệ thống RTK hoạt động ổn định, tối ưu khả năng FIX v&agrave; hạn chế tối đa rủi ro ngo&agrave;i thực tế.<br />
&nbsp;</span></span><br />
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			'title_seo' => 'tin tức trắc địa, cập nhật xu hướng đo đạc mới, công nghệ đo đạc, thiết bị đo đạc hiện đại, mẹo kỹ thuật trắc địa, sai số đo đạc, hệ tọa độ VN-2000, GNSS, RTK, GPS trắc địa, phần mềm trắc địa, phần mềm GIS, SurPad, LandStar, Magnet Field, Leica Captivate, Trimble Access',
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	(int) 7 => array(
		'Post' => array(
			'id' => '795',
			'name' => 'MÚI CHIẾU 3° VÀ 6° TRONG HỆ TỌA ĐỘ VN-2000',
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			'shortdes' => '<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">M&uacute;i chiếu 3&deg; v&agrave; 6&deg; trong hệ tọa độ VN-2000&nbsp;<br />
<em>(G&oacute;c nh&igrave;n theo Th&ocirc;ng tư 973/2001/TT-TCĐC)</em></span></span>',
			'content' => '<em><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trong lĩnh vực trắc địa, GIS v&agrave; x&acirc;y dựng, việc lựa chọn v&agrave; sử dụng m&uacute;i chiếu bản đồ c&oacute; ảnh hưởng trực tiếp đến độ ch&iacute;nh x&aacute;c h&igrave;nh học, sai số biến dạng v&agrave; t&iacute;nh ph&aacute;p l&yacute; của dữ liệu kh&ocirc;ng gian.&nbsp;Trong thực tế, c&aacute;c kh&aacute;i niệm m&uacute;i chiếu 3&deg;, m&uacute;i chiếu 6&deg;, UTM v&agrave; VN-2000 đ&ocirc;i khi bị sử dụng chưa thống nhất, dẫn đến nhầm lẫn trong &aacute;p dụng v&agrave; trao đổi kỹ thuật.<br />
<br />
B&agrave;i viết n&agrave;y tr&igrave;nh b&agrave;y v&agrave; l&agrave;m r&otilde; vấn đề m&uacute;i chiếu 3&deg; v&agrave; 6&deg; trong hệ tọa độ quốc gia VN-2000, dựa tr&ecirc;n Th&ocirc;ng tư 973/2001/TT-TCĐC v&agrave; bản chất của ph&eacute;p chiếu Transverse Mercator, nhằm gi&uacute;p người sử dụng hiểu đ&uacute;ng v&agrave; &aacute;p dụng ph&ugrave; hợp trong từng b&agrave;i to&aacute;n cụ thể.<br />
&nbsp;</span></span></em>
<h2>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">1. M&uacute;i chiếu bản đồ l&agrave; g&igrave;?</span></span></h2>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">M&uacute;i chiếu bản đồ l&agrave; phần bề mặt Tr&aacute;i Đất được giới hạn bởi hai đường kinh tuyến, được biểu diễn l&ecirc;n mặt phẳng th&ocirc;ng qua một ph&eacute;p chiếu bản đồ x&aacute;c định.<br />
<br />
Việc chia bề mặt Tr&aacute;i Đất th&agrave;nh c&aacute;c m&uacute;i chiếu gi&uacute;p:</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Giảm sai số biến dạng khi chiếu từ mặt cong sang mặt phẳng,</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Thuận tiện cho đo đạc, t&iacute;nh to&aacute;n v&agrave; th&agrave;nh lập bản đồ,</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Ph&ugrave; hợp với từng quy m&ocirc; v&agrave; mục đ&iacute;ch sử dụng kh&aacute;c nhau.</span></span></li>
</ul>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trong thực tế trắc địa v&agrave; bản đồ học, ph&eacute;p chiếu h&igrave;nh trụ ngang đồng g&oacute;c (Transverse Mercator) l&agrave; một trong những ph&eacute;p chiếu được sử dụng phổ biến nhất, đặc biệt đối với c&aacute;c m&uacute;i chiếu 3&deg; v&agrave; 6&deg;.<br />
&nbsp;</span></span>
<h2>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">2. Quy định về m&uacute;i chiếu trong hệ tọa độ VN-2000</span></span></h2>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Theo Th&ocirc;ng tư 973/2001/TT-TCĐC của Tổng cục Địa ch&iacute;nh, khi &aacute;p dụng Hệ quy chiếu v&agrave; Hệ tọa độ quốc gia VN-2000:&nbsp;<em>&ldquo;Hệ tọa độ quốc gia VN-2000 được x&acirc;y dựng tr&ecirc;n ph&eacute;p chiếu h&igrave;nh trụ ngang đồng g&oacute;c (Transverse Mercator) v&agrave; cho ph&eacute;p &aacute;p dụng c&aacute;c m&uacute;i chiếu 3&deg; hoặc 6&deg; t&ugrave;y theo mục đ&iacute;ch v&agrave; quy m&ocirc; bản đồ.&rdquo;</em><br />
<br />
Từ quy định n&agrave;y c&oacute; thể khẳng định:</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hệ tọa độ VN-2000 cho ph&eacute;p sử dụng cả m&uacute;i chiếu 3&deg; v&agrave; m&uacute;i chiếu 6&deg;,</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Việc lựa chọn m&uacute;i chiếu kh&ocirc;ng mang t&iacute;nh t&ugrave;y tiện, m&agrave; phải ph&ugrave; hợp với mục đ&iacute;ch sử dụng v&agrave; quy m&ocirc; bản đồ.</span></span></li>
</ul>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trong thực tế trắc địa v&agrave; bản đồ học, ph&eacute;p chiếu h&igrave;nh trụ ngang đồng g&oacute;c (Transverse Mercator) l&agrave; một trong những ph&eacute;p chiếu được sử dụng phổ biến nhất, đặc biệt đối với c&aacute;c m&uacute;i chiếu 3&deg; v&agrave; 6&deg;.</span></span>
<h2>
	<br />
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">3. M&uacute;i chiếu 6&deg; (UTM) &ndash; Phạm vi khu vực v&agrave; li&ecirc;n tỉnh</span></span></h2>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">M&uacute;i chiếu 6&deg; c&oacute; bề rộng 6 độ kinh độ, thường được biết đến rộng r&atilde;i th&ocirc;ng qua hệ thống UTM (Universal Transverse Mercator).<br />
<br />
3.1 Đặc điểm ch&iacute;nh</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Phủ diện t&iacute;ch rộng,</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Thuận lợi cho c&aacute;c b&agrave;i to&aacute;n bản đồ v&agrave; GIS quy m&ocirc; lớn,</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Sai số biến dạng tăng dần khi khoảng c&aacute;ch tới kinh tuyến trục tăng.</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">3.2 Phạm vi ứng dụng<br />
<br />
M&uacute;i chiếu 6&deg; ph&ugrave; hợp cho:</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Bản đồ quốc gia, v&ugrave;ng, li&ecirc;n tỉnh,</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">C&aacute;c hệ thống GIS tổng hợp,</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Quy hoạch kh&ocirc;ng gian, hạ tầng quy m&ocirc; lớn.</span></span></li>
</ul>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Lưu &yacute;: UTM kh&ocirc;ng phải l&agrave; một hệ tọa độ ri&ecirc;ng, m&agrave; l&agrave; c&aacute;ch tổ chức m&uacute;i chiếu 6&deg; của ph&eacute;p chiếu Transverse Mercator, thường được sử dụng c&ugrave;ng hệ quy chiếu WGS84 trong th&ocirc;ng lệ quốc tế.<br />
&nbsp;</span></span>
<p style="text-align: center;">
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/Utm-zones(1).jpg" style="width: 800px; height: 400px;" /></span></span></p>
<h2>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">4. M&uacute;i chiếu 3&deg; &ndash; Ti&ecirc;u chuẩn cho đo đạc ch&iacute;nh x&aacute;c</span></span></h2>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">M&uacute;i chiếu 3&deg; c&oacute; bề rộng hẹp hơn, gi&uacute;p giảm đ&aacute;ng kể sai số biến dạng so với m&uacute;i 6&deg;.<br />
<br />
4.1 Đặc điểm ch&iacute;nh</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Độ ch&iacute;nh x&aacute;c h&igrave;nh học cao,</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Biến dạng chiều d&agrave;i v&agrave; diện t&iacute;ch nhỏ,</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Ph&ugrave; hợp cho c&aacute;c b&agrave;i to&aacute;n y&ecirc;u cầu độ ch&iacute;nh x&aacute;c cao.</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">4.2 Phạm vi ứng dụng<br />
<br />
Trong hệ tọa độ VN-2000, m&uacute;i chiếu 3&deg; thường được sử dụng cho:</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đo vẽ địa ch&iacute;nh,</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Bản đồ tỷ lệ lớn,</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Bố tr&iacute; v&agrave; thi c&ocirc;ng c&ocirc;ng tr&igrave;nh,</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hồ sơ ph&aacute;p l&yacute; đất đai.</span></span></li>
</ul>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Khi sử dụng VN-2000, bắt buộc phải x&aacute;c định r&otilde; m&uacute;i chiếu v&agrave; kinh tuyến trục, v&igrave; đ&acirc;y l&agrave; tham số ph&aacute;p l&yacute; của hệ tọa độ, kh&ocirc;ng được mặc định như trong hệ UTM.<br />
&nbsp;</span></span><br />
<br />
<h2>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">5. Nhận định thực tế tại Việt Nam</span></span></h2>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trong thực tế đo đạc tại Việt Nam:</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">VN-2000 m&uacute;i chiếu 3&deg; l&agrave; lựa chọn chủ đạo cho c&ocirc;ng t&aacute;c địa ch&iacute;nh v&agrave; x&acirc;y dựng,</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">M&uacute;i chiếu 6&deg; (UTM) chủ yếu ph&ugrave; hợp cho bản đồ khu vực &ndash; v&ugrave;ng v&agrave; c&aacute;c b&agrave;i to&aacute;n GIS tổng hợp.</span></span></li>
</ul>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Việc sử dụng đ&uacute;ng m&uacute;i chiếu gi&uacute;p đảm bảo:</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Độ ch&iacute;nh x&aacute;c kỹ thuật,</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">T&iacute;nh thống nhất dữ liệu,</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Sự ph&ugrave; hợp với quy định ph&aacute;p l&yacute; hiện h&agrave;nh.</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">&nbsp;<br />
<strong>&gt;&gt;&gt; T&oacute;m lại:&nbsp;</strong></span></span><br />
<br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hệ tọa độ quốc gia VN-2000 cho ph&eacute;p sử dụng cả m&uacute;i chiếu 3&deg; v&agrave; 6&deg; theo Th&ocirc;ng tư 973/2001/TT-TCĐC.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">M&uacute;i chiếu 6&deg; (UTM) ph&ugrave; hợp cho bản đồ khu vực v&agrave; li&ecirc;n tỉnh.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">M&uacute;i chiếu 3&deg; được ưu ti&ecirc;n cho đo đạc ch&iacute;nh x&aacute;c, địa ch&iacute;nh v&agrave; c&ocirc;ng tr&igrave;nh.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">UTM l&agrave; c&aacute;ch tổ chức m&uacute;i chiếu, trong khi VN-2000 l&agrave; hệ tọa độ quốc gia &ndash; hai kh&aacute;i niệm n&agrave;y kh&ocirc;ng n&ecirc;n sử dụng thay thế cho nhau.</span></span></li>
</ul>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hiểu đ&uacute;ng v&agrave; sử dụng đ&uacute;ng m&uacute;i chiếu l&agrave; điều kiện quan trọng để đảm bảo độ ch&iacute;nh x&aacute;c kỹ thuật v&agrave; t&iacute;nh ph&aacute;p l&yacute; của mọi sản phẩm đo đạc v&agrave; bản đồ.<br />
&nbsp;<br />
<em>&gt;&gt;&gt; T&agrave;i liệu tham khảo:</em></span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><em>Th&ocirc;ng tư 973/2001/TT-TCĐC &ndash; Hướng dẫn &aacute;p dụng Hệ quy chiếu v&agrave; Hệ tọa độ quốc gia VN-2000</em></span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><em>T&agrave;i liệu chuy&ecirc;n ng&agrave;nh về ph&eacute;p chiếu Transverse Mercator / UTM</em></span></span></li>
</ul>
<p style="text-align: center;">
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><em><img alt="" src="/admin/webroot/upload/image/images/Kinh tuyến trục.jpg" style="width: 747px; height: 420px;" /></em></span></span></p>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">&nbsp;</span></span>',
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			'id' => '793',
			'name' => 'Tìm hiểu các phương pháp hiệu chỉnh GNSS ',
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			'shortdes' => '<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hiệu chỉnh GNSS l&agrave; yếu tố then chốt để đạt được định vị độ ch&iacute;nh x&aacute;c cao. T&iacute;n hiệu GNSS th&ocirc; (kh&ocirc;ng hiệu chỉnh) thường chỉ đạt độ ch&iacute;nh x&aacute;c khoảng 5&ndash;10 m&eacute;t, kh&ocirc;ng đ&aacute;p ứng y&ecirc;u cầu của c&aacute;c lĩnh vực như n&ocirc;ng nghiệp ch&iacute;nh x&aacute;c, trắc địa, robot tự h&agrave;nh, xe tự l&aacute;i,&hellip;&nbsp;Bằng c&aacute;ch t&iacute;nh to&aacute;n v&agrave; &aacute;p dụng c&aacute;c hiệu chỉnh sai số l&ecirc;n t&iacute;n hiệu GNSS, độ ch&iacute;nh x&aacute;c c&oacute; thể được cải thiện gấp 100 lần, đạt mức centimet.</span></span>',
			'content' => '<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><em>Hiệu chỉnh GNSS l&agrave; yếu tố then chốt để đạt được định vị độ ch&iacute;nh x&aacute;c cao. T&iacute;n hiệu GNSS th&ocirc; (kh&ocirc;ng hiệu chỉnh) thường chỉ đạt độ ch&iacute;nh x&aacute;c khoảng 5&ndash;10 m&eacute;t, kh&ocirc;ng đ&aacute;p ứng y&ecirc;u cầu của c&aacute;c lĩnh vực như n&ocirc;ng nghiệp ch&iacute;nh x&aacute;c, trắc địa, robot tự h&agrave;nh, xe tự l&aacute;i,&hellip;&nbsp;Bằng c&aacute;ch t&iacute;nh to&aacute;n v&agrave; &aacute;p dụng c&aacute;c hiệu chỉnh sai số l&ecirc;n t&iacute;n hiệu GNSS, độ ch&iacute;nh x&aacute;c c&oacute; thể được cải thiện gấp 100 lần, đạt mức centimet.</em><br />
<br />
B&agrave;i viết n&agrave;y tr&igrave;nh b&agrave;y c&aacute;c phương ph&aacute;p hiệu chỉnh GNSS ch&iacute;nh:</span></span><br />
<ul>
	<li>
		<strong><em><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">DGNSS (GNSS vi sai)</span></span></em></strong></li>
	<li>
		<strong><em><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">SBAS (Hệ thống tăng cường vệ tinh)</span></span></em></strong></li>
	<li>
		<strong><em><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">RTK (Động học thời gian thực)</span></span></em></strong></li>
	<li>
		<strong><em><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">PPP (Định vị điểm ch&iacute;nh x&aacute;c)</span></span></em></strong></li>
	<li>
		<strong><em><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">PPP-RTK</span></span></em></strong></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đồng thời ph&acirc;n t&iacute;ch đặc điểm, ưu nhược điểm v&agrave; phạm vi ứng dụng của từng phương ph&aacute;p, cũng như c&aacute;ch lựa chọn phương &aacute;n ph&ugrave; hợp.<br />
&nbsp;</span></span>
<p>
	<strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">GNSS định vị ti&ecirc;u chuẩn hoạt động như thế n&agrave;o?</span></span></strong><br />
	&nbsp;</p>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">T&iacute;n hiệu GNSS th&ocirc; từ mỗi vệ tinh mang một m&atilde; giả ngẫu nhi&ecirc;n (PRN), cung cấp ba th&ocirc;ng tin ch&iacute;nh:</span></span><br />
<ul>
	<li>
		<strong><em><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Ai: định danh vệ tinh.</span></span></em></strong></li>
	<li>
		<strong><em><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Ở đ&acirc;u: vị tr&iacute; quỹ đạo.</span></span></em></strong></li>
	<li>
		<strong><em><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Khi n&agrave;o: thời điểm ph&aacute;t t&iacute;n hiệu.</span></span></em></strong></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">M&aacute;y thu GNSS so s&aacute;nh m&atilde; PRN nhận được với m&atilde; PRN nội sinh của n&oacute; để x&aacute;c định thời gian truyền t&iacute;n hiệu, từ đ&oacute; t&iacute;nh ra khoảng c&aacute;ch giả (pseudorange). Khi c&oacute; khoảng c&aacute;ch đến &iacute;t nhất 4 vệ tinh, m&aacute;y thu c&oacute; thể x&aacute;c định vị tr&iacute; 3D của m&igrave;nh.<br />
<br />
T&iacute;n hiệu GNSS bị ảnh hưởng bởi nhiều nguồn sai số:</span></span><br />
<ul>
	<li>
		<em><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tầng điện ly &amp; đối lưu l&agrave;m chậm v&agrave; bẻ cong t&iacute;n hiệu.</span></span></em></li>
	<li>
		<em><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Sai số đồng hồ &amp; quỹ đạo vệ tinh.</span></span></em></li>
	<li>
		<em><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đa đường (multipath) do phản xạ từ nh&agrave; cửa, c&acirc;y cối.</span></span></em></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tổng sai số dẫn đến độ ch&iacute;nh x&aacute;c chỉ khoảng 5&ndash;10 m. Từ đ&acirc;y, c&aacute;c phương ph&aacute;p hiệu chỉnh GNSS ra đời để giảm v&agrave; loại bỏ c&aacute;c sai số n&agrave;y.<br />
&nbsp;</span></span>
<h2>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">1. Differential GNSS (DGNSS &ndash; GNSS vi sai)</span></span></h2>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Nguy&ecirc;n l&yacute;:</strong><br />
Định vị tương đối bằng c&aacute;ch so s&aacute;nh số liệu giữa m&aacute;y rover v&agrave; trạm tham chiếu c&oacute; tọa độ đ&atilde; biết ch&iacute;nh x&aacute;c.<br />
<br />
<strong>C&aacute;ch hoạt động:</strong></span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trạm base t&iacute;nh sai số pseudorange cho từng vệ tinh</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Ph&aacute;t c&aacute;c hiệu chỉnh n&agrave;y cho rover</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Rover &aacute;p dụng hiệu chỉnh để loại bỏ sai số chung</span></span></li>
</ul>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Độ ch&iacute;nh x&aacute;c</strong>: Dưới 1 m&eacute;t<br />
<br />
<strong>Ưu điểm</strong></span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Dễ triển khai</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Ti&ecirc;u thụ điện thấp</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Thời gian hội tụ nhanh</span></span></li>
</ul>
<br />
<strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Nhược điểm</span></span></strong><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Độ ch&iacute;nh x&aacute;c thấp hơn RTK/PPP</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Phụ thuộc khoảng c&aacute;ch đến trạm base</span></span></li>
</ul>
<br />
<strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Ứng dụng:&nbsp;</span></span></strong><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">H&agrave;ng hải, n</span><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">&ocirc;ng nghiệp mức cơ bản, t</span><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">hiết bị GNSS pin nhỏ.</span>
<p style="text-align: center;">
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">&nbsp;<img alt="" src="/admin/webroot/upload/image/images/GNSSCorrections-Types-SBAS-2-1024x683.jpg" style="width: 800px; height: 534px;" /></span></span></p>
<h2>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">2. SBAS &ndash; Hệ thống tăng cường vệ tinh</span></span></h2>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Nguy&ecirc;n l&yacute;</strong>:&nbsp;Tương tự DGNSS nhưng hiệu chỉnh được t</span></span><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">&iacute;nh to&aacute;n tập trung v&agrave; p</span><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">h&aacute;t qua vệ tinh địa tĩnh.</span><br />
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">V&iacute; dụ SBAS:</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">WAAS (Mỹ)</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">EGNOS (Ch&acirc;u &Acirc;u)</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">MSAS (Nhật Bản)</span></span></li>
</ul>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Độ ch&iacute;nh x&aacute;c</strong>: ~1&ndash;3 m<br />
<br />
<strong>Ưu điểm</strong></span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Miễn ph&iacute;</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Phủ rộng khu vực lớn</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kh&ocirc;ng cần base cục bộ</span></span></li>
</ul>
<br />
<strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Nhược điểm</span></span></strong><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Độ ch&iacute;nh x&aacute;c hạn chế</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kh&oacute; thu vệ tinh địa tĩnh ở đ&ocirc; thị / vĩ độ cao</span></span></li>
</ul>
<br />
<strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Ứng dụng:&nbsp;</span></span></strong><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">H&agrave;ng kh&ocirc;ng,&nbsp;</span><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">H&agrave;ng hải,&nbsp;</span><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">N&ocirc;ng nghiệp quy m&ocirc; lớn.</span>
<h2>
	<br />
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">3. RTK &ndash; Real-Time Kinematic</span></span></h2>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Nguy&ecirc;n l&yacute;:&nbsp;</strong>Sử dụng đo pha s&oacute;ng mang (carrier-phase) kết hợp hiệu chỉnh thời gian thực từ trạm base.<br />
<br />
<strong>Đặc điểm kỹ thuật:</strong></span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Bước s&oacute;ng L1 GPS &asymp; 19 cm</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Giải ẩn số nguy&ecirc;n (integer ambiguity)</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Sử dụng double differencing + thuật to&aacute;n LAMBDA</span></span></li>
</ul>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Độ ch&iacute;nh x&aacute;c</strong>: &nbsp;1&ndash;2 cm<br />
<br />
<strong>Thời gian fix</strong>: v&agrave;i gi&acirc;y<br />
<br />
<strong>Ưu điểm:&nbsp;</strong></span></span><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">Độ ch&iacute;nh x&aacute;c cao nhất, h</span><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">ội tụ cực nhanh</span><br />
<br />
<strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Nhược điểm</span></span></strong><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Phạm vi giới hạn (&asymp; 20&ndash;30 km)</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Cần kết nối ổn định (radio / NTRIP)</span></span></li>
</ul>
<br />
<strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Ứng dụng</span></span></strong><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trắc địa</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Thi c&ocirc;ng &ndash; stakeout</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Robot, UAV</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">N&ocirc;ng nghiệp ch&iacute;nh x&aacute;c</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">&nbsp;</span></span>
<h2>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">4. PPP &ndash; Precise Point Positioning</span></span></h2>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Nguy&ecirc;n l&yacute;</strong>: Định vị tuyệt đối bằng c&aacute;ch &aacute;p dụng:</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Quỹ đạo vệ tinh ch&iacute;nh x&aacute;c</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đồng hồ vệ tinh ch&iacute;nh x&aacute;c</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">M&ocirc; h&igrave;nh kh&iacute; quyển to&agrave;n cầu</span></span></li>
</ul>
<br />
<strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đặc điểm:</span></span></strong><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kh&ocirc;ng cần trạm base cục bộ</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hội tụ bằng c&aacute;ch tự giải ẩn số pha</span></span></li>
</ul>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Độ ch&iacute;nh x&aacute;c</strong>: cm (tĩnh)<br />
<br />
<strong>Thời gian hội tụ</strong>: 10&ndash;30 ph&uacute;t<br />
<br />
<strong>Ưu điểm</strong></span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Phủ to&agrave;n cầu</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Ph&ugrave; hợp v&ugrave;ng xa, biển khơi</span></span></li>
</ul>
<br />
<strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Nhược điểm</span></span></strong><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hội tụ chậm</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kh&ocirc;ng ph&ugrave; hợp ứng dụng cần real-time</span></span></li>
</ul>
<br />
<strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Ứng dụng</span></span></strong><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">H&agrave;ng hải &ndash; ngo&agrave;i khơi</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Khoa học &ndash; địa vật l&yacute;</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đo đạc khu vực hẻo l&aacute;nh</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">&nbsp;</span></span>
<h2>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">5. PPP-RTK &ndash; Phương ph&aacute;p lai hiện đại</span></span></h2>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Nguy&ecirc;n l&yacute;</strong>: L&agrave; sự kết hợp giữa:</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hiệu chỉnh vệ tinh ch&iacute;nh x&aacute;c của PPP</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hiệu chỉnh kh&iacute; quyển &amp; pha kiểu RTK</span></span></li>
</ul>
<br />
<strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">C&ocirc;ng nghệ cốt l&otilde;i:</span></span></strong><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">SSR (State Space Representation)</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Wide-lane ambiguity resolution (bước s&oacute;ng d&agrave;i &rarr; fix nhanh)</span></span></li>
</ul>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Độ ch&iacute;nh x&aacute;c</strong>: 3&ndash;7 cm<br />
<br />
<strong>Thời gian hội tụ</strong>: 10&ndash;30 gi&acirc;y<br />
<br />
<strong>Ưu điểm</strong></span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Nhanh hơn PPP</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Phủ rộng hơn RTK</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Mở rộng cho số lượng người d&ugrave;ng lớn</span></span></li>
</ul>
<br />
<strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Nhược điểm</span></span></strong><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Cần m&aacute;y GNSS đa tần hiện đại</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Độ ch&iacute;nh x&aacute;c thấp hơn RTK cự ly ngắn</span></span></li>
</ul>
<br />
<strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Ứng dụng</span></span></strong><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Xe tự l&aacute;i &ndash; ADAS</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">UAV</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Quản l&yacute; đội xe</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">N&ocirc;ng nghiệp th&ocirc;ng minh</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">&nbsp;<br />
<strong>BẢNG SO S&Aacute;NH&nbsp;</strong></span></span><br />
<br />
<table border="0" cellpadding="0" style="width: 100%">
	<thead>
		<tr>
			<th>
				<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Phương ph&aacute;p</span></span></th>
			<th>
				<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Độ ch&iacute;nh x&aacute;c</span></span></th>
			<th>
				<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Thời gian fix</span></span></th>
			<th>
				<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Phạm vi</span></span></th>
		</tr>
	</thead>
	<tbody>
		<tr>
			<td>
				<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">GNSS thường</span></span></td>
			<td>
				<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">5&ndash;10 m</span></span></td>
			<td>
				<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">V&agrave;i gi&acirc;y</span></span></td>
			<td>
				<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">To&agrave;n cầu</span></span></td>
		</tr>
		<tr>
			<td>
				<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">SBAS</span></span></td>
			<td>
				<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">1&ndash;3 m</span></span></td>
			<td>
				<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">~30 s</span></span></td>
			<td>
				<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Lục địa</span></span></td>
		</tr>
		<tr>
			<td>
				<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">DGNSS</span></span></td>
			<td>
				<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">&lt;1 m</span></span></td>
			<td>
				<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">5&ndash;20 s</span></span></td>
			<td>
				<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Cục bộ</span></span></td>
		</tr>
		<tr>
			<td>
				<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">PPP</span></span></td>
			<td>
				<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">~10 cm</span></span></td>
			<td>
				<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">10&ndash;30 ph&uacute;t</span></span></td>
			<td>
				<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">To&agrave;n cầu</span></span></td>
		</tr>
		<tr>
			<td>
				<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">PPP-RTK</span></span></td>
			<td>
				<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">3&ndash;7 cm</span></span></td>
			<td>
				<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">10&ndash;30 s</span></span></td>
			<td>
				<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Khu vực</span></span></td>
		</tr>
		<tr>
			<td>
				<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">RTK</span></span></td>
			<td>
				<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">1&ndash;2 cm</span></span></td>
			<td>
				<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">~5 s</span></span></td>
			<td>
				<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">&le;30 km</span></span></td>
		</tr>
	</tbody>
</table>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">&nbsp;<br />
&gt;&gt;&gt;&nbsp; Kh&ocirc;ng c&oacute; phương ph&aacute;p hiệu chỉnh GNSS n&agrave;o &ldquo;tốt nhất cho mọi trường hợp&rdquo;.&nbsp;Chỉ c&oacute; phương ph&aacute;p ph&ugrave; hợp nhất với y&ecirc;u cầu c&ocirc;ng việc:</span></span><br />
<br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Cần nhanh &ndash; ch&iacute;nh x&aacute;c tuyệt đối &rarr; RTK</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Cần phủ rộng &ndash; kh&ocirc;ng cần base &rarr; PPP / PPP-RTK</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Cần ổn định &ndash; tiết kiệm năng lượng &rarr; DGNSS / SBAS</span></span></li>
</ul>
<p style="text-align: center;">
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">&nbsp;<img alt="" src="/admin/webroot/upload/image/images/Grey Minimalist Architecture Search Bar Facebook Cover (1).png" style="width: 800px; height: 451px;" /></span></span></p>
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			'videoyou' => null,
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			'twodaypro' => null,
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			'photo' => null,
			'lft' => '501',
			'rght' => '502',
			'vat' => null,
			'hangsx' => null,
			'baohanh' => null,
			'tinhtrang' => '1',
			'tailieu' => null,
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		),
		'Catproduct' => array(
			'id' => '40',
			'name' => 'Blogs',
			'parent_id' => null,
			'alias' => 'blogs',
			'images' => '',
			'lft' => '103',
			'rght' => '104',
			'pos' => '5',
			'status' => '1',
			'title_seo' => 'tin tức trắc địa, cập nhật xu hướng đo đạc mới, công nghệ đo đạc, thiết bị đo đạc hiện đại, mẹo kỹ thuật trắc địa, sai số đo đạc, hệ tọa độ VN-2000, GNSS, RTK, GPS trắc địa, phần mềm trắc địa, phần mềm GIS, SurPad, LandStar, Magnet Field, Leica Captivate, Trimble Access',
			'meta_key' => 'tin tức trắc địa, cập nhật xu hướng đo đạc mới, công nghệ đo đạc, thiết bị đo đạc hiện đại, mẹo kỹ thuật trắc địa, sai số đo đạc, hệ tọa độ VN-2000, GNSS, RTK, GPS trắc địa, phần mềm trắc địa, phần mềm GIS, SurPad, LandStar, Magnet Field, Leica Captivate, Trimble Access',
			'meta_des' => 'phần mềm máy đo đạc, phần mềm GIS, phần mềm trút dữ liệu',
			'created' => '2015-12-16',
			'modified' => '2025-10-29',
			'slug' => 'blogs',
			'cate' => '4',
			'link' => 'tin-tuc',
			'name_eng' => '',
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		)
	),
	(int) 9 => array(
		'Post' => array(
			'id' => '792',
			'name' => 'Stakeout bằng RTK GNSS và Toàn đạc điện tử',
			'code' => null,
			'alias' => 'stakeout-bang-rtk-gnss-va-toan-dac-dien-tu',
			'cat_id' => '40',
			'price' => '0',
			'type' => 'new',
			'shortdes' => '<span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">Trong c&ocirc;ng t&aacute;c stakeout (cắm điểm/định vị thi c&ocirc;ng), GNSS RTK v&agrave; To&agrave;n đạc điện tử đều l&agrave; c&ocirc;ng cụ quan trọng &mdash; nhưng mỗi c&aacute;i c&oacute; đặc th&ugrave;, ưu/nhược điểm v&agrave; thời điểm sử dụng kh&aacute;c nhau. Kh&ocirc;ng phải c&aacute;i n&agrave;o &ldquo;tốt hơn&rdquo;, m&agrave; l&agrave; chọn đ&uacute;ng nơi &ndash; đ&uacute;ng l&uacute;c.</span>',
			'content' => '<em><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trong c&ocirc;ng t&aacute;c stakeout (cắm điểm/định vị thi c&ocirc;ng), GNSS RTK v&agrave; To&agrave;n đạc điện tử đều l&agrave; c&ocirc;ng cụ quan trọng &mdash; nhưng mỗi c&aacute;i c&oacute; đặc th&ugrave;, ưu/nhược điểm v&agrave; thời điểm sử dụng kh&aacute;c nhau. Kh&ocirc;ng phải c&aacute;i n&agrave;o &ldquo;tốt hơn&rdquo;, m&agrave; l&agrave; chọn đ&uacute;ng nơi &ndash; đ&uacute;ng l&uacute;c.<br />
<br />
RTK GNSS l&agrave; phương ph&aacute;p định vị vệ tinh động thời gian thực, trong đ&oacute; tọa độ điểm đo được x&aacute;c định th&ocirc;ng qua xử l&yacute; t&iacute;n hiệu GNSS v&agrave; hiệu chỉnh sai số từ trạm Base hoặc mạng CORS. Kết quả đo được thể hiện trong hệ tọa độ kh&ocirc;ng gian to&agrave;n cầu hoặc hệ tọa độ quốc gia, ph&ugrave; hợp cho c&aacute;c b&agrave;i to&aacute;n định vị tổng thể, đo diện rộng v&agrave; thiết lập khung khống chế ban đầu.<br />
<br />
To&agrave;n đạc điện tử l&agrave; thiết bị đo đạc sử dụng nguy&ecirc;n l&yacute; đo g&oacute;c v&agrave; khoảng c&aacute;ch để x&aacute;c định vị tr&iacute; điểm trong hệ tọa độ cục bộ hoặc hệ tọa độ c&ocirc;ng tr&igrave;nh, dựa tr&ecirc;n c&aacute;c điểm khống chế đ&atilde; biết. Phương ph&aacute;p n&agrave;y cho ph&eacute;p kiểm so&aacute;t chặt chẽ h&igrave;nh học kh&ocirc;ng gian, cao độ v&agrave; sai số tương đối, đặc biệt hiệu quả trong c&aacute;c c&ocirc;ng tr&igrave;nh y&ecirc;u cầu độ ch&iacute;nh x&aacute;c cao.<br />
<br />
Ch&iacute;nh sự kh&aacute;c biệt về nguy&ecirc;n l&yacute; đo v&agrave; c&aacute;ch kiểm so&aacute;t sai số khiến RTK GNSS v&agrave; To&agrave;n đạc điện tử kh&ocirc;ng mang t&iacute;nh thay thế, m&agrave; thường được kết hợp trong c&ugrave;ng một workflow để đạt hiệu quả v&agrave; độ tin cậy cao nhất.<br />
&nbsp;</span></span></em><br />
<h2>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">1. Bảng so s&aacute;nh tổng quan RTK GNSS vs To&agrave;n đạc điện tử</span></span></h2>
<br />
<table border="0" cellpadding="0">
	<thead>
		<tr>
			<th>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Ti&ecirc;u ch&iacute;</span></span><br />
				&nbsp;</th>
			<th>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">RTK GNSS</span></span><br />
				&nbsp;</th>
			<th>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">To&agrave;n đạc điện tử</span></span><br />
				&nbsp;</th>
			<th>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Nhận x&eacute;t kỹ thuật</span></span><br />
				&nbsp;</th>
		</tr>
	</thead>
	<tbody>
		<tr>
			<td>
				<strong><span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Bản chất đo</span></span></strong><br />
				&nbsp;</td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Định vị tuyệt đối theo GNSS</span></span><br />
				&nbsp;</td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Định vị tương đối trong mạng khống chế&nbsp; &nbsp; &nbsp; &nbsp; &nbsp;&nbsp;</span></span><br />
				&nbsp;</td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Kh&aacute;c nhau về nguy&ecirc;n l&yacute;</span></span><br />
				&nbsp;</td>
		</tr>
		<tr>
			<td>
				<strong><span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Độ ch&iacute;nh x&aacute;c</span></span></strong><br />
				&nbsp;</td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Mức cm (RTK Fix, m&ocirc;i trường tốt)&nbsp; &nbsp; &nbsp;&nbsp;</span></span><br />
				&nbsp;</td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Mức mm (đo cạnh &amp; g&oacute;c)</span></span><br />
				&nbsp;</td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">To&agrave;n đạc vượt trội cho chi tiết</span></span><br />
				&nbsp;</td>
		</tr>
		<tr>
			<td>
				<strong><span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Tốc độ</span></span></strong><br />
				&nbsp;</td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Rất nhanh, ph&ugrave; hợp diện rộng</span></span><br />
				&nbsp;</td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Chậm hơn do ngắm gương</span></span><br />
				&nbsp;</td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">RTK c&oacute; lợi thế tốc độ</span></span><br />
				&nbsp;</td>
		</tr>
		<tr>
			<td>
				<strong><span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Phạm vi</span></span></strong><br />
				&nbsp;</td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">V&agrave;i km đến h&agrave;ng chục km<br />
				(Base&ndash;Rover / CORS)&nbsp; &nbsp; &nbsp; &nbsp;</span></span><br />
				&nbsp;</td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">~500&ndash;1000 m, cần line-of-sight</span></span><br />
				&nbsp;</td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">RTK ph&ugrave; hợp khu vực lớn</span></span><br />
				&nbsp;</td>
		</tr>
		<tr>
			<td>
				<strong><span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Cao độ &amp; h&igrave;nh học&nbsp; &nbsp; &nbsp;</span></span></strong><br />
				&nbsp;</td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">C&oacute; thể biến động theo vệ tinh</span></span><br />
				&nbsp;</td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Kiểm so&aacute;t cao độ rất tốt</span></span><br />
				&nbsp;</td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">To&agrave;n đạc an to&agrave;n cho cao độ</span></span><br />
				&nbsp;</td>
		</tr>
		<tr>
			<td>
				<strong><span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Nh&acirc;n lực</span></span></strong><br />
				&nbsp;</td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Thường 1 người</span></span><br />
				&nbsp;</td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Thường 2 người (robot c&oacute; thể 1)</span></span><br />
				&nbsp;</td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">RTK tiết kiệm nh&acirc;n lực</span></span><br />
				&nbsp;</td>
		</tr>
		<tr>
			<td>
				<strong><span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">T&iacute;nh cơ động</span></span></strong><br />
				&nbsp;</td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Gọn nhẹ, setup nhanh</span></span><br />
				&nbsp;</td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Cồng kềnh hơn</span></span><br />
				&nbsp;</td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">RTK linh hoạt hơn</span></span><br />
				&nbsp;</td>
		</tr>
		<tr>
			<td>
				<strong><span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Chi ph&iacute;</span></span></strong></td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Đầu tư cao hơn, c&oacute; thể c&oacute; ph&iacute;<br />
				CORS&nbsp; &nbsp;&nbsp;</span></span></td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Ổn định, dễ kiểm so&aacute;t</span></span></td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">T&ugrave;y quy m&ocirc; dự &aacute;n</span></span></td>
		</tr>
	</tbody>
</table>
<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">&nbsp;</span></span><br />
<h2 style="text-align: center;">
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/Blue and White Neon Gradients Virtual Video Background (100)(2).png" style="width: 780px; height: 439px;" /></span></span></h2>
<h2>
	<br />
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">2. So s&aacute;nh ứng dụng thực tế theo từng t&igrave;nh huống c&ocirc;ng việc</span></span></h2>
<br />
<table border="0" cellpadding="0">
	<thead>
		<tr>
			<th>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">T&igrave;nh huống</span></span><br />
				&nbsp;</th>
			<th>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">RTK GNSS</span></span><br />
				&nbsp;</th>
			<th>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">To&agrave;n đạc</span></span><br />
				&nbsp;</th>
			<th>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Nhận định</span></span><br />
				&nbsp;</th>
		</tr>
	</thead>
	<tbody>
		<tr>
			<td>
				<strong><span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Đo diện rộng (ruộng, rừng, KCN)&nbsp; &nbsp;</span></span></strong><br />
				&nbsp;</td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Đo nhanh, kh&ocirc;ng cần line-of-sight&nbsp; &nbsp; &nbsp; &nbsp;</span></span><br />
				&nbsp;</td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Kh&oacute; triển khai diện rộng</span></span><br />
				&nbsp;</td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">RTK GNSS vượt trội</span></span><br />
				&nbsp;</td>
		</tr>
		<tr>
			<td>
				<strong><span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Đo chi tiết c&ocirc;ng tr&igrave;nh</span></span></strong><br />
				&nbsp;</td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Độ ch&iacute;nh x&aacute;c cm, dễ nhiễu</span></span><br />
				&nbsp;</td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Độ ch&iacute;nh x&aacute;c mm, ổn định&nbsp; &nbsp; &nbsp;&nbsp;</span></span><br />
				&nbsp;</td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">To&agrave;n đạc tốt hơn</span></span><br />
				&nbsp;</td>
		</tr>
		<tr>
			<td>
				<strong><span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Khu đ&ocirc; thị nhiều nh&agrave; cao tầng</span></span></strong><br />
				&nbsp;</td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Dễ bị che khuất vệ tinh</span></span><br />
				&nbsp;</td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Kh&ocirc;ng phụ thuộc vệ tinh</span></span><br />
				&nbsp;</td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">To&agrave;n đạc hiệu quả</span></span><br />
				&nbsp;</td>
		</tr>
		<tr>
			<td>
				<strong><span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Địa h&igrave;nh mở</span></span></strong><br />
				&nbsp;</td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">T&iacute;n hiệu tốt, đo rất nhanh</span></span><br />
				&nbsp;</td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Đo được nhưng chậm</span></span><br />
				&nbsp;</td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">RTK thuận tiện</span></span><br />
				&nbsp;</td>
		</tr>
		<tr>
			<td>
				<strong><span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Gi&aacute;m s&aacute;t thi c&ocirc;ng hằng ng&agrave;y</span></span></strong><br />
				&nbsp;</td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">X&aacute;c định mốc tổng thể</span></span><br />
				&nbsp;</td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Kiểm tra trục, cao độ</span></span><br />
				&nbsp;</td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">N&ecirc;n kết hợp</span></span><br />
				&nbsp;</td>
		</tr>
		<tr>
			<td>
				<strong><span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Địa ch&iacute;nh &ndash; bản đồ &ndash; n&ocirc;ng nghiệp&nbsp; &nbsp; &nbsp;&nbsp;</span></span></strong><br />
				&nbsp;</td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Rất ph&ugrave; hợp cho diện rộng</span></span><br />
				&nbsp;</td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Bổ trợ khi cần chi tiết</span></span><br />
				&nbsp;</td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">RTK l&agrave; chủ đạo</span></span><br />
				&nbsp;</td>
		</tr>
		<tr>
			<td>
				<strong><span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Ho&agrave;n c&ocirc;ng &ndash; nghiệm thu</span></span></strong></td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Kiểm tra tổng thể</span></span></td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Ch&iacute;nh x&aacute;c chi tiết</span></span></td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">To&agrave;n đạc an to&agrave;n</span></span></td>
		</tr>
	</tbody>
</table>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">&nbsp;</span></span>
<p style="text-align: center;">
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/Leica_TS16_Carousel_Image_1_800x428.jpg" style="width: 763px; height: 408px;" /></span></span></p>
<h2>
	<br />
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">3. Workflow được &aacute;p dụng phổ biến trong c&ocirc;ng t&aacute;c&nbsp;cắm điểm/định vị thi c&ocirc;ng&nbsp;</span></span><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">thực tế</span><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">&nbsp;</span></h2>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Theo hướng dẫn ứng dụng của Leica Geosystems v&agrave; Trimble, c&aacute;c dự &aacute;n chuy&ecirc;n nghiệp thường &aacute;p dụng quy tr&igrave;nh sau:</span></span>
<h3>
	<br />
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">3.1 RTK GNSS</span></span></h3>
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">X&aacute;c định hệ tọa độ,</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Fix mốc khống chế,</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Lập bản đồ nền, định vị tổng thể.</span></span></li>
</ul>
<h3>
	<br />
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">3.2 To&agrave;n đạc điện tử</span></span></h3>
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Bố tr&iacute; tim trục,</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kiểm so&aacute;t cao độ,</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Stakeout chi tiết,</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Ho&agrave;n c&ocirc;ng &ndash; nghiệm thu.</span></span></li>
</ul>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đ&acirc;y l&agrave; l&yacute; do v&igrave; sao RTK v&agrave; To&agrave;n đạc lu&ocirc;n đi c&ugrave;ng nhau tr&ecirc;n c&ocirc;ng trường, chứ kh&ocirc;ng cạnh tranh trực tiếp.</span></span>
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">RTK GNSS mạnh về tốc độ, phạm vi, t&iacute;nh cơ động.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">To&agrave;n đạc điện tử mạnh về độ ch&iacute;nh x&aacute;c, h&igrave;nh học, cao độ v&agrave; độ tin cậy.</span></span></li>
</ul>
<p style="text-align: center;">
	<img alt="" src="/admin/webroot/upload/image/images/maxresdefault (1)(2).jpg" style="width: 780px; height: 439px;" /></p>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kh&ocirc;ng c&oacute; thiết bị n&agrave;o &ldquo;tốt nhất cho mọi c&ocirc;ng việc&rdquo;.&nbsp;Việc sử dụng đ&uacute;ng thiết bị cho đ&uacute;ng mục đ&iacute;ch gi&uacute;p:</span></span>
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Giảm sai số,</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tiết kiệm thời gian,</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Dễ bảo vệ số liệu khi nghiệm thu.</span></span></li>
</ul>
<br />
<span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">Kết hợp c&ocirc;ng nghệ GNSS hiện đại với độ ch&iacute;nh x&aacute;c truyền thống của m&aacute;y to&agrave;n đạc </span><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">l&agrave; xu hướng chung của c&aacute;c đội đo đạc chuy&ecirc;n nghiệp hiện nay.<br />
<br />
<em>&gt;&gt;&gt; <u>Nguồn tham khảo:</u><br />
Leica Geosystems &ndash; GNSS vs Total Station Applications<br />
Trimble &ndash; Stakeout and Construction Surveying Guidelines<br />
Topcon &ndash; GNSS and Total Station Field Workflows</em><br />
&nbsp;</span></span>',
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			'name' => 'Leica Infinity - Phần mềm văn phòng được kết nối vô tận',
			'code' => null,
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			'shortdes' => '<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">C&ugrave;ng t&igrave;m hiểu phần mềm xử l&yacute; dữ liệu khảo s&aacute;t Leica Infinity - C&ocirc;ng cụ kết nối v&ocirc; hạn!</span></span>',
			'content' => '<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="white-space-collapse: preserve;"><strong>Leica Infinity</strong> l&agrave; phần mềm xử l&yacute; dữ liệu khảo s&aacute;t của h&atilde;ng Leica Geosystems, được thiết kế để quản l&yacute;, xử l&yacute;, ph&acirc;n t&iacute;ch v&agrave; kiểm tra chất lượng của tất cả dữ liệu đo đạc khảo s&aacute;t từ thực địa, bao gồm dữ liệu từ to&agrave;n đạc, thủy chuẩn, GNSS, UAV, Scanner. C&aacute;c dữ liệu được kết hợp trong một dự &aacute;n (BIM, CAD, GIS,..), dễ d&agrave;ng tr&iacute;ch xuất, tạo v&agrave; cập nhật một c&aacute;ch li&ecirc;n tục, gi&uacute;p người d&ugrave;ng gi&aacute;m s&aacute;t tất cả quy tr&igrave;nh c&ocirc;ng việc.</span><br />
<br />
<strong>Quản l&yacute;, xử l&yacute;, ph&acirc;n t&iacute;ch v&agrave; kiểm tra chất lượng dữ liệu khảo s&aacute;t thực địa</strong><br />
<br />
<strong>Leica Infinity</strong> l&agrave; phần mềm văn ph&ograve;ng th&acirc;n thiện với người d&ugrave;ng d&agrave;nh cho c&aacute;c nh&agrave; khảo s&aacute;t v&agrave; chuy&ecirc;n gia đo lường, những người y&ecirc;u cầu giải ph&aacute;p to&agrave;n diện cho nhu cầu dữ liệu kh&ocirc;ng gian địa l&yacute; của họ.&nbsp;Khoản đầu tư v&agrave;o Infinity, đảm bảo quản l&yacute;, xử l&yacute;, ph&acirc;n t&iacute;ch v&agrave; đảm bảo chất lượng dữ liệu khảo s&aacute;t từ c&aacute;c m&aacute;y&nbsp;to&agrave;n đạc&nbsp;,&nbsp;cấp kỹ thuật số&nbsp;,&nbsp;GNSS&nbsp;&nbsp;v&agrave;&nbsp;M&aacute;y bay kh&ocirc;ng người l&aacute;i (UAV)&nbsp;.&nbsp;Với&nbsp;phần mềm&nbsp;văn ph&ograve;ng Infinity v&agrave;&nbsp;Leica Captivate&nbsp;được đồng bộ h&oacute;a ho&agrave;n hảo trong thiết kế v&agrave; vận h&agrave;nh, đảm bảo kết nối liền mạch giữa hiện trường v&agrave; văn ph&ograve;ng.&nbsp;Hỗ trợ c&aacute;c ứng dụng khảo s&aacute;t, lập bản đồ v&agrave; x&acirc;y dựng, Infinity l&agrave; trung t&acirc;m phần mềm văn ph&ograve;ng kh&ocirc;ng gian địa l&yacute; tối ưu.<br />
<br />
<strong><img alt="" src="/admin/webroot/upload/image/images/leica_infinity_point_cloud_800x428.JPG" style="width: 800px; height: 428px;" /><br />
<br />
Một khoản đầu tư cho nhiều ứng dụng</strong><br />
<br />
<strong>Leica Infinity</strong> l&agrave; phần mềm văn ph&ograve;ng kh&ocirc;ng gian địa l&yacute; được lựa chọn cho c&aacute;c ứng dụng v&ocirc; hạn.&nbsp;Từ khảo s&aacute;t đến x&acirc;y dựng, n&oacute; hỗ trợ BIM, CAD, GIS v&agrave; hơn thế nữa để đồng h&agrave;nh với sự ph&aacute;t triển của doanh nghiệp bạn trong c&aacute;c ứng dụng mới.&nbsp;Phần mềm Infinity sẵn s&agrave;ng sử dụng dữ liệu từ c&aacute;c cảm biến truyền thống như m&aacute;y&nbsp;to&agrave;n&nbsp;đạc&nbsp;,&nbsp;GNSS&nbsp;&nbsp;v&agrave;&nbsp;mức kỹ thuật số&nbsp;, đồng thời cũng thoải m&aacute;i với c&aacute;c đ&aacute;m m&acirc;y điểm từ&nbsp;MS60 MultiStation&nbsp;&nbsp;v&agrave;&nbsp;UAV&nbsp;.<br />
<br />
Kh&aacute;m ph&aacute; những sự thật bạn cần xem x&eacute;t khi chọn phần mềm văn ph&ograve;ng khảo s&aacute;t v&agrave; c&aacute;ch Infinity trao quyền cho người khảo s&aacute;t trong mọi bước - c&oacute; thể l&agrave; h&igrave;nh dung, chuẩn bị, thu thập, xử l&yacute;, x&aacute;c nhận, b&aacute;o c&aacute;o v&agrave; / hoặc chia sẻ dữ liệu.<br />
<br />
<img alt="" src="/admin/webroot/upload/image/images/Leica_Infinity_pic_1766x750_new.jpg" style="width: 800px; height: 340px;" /><br />
<br />
<strong>Một luồng dữ liệu duy nhất cho tất cả c&aacute;c cảm biến v&agrave; dịch vụ đo lường</strong><br />
<br />
<strong>Leica Infinity</strong> l&agrave; trung t&acirc;m phần mềm khảo s&aacute;t tối ưu.&nbsp;Được thiết kế để hỗ trợ v&ocirc; số quy tr&igrave;nh l&agrave;m việc, dữ liệu từ BIM, CAD, GIS v&agrave; hơn thế nữa, đi k&egrave;m với dữ liệu đo lường trong một g&oacute;i văn ph&ograve;ng khảo s&aacute;t dễ sử dụng.&nbsp;H&igrave;nh ảnh v&agrave; đ&aacute;m m&acirc;y điểm từ&nbsp;c&aacute;c&nbsp;m&aacute;y&nbsp;&nbsp;to&agrave;n đạc&nbsp;,&nbsp;MultiStations&nbsp;,&nbsp;UAV&nbsp;&nbsp;v&agrave;&nbsp;GNSS&nbsp;được t&iacute;ch hợp liền mạch với c&aacute;c ph&eacute;p đo truyền thống để tạo ra c&aacute;c sản phẩm c&oacute; gi&aacute; trị c&oacute; thể được chia sẻ kỹ thuật số th&ocirc;ng qua đ&aacute;m m&acirc;y hoặc c&aacute;c kế hoạch in tương tự.&nbsp;Với c&aacute;c dịch vụ dữ liệu của Hexagon v&agrave; c&aacute;c b&ecirc;n thứ ba được t&iacute;ch hợp, việc truy cập v&agrave;o dữ liệu diễn ra liền mạch v&agrave; hiệu quả.&nbsp;Với khả năng truy xuất nguồn gốc đầy đủ v&agrave; b&aacute;o c&aacute;o chất lượng, h&atilde;y lu&ocirc;n tự tin v&agrave;o sản phẩm của bạn.<br />
<br />
Kh&aacute;m ph&aacute; c&aacute;c mẹo v&agrave; lợi &iacute;ch về c&aacute;ch phần mềm văn ph&ograve;ng khảo s&aacute;t ng&agrave;nh c&oacute; thể đơn giản h&oacute;a quy tr&igrave;nh l&agrave;m việc của bạn trong suốt bốn trụ cột của c&ocirc;ng việc khảo s&aacute;t.<br />
<br />
<strong><img alt="" src="/admin/webroot/upload/image/images/Leica-infinity-office_software_800x428.JPG" style="width: 748px; height: 400px;" /><br />
<br />
Một phần mềm để kết nối liền mạch</strong><br />
<br />
<strong>Leica Infinity</strong> được thiết kế để kết nối liền mạch với hiện trường v&agrave; t&aacute;i tạo kết quả đo được tại hiện trường bất cứ l&uacute;c n&agrave;o.&nbsp;Tọa độ c&oacute; thể được t&iacute;nh to&aacute;n lại một c&aacute;ch đơn giản v&agrave; tự động nếu chiều cao của cột hoặc dụng cụ bị thay đổi, tr&aacute;nh việc xử l&yacute; thủ c&ocirc;ng tốn thời gian.&nbsp;Với kết nối đ&aacute;m m&acirc;y giữa hiện trường v&agrave; văn ph&ograve;ng, những người khảo s&aacute;t tại hiện trường lu&ocirc;n c&oacute; dữ liệu mới nhất v&agrave; qu&aacute; tr&igrave;nh xử l&yacute; tại văn ph&ograve;ng c&oacute; thể bắt đầu ngay lập tức, ngay cả trước khi nh&oacute;m thực địa rời địa điểm l&agrave;m việc.<br />
<br />
<strong>&gt;&gt;&gt; Kh&aacute;m ph&aacute; phần mềm văn ph&ograve;ng Leica Infinity <a href="https://leica-geosystems.com/industries/pure-surveying/surveying-solutions/leica-infinity-the-infinitely-connected-office-software">TẠI Đ&Acirc;Y</a>.<br />
<br />
<img alt="" src="/admin/webroot/upload/image/images/leica_infinity_landing_page_header_2480x750px_0224.jpg" style="width: 800px; height: 242px;" /></strong></span></span>',
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			'shortdes' => '<span style="font-size:14px;"><span style="font-family: tahoma, geneva, sans-serif;"><span style="white-space: pre-wrap;">B</span>ạn đ&atilde; quen với kh&aacute;i niệm GPS&nbsp;(Global Positioning System), một hệ thống qu&acirc;n sự thuộc Kh&ocirc;ng Qu&acirc;n được x&acirc;y dựng trong thời kỳ Chiến tranh Lạnh nhưng hiện đ&atilde; được sử dụng v&igrave; mục đ&iacute;ch thương mại từ giữa những năm 2000 cho đến nay. H</span>i<span style="font-family:tahoma,geneva,sans-serif;">ện nay&nbsp;<span style="white-space: pre-wrap;">thế giới đang chuyển từ một hệ thống GPS duy nhất sang 7 hệ thống kh&aacute;c nhau. C</span>&ugrave;ng t&igrave;m hiểu nh&eacute;!</span></span>',
			'content' => '<h2>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>I. Hệ thống định vị to&agrave;n cầu GPS</strong></span></span></h2>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">GPS được viết tắt của cụm từ&nbsp;Global Positioning System&nbsp;&ndash; dịch sang tiếng việt&nbsp;l&agrave; hệ thống định vị to&agrave;n cầu. Hệ thống n&agrave;y bao gồm &iacute;t nhất 24 vệ tinh bay xung quanh tr&aacute;i đất, c&aacute;c trạm thu t&iacute;n hiệu tr&ecirc;n mặt đất, v&agrave; c&aacute;c thuật to&aacute;n để xử l&yacute; th&ocirc;ng tin, qua đ&oacute; x&aacute;c định vị tr&iacute;, thời gian, vận tốc của c&aacute;c m&aacute;y thu t&iacute;n hiệu GPS.<br />
Hệ thống GPS được ph&aacute;t triển v&agrave; thuộc quyền sở hữu của Hoa Kỳ, cũng l&agrave; hệ thống vệ tinh đầy đủ, hoạt động hiệu của nhất trong hệ thống vệ tinh định vị to&agrave;n cầu (<a href="https://tracdiathanhdat.vn/">GNSS</a>)<br />
Ng&agrave;y nay, c&aacute;c t&iacute;n hiệu từ hệ thống GPS được sử dụng một phần cho mục địch qu&acirc;n sự, được khai th&aacute;c bởi Hoa Kỳ v&agrave; c&aacute;c nước đồng m&igrave;nh, phần c&ograve;n lại cho ph&eacute;p người d&acirc;n tr&ecirc;n to&agrave;n thế giới sử dụng miễn ph&iacute;.<br />
<br />
</span></span>
<h3>
	<span style="font-size:14px;"><strong>1. Lịch sử ra đời của GPS</strong></span></h3>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Từ h&agrave;ng ng&agrave;n năm trước, con người đ&atilde; cố gắng t&igrave;m nhiều c&aacute;ch kh&aacute;c nhau để x&aacute;c định phương hướng như sử dụng mặt trời, mặt trăng v&agrave; c&aacute;c v&igrave; sao.&nbsp;<br />
Đến thế kỷ 20, hải qu&acirc;n Hoa Kỳ đ&atilde; c&oacute; những những th&iacute; nghiệm định vị vệ tinh v&agrave;o năm 1960 để theo d&otilde;i c&aacute;c t&agrave;u ngầm mang t&ecirc;n lửa hạt nh&acirc;n. Kết quả cho thấy, chỉ với s&aacute;u vệ tinh quay quanh c&aacute;c cực, qu&acirc;n đội c&oacute; thể x&aacute;c định ch&iacute;nh x&aacute;c vị tr&iacute; của t&agrave;u ngầm trong v&ograve;ng v&agrave;i ph&uacute;t.<br />
Từ kết quả đ&oacute;, năm 1970, bộ quốc ph&ograve;ng Hoa Kỳ đ&atilde; quyết định ph&aacute;t triển một hệ vệ tinh để đảm bảo lu&ocirc;n c&oacute; c&aacute;c t&iacute;n hiệu mạnh, ổn định. Nhờ v&agrave;o nguồn tiền đổ v&agrave;o li&ecirc;n tục, c&ugrave;ng c&aacute;c kỹ sư ng&agrave;y đ&ecirc;m l&agrave;m việc, vệ tinh đầu ti&ecirc;n đ&atilde; được ph&oacute;ng l&ecirc;n kh&ocirc;ng gian năm 1978, v&agrave; to&agrave;n bộ hệ vệ tinh đ&atilde; được ho&agrave;n thiện v&agrave;o năm 1993 với 24 vệ tinh.<br />
<br />
<img alt="" src="/admin/webroot/upload/image/images/04-dich-vu-cung-cap-boi-mang-luoi-dinh-vi-ve-tinh-quoc-gia.jpg" style="width: 800px; height: 450px;" /><br />
<br />
</span></span>
<h3>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>2. Một số th&ocirc;ng tin về GPS</strong></span></span></h3>
<br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hệ thống định vị to&agrave;n cầu GPS được ho&agrave;n thiện với đầy đủ chức năng v&agrave;o năm 1994</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trung b&igrave;nh, bộ quốc ph&ograve;ng Hoa Kỳ phải chi 2 tỷ USD mỗi ng&agrave;y để vận h&agrave;nh hệ thống GPS, nhưng lại cho người d&acirc;n to&agrave;n cầu sử dụng miễn ph&iacute;</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Một vệ tinh di chuyển trong kh&ocirc;ng gian với vận tốc 14000km/giờ</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Với một bộ thu t&iacute;n hiệu GPS, bạn c&oacute; thể x&aacute;c định vị tr&iacute; của m&igrave;nh tại bất cứ đ&acirc;u tr&ecirc;n tr&aacute;i đất</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hệ thống GPS hoạt động to&agrave;n thời gian 24h/ng&agrave;y trong mọi điều kiện</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">T&iacute;n hiệu từ vệ tinh c&oacute; thể xuy&ecirc;n cqua nhựa, k&iacute;nh nhưng kh&ocirc;ng xuy&ecirc;n qua được gỗ, đ&aacute; v&agrave; b&ecirc; t&ocirc;ng</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Độ ch&iacute;nh x&aacute;c định vị th&ocirc;ng thường l&agrave; khoảng 5 m&eacute;t, nhưng nếu bạn d&ugrave;ng c&aacute;c bộ thu chuy&ecirc;n dụng như m&aacute;y đo RTK th&igrave; độ ch&iacute;nh x&aacute;c sẽ l&ecirc;n tới milimet</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Với GPS, người ta đo được ch&acirc;u &Uacute;c đang di chuyển với vận tốc 7.3cm/năm theo dướng Đ&ocirc;ng Bắc !</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">C&aacute;c quốc gia kh&aacute;c cũng đang cố gắng x&acirc;y dựng v&agrave; ph&aacute;t triển c&aacute;c hệ vệ tinh cho ri&ecirc;ng m&igrave;nh</span></span></li>
</ul>
<h2>
	<br />
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>II. Hệ thống định vị&nbsp;</strong></span></span><strong style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">to&agrave;n cầu&nbsp;</strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Glonass</strong></span></span></h2>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Glonass l&agrave; hệ thống định vị to&agrave;n cầu&nbsp;<span style="color: rgb(51, 51, 51);">được ph&aacute;t triển bởi Nga (Li&ecirc;n X&ocirc; c</span>ũ)<span style="color: rgb(51, 51, 51);">&nbsp;</span>dựa tr&ecirc;n c&aacute;c vệ tinh trong kh&ocirc;ng gian bay xung quanh tr&aacute;i đất, hệ thống n&agrave;y cung cấp c&aacute;c dịch vụ định vị, dẫn đường, x&aacute;c định thời gian một c&aacute;ch tin cậy, miễn ph&iacute; v&agrave; d&agrave;nh cho tất cả mọi người tr&ecirc;n thế giới.&nbsp;<br />
<br />
</span></span>
<h3>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>1. Một số phi&ecirc;n bản của Glonass</strong></span></span></h3>
<br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">GLONASS - được ph&oacute;ng v&agrave;o năm 1982, nhằm mục đ&iacute;ch hoạt động để định vị thời tiết, đo vận tốc v&agrave; thời gian ở bất kỳ đ&acirc;u tr&ecirc;n thế giới hoặc kh&ocirc;ng gian gần Tr&aacute;i đất của qu&acirc;n đội v&agrave; c&aacute;c tổ chức ch&iacute;nh thức.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">GLONASS-M - ra mắt năm 2003 th&ecirc;m m&atilde; d&acirc;n sự thứ hai, đ&acirc;y l&agrave; dấu mốc quan trọng để c&aacute;c nh&agrave; khảo s&aacute;t ph&aacute;t triển đầu thu tin hiệu vệ tinh phục vụ đo vẽ bản đồ.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">GLONASS-k - bắt đầu trở lại năm 2011 c&oacute; th&ecirc;m 3 loại nữa l&agrave; k1, k2 v&agrave; k. Th&ecirc;m tần số d&acirc;n dụng thứ ba.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">GLONASS-K2 - ra mắt sau năm 2015&nbsp;</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">GLONASS-KM - sẽ ra mắt sau năm 2025 (hiện đang trong giai đoạn nghi&ecirc;n cứu)</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/glonass-erf-com_637013101299011000.jpg" style="width: 800px; height: 443px;" /><br />
<br />
</span></span>
<h3>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>2. Một số th&ocirc;ng tin xung quanh Glonass</strong></span></span></h3>
<br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Từ năm 2011 đến năm 2020, ch&iacute;nh phủ Nga đ&atilde; đầu tư tổng cộng 15 tỷ đ&ocirc; v&agrave; hệ thống định vị Glonass của m&igrave;nh</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">C&oacute; 24 vệ tinh thuộc hệ thống Glonass đang hoạt động v&agrave; bay xung quanh tr&aacute;i đất</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Chiều cao quỹ đạo của Glonass l&agrave; 21150km</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Độ nghi&ecirc;ng so với mặt phẳng quỹ đạo l&agrave; 64.8 độ</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Chu kỳ quỹ đạo của một vệ tinh l&agrave; 11 giờ v&agrave; 16 ph&uacute;t</span></span></li>
</ul>
<h2>
	<br />
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>III.&nbsp; Hệ thống định vị to&agrave;n cầu&nbsp; Galileo</strong></span></span></h2>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Galileo l&agrave; hệ thống định vị vệ tinh to&agrave;n cầu được ph&aacute;t triển bởi li&ecirc;n minh ch&acirc;u &Acirc;u, được điều h&agrave;nh, thiết kế v&agrave; ph&aacute;t triển bởi Cơ quan&nbsp;<a href="https://tracdiathanhdat.vn/">GNSS</a>&nbsp;Ch&acirc;u &Acirc;u (GSA) v&agrave; Cơ quan vũ trụ ch&acirc;u &Acirc;u (ESA). Đ&acirc;y l&agrave; hệ thống định vị đầu ti&ecirc;n tr&ecirc;n thế giới được sử dụng cho c&aacute;c mục đ&iacute;ch d&acirc;n dụng với độ ch&iacute;nh x&aacute;c.</span></span>
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hệ thống định vị vệ tinh to&agrave;n cầu được đặt theo t&ecirc;n của nh&agrave; khoa học Galileo người &Yacute;, &ocirc;ng l&agrave; cha đẻ của việc quan s&aacute;t thi&ecirc;n văn học hiện đại, cha đẻ của ng&agrave;nh vật l&yacute; hiện đại, cũng l&agrave; người khai sinh ra khoa học hiện đại.</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/Galileo.jpg" style="width: 800px; height: 394px;" /><br />
<br />
</span></span>
<h3>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>1. Dịch vụ của Galileo</strong></span></span></h3>
<br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Dịch vụ mở (Open Service &ndash; OS): Miễn ph&iacute; cho tất cả mọi người</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Dịch vụ x&aacute;c thực tin nhắn điều hướng mở (OS-NMA): Miễn ph&iacute; cho tất cả mọi người</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Dịch vụ độ ch&iacute;nh x&aacute;c cao (HAS): Miến ph&iacute; cho tất cả mọi người</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Dịch vụ x&aacute;c thực t&iacute;n hiệu (SAS): Dịch vụ trả ph&iacute; d&agrave;nh cho doanh nghiệp</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Dịch vụ t&igrave;m kiếm cứu hộ cứu nạn (Sar) &ndash; một phần của Cospas-Sarsat</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Dịch vụ điều tiết c&ocirc;ng cộng (PRS) &ndash; Chỉ cung cấp cho người được c&aacute;c cơ quan ch&iacute;nh phủ ủy quyền</span></span></li>
</ul>
<h3>
	<br />
	<strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">2. Điểm mạnh của hệ thống Galileo</span></span></strong></h3>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tuy được sử dụng v&agrave;o mục đ&iacute;ch d&acirc;n sự, nhưng hệ thống Galileo c&oacute; hiệu suất ngang ngửa với những hệ thống định vị được ph&aacute;t triển chủ yếu phục vụ cho qu&acirc;n sự với 3 điểm nhấn được c&aacute;c chuy&ecirc;n gia c&ocirc;ng nhận:</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Ch&iacute;nh x&aacute;c cao: C&oacute; t&iacute;nh năng định vị thời gian thực, độ ch&iacute;nh x&aacute;c cho người d&ugrave;ng l&ecirc;n tới 1m, v&agrave; đạt tới h&agrave;ng centimet nếu sử dụng <a href="https://tracdiathanhdat.vn/may-dinh-vi-ve-tinh-gps-2-tan-so-rtk">RTK</a>&nbsp;chuy&ecirc;n dụng</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tin cậy: Với rất nhiều cải tiến, t&iacute;n hiệu từ vệ tinh Galileo rất ổn định, tin cậy d&ugrave; người d&ugrave;ng ở những địa h&igrave;nh kh&oacute; khăn hiểm trở.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">T&iacute;nh khả dụng: Hệ thống Galileo c&oacute; thể tương th&iacute;ch với c&aacute;c hệ thống kh&aacute;ch như GPS, Glonass, gi&uacute;p cho độ ch&iacute;nh x&aacute;c khi định vị được cải thiện đ&aacute;ng kể.</span></span></li>
</ul>
<h2>
	<br />
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>IV. Hệ thống định vị vệ tinh to&agrave;n cầu Beidou&nbsp;(hay c&ograve;n gọi l&agrave; Bắc Đẩu)</strong></span></span></h2>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hệ vệ tinh Beidou&nbsp;-&nbsp; t&ecirc;n tiếng anh l&agrave; BeiDou Navigation Satellite System, viết tắt l&agrave;&nbsp;BDS, l&agrave; hệ thống định vị vệ tinh do Trung Quốc đầu tư, x&acirc;y dựng v&agrave; ph&aacute;t triển.&nbsp;<br />
Hệ thống&nbsp;Beidou thế hệ đầu ti&ecirc;n, mang t&ecirc;n gọi ch&iacute;nh thức l&agrave;&nbsp;BeiDou Satellite Navigation Experimental System&nbsp;hoặc&nbsp;Beidou 1, gồm 3 vệ tinh hoạt động từ năm 2000, chỉ c&oacute; thể phủ s&oacute;ng trong l&atilde;nh thổ Trung Quốc, v&agrave; phục vụ chủ yếu cho Trung Quốc v&agrave; khu vực, quốc gia l&acirc;n cận. Beidou-1 ngừng hoạt động năm 2012.<br />
Hệ thống Beidou thế hệ 2&nbsp;mang t&ecirc;n ch&iacute;nh thức l&agrave; BeiDou Navigation Satellite System (BDS)&nbsp;hay c&ograve;n gọi l&agrave;&nbsp;COMPASS hoặc&nbsp;BeiDou-2&nbsp;gồm 10 vệ tinh bay tr&ecirc;n quỹ đạo, đi v&agrave;o hoạt động năm 2011 v&agrave; cung cấp dịch vụ cho khu vực Ch&acirc;u &Aacute; Th&aacute;i B&igrave;nh Dương.<br />
Hệ thống Beidou thế hệ thứ 3 (BDS-3) được ph&oacute;ng l&ecirc;n v&agrave;o năm 2015, v&agrave; ho&agrave;n thiện tổng số 35 vệ tinh bay xung quanh quỹ đạo tr&aacute;i đất v&agrave;o năm 2020, ch&iacute;nh thức cung cấp dịnh vị định vị, dẫn đường to&agrave;n cầu, l&agrave; đối trọng của c&aacute;c hệ vệ tinh kh&aacute;c trong hệ thống GNSS: GPS, Galileo, Glonass.&nbsp;Theo thời b&aacute;o China Daily, t&iacute;nh đến năm 2015, c&oacute; &iacute;t nhất 35 tỷ đ&ocirc; đ&atilde; được đầu tư v&agrave;o hệ thống định vị vệ tinh Bắc Đẩu (Beidou).<br />
<br />
</span></span>
<h3>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>1. Nguy&ecirc;n tắc hoạt động của hệ vệ tinh Beidou</strong></span></span></h3>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hệ thống BeiDou &aacute;p dụng 4 nguy&ecirc;n tắc cơ bản l&agrave; cởi mở, độc lập, tương th&iacute;ch v&agrave; tăng dần.</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Nguy&ecirc;n tắc cởi mở: Hệ thống BeiDou sẽ cung cấp dịch vụ mở chất lượng cao miễn ph&iacute; cho người d&ugrave;ng tr&ecirc;n to&agrave;n thế giới v&agrave; giao tiếp với c&aacute;c quốc gia kh&aacute;c để tạo điều kiện ph&aacute;t triển c&ocirc;ng nghệ v&agrave; c&ocirc;ng nghiệp GNSS.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Nguy&ecirc;n tắc độc lập: C&oacute; nghĩa l&agrave; Trung Quốc sẽ ph&aacute;t triển v&agrave; vận h&agrave;nh hệ thống BeiDou một c&aacute;ch độc lập, cung cấp dịch vụ một c&aacute;ch độc lập cho người d&ugrave;ng tr&ecirc;n to&agrave;n thế giới v&agrave; đặc biệt cung cấp c&aacute;c dịch vụ chất lượng cao ở khu vực Ch&acirc;u &Aacute; - Th&aacute;i B&igrave;nh Dương.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Nguy&ecirc;n tắc tương th&iacute;ch: Hệ thống BeiDou sẽ theo đuổi c&aacute;c giải ph&aacute;p để hiện thực khả năng tương th&iacute;ch, tương t&aacute;c với c&aacute;c hệ thống định vị vệ tinh kh&aacute;c để người d&ugrave;ng c&oacute; thể nhận được dịch vụ tốt hơn.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Nguy&ecirc;n tắc tăng dần: Dựa tr&ecirc;n nguy&ecirc;n tắc tăng dần, hệ thống BeiDou sẽ đi theo m&ocirc; h&igrave;nh từng bước ph&ugrave; hợp với sự ph&aacute;t triển kinh tế v&agrave; kỹ thuật ở Trung Quốc, cung cấp c&aacute;c dịch vụ li&ecirc;n tục l&acirc;u d&agrave;i cho người d&ugrave;ng, cải thiện hiệu suất hệ thống v&agrave; đảm bảo qu&aacute; tr&igrave;nh chuyển đổi liền mạch v&agrave; su&ocirc;n sẻ giữa hệ thống c&aacute;c giai đoạn x&acirc;y dựng.</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/he-thong-ve-tinh-beidou-min.jpg" style="width: 800px; height: 453px;" /><br />
<br />
</span></span>
<h3>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>2. C&aacute;c th&agrave;nh phần của hệ thống định vị to&agrave;n cầu Beidou</strong></span></span></h3>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Giống như c&aacute;c&nbsp;hệ thống định vị to&agrave;n cầu GNSS&nbsp;kh&aacute;c, hệ thống định vị vệ tinh Beidou cũng c&oacute; 3 th&agrave;nh phần ch&iacute;nh:</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Th&agrave;nh phần kh&ocirc;ng gian&nbsp;gồm 35 vệ tinh, trong đ&oacute; c&oacute; 5 vệ tinh địa tĩnh v&agrave; 30 vệ tinh động</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Th&agrave;nh phần mặt&nbsp;đất gồm c&aacute;c trạm điều h&agrave;nh tr&ecirc;n mặt đất được đặt tại Trung Quốc v&agrave; c&aacute;c trạm gi&aacute;m s&aacute;t được đặt rải r&aacute;c to&agrave;n cầu.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Th&agrave;nh phần người d&ugrave;ng&nbsp;gồm tất cả c&aacute;c c&aacute; nh&acirc;n, tập thể, doanh nghiệp được trang bị bộ thu t&iacute;n hiệu vệ tinh. V&iacute; dụ&nbsp;như điện thoại th&ocirc;ng minh hoặc thiết bị chuy&ecirc;n dụng đo vẽ bản đồ như&nbsp;m&aacute;y GPS RTK.</span></span></li>
</ul>
<div style="box-sizing: border-box;">
	&nbsp;</div>
<h2>
	<strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">V. Hệ thống&nbsp;định vị&nbsp;</span></span><strong style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">to&agrave;n cầu&nbsp;</strong></strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>IRNSS&nbsp;</strong></span></span><br />
	&nbsp;</h2>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">IRNSS viết tắt của&nbsp;Indian Regional Navigation Satellite System,&nbsp;l&agrave; hệ thống định vị khu vực của Ấn Độ, được ph&aacute;t triển bởi Tổ Chức Nghi&ecirc;n Cứu Kh&ocirc;ng Gian Ấn Độ. Hệ thống n&aacute;y c&oacute; t&aacute;c dụng định vị, chỉ đường v&agrave; một số ứng dụng chỉ giới hạn tại Ấn Độ v&agrave; c&aacute;c khu vực l&acirc;n cận nằm trong b&aacute;n k&iacute;nh 1500km t&iacute;nh từ bi&ecirc;n giới Ấn Độ.</span></span>
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hệ thống dự kiến sẽ cung cấp khả năng quan s&aacute;t vị tr&iacute;, vận tốc v&agrave; thời gian theo thời gian thực ch&iacute;nh x&aacute;c cho người d&ugrave;ng tr&ecirc;n nhiều nền tảng kh&aacute;c nhau với khả năng cung cấp dịch vụ 24 giờ x 7 ng&agrave;y trong mọi điều kiện thời tiết.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hệ thống n&agrave;y kh&ocirc;ng phải l&agrave; hệ thống định vị phủ s&oacute;ng tr&ecirc;n to&agrave;n cầu như hệ thống GPS của Mỹ, Beidou của Trung Quốc, Glonass của Nga hay Galileo của li&ecirc;n minh Ch&acirc;u &Acirc;u.</span></span></li>
</ul>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/fig-11.jpg" style="width: 800px; height: 452px;" /><br />
<br />
<strong>Hiệu suất của IRNSS</strong><br />
<br />
Hệ thống IRNSS hiện cung cấp hai loại dịch vụ:&nbsp;</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">SPS -&nbsp; Standard Position System: Dịch vụ Định vị Ti&ecirc;u chuẩn</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">RS - (Dịch vụ bị hạn chế / được ủy quyền)</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Cả hai dịch vụ n&agrave;y sẽ được cung cấp ở hai tần số, một ở băng tần L5 v&agrave; một ở băng tần S (S-band). Hệ thống n&agrave;y cung cấp độ ch&iacute;nh x&aacute;c vị tr&iacute; tuyệt đối cao hơn 10 m&eacute;t trong phạm vi bi&ecirc;n giới Ấn Độ v&agrave; tốt hơn 20 m&eacute;t (66 ft) ở Ấn Độ Dương cũng như một khu vực k&eacute;o d&agrave;i khoảng 1.500 km (930 mi) xung quanh Ấn Độ.&nbsp;Tuy nhi&ecirc;n, so s&aacute;nh với c&aacute;c hệ thống định vị vệ tinh to&agrave;n cầu kh&aacute;c, t&iacute;n hiệu của IRNSS được cho l&agrave; ổn định hơn do c&oacute; tần số k&eacute;p S v&agrave; L.</span></span><br />
<br />
<h2>
	<span style="font-family:tahoma,geneva,sans-serif;"><span style="font-size:14px;"><strong>VI. Hệ thống định vị to&agrave;n cầu QZSS</strong></span></span></h2>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">QZSS viết tắt của&nbsp;Quasi-Zenith Satellite System&nbsp;-&nbsp;l&agrave; một hệ thống định vị vệ tinh được ph&aacute;t triển bởi Nhật Bản. Mục ti&ecirc;u của QZSS l&agrave; cung cấp c&aacute;c dịch vụ định vị ch&iacute;nh x&aacute;c v&agrave; ổn định cao trong khu vực Ch&acirc;u &Aacute; - Ch&acirc;u Đại Dương, tương th&iacute;ch với GPS v&agrave; c&aacute;c&nbsp;<a href="https://tracdiathanhdat.vn/may-dinh-vi-ve-tinh-gps-2-tan-so-rtk">hệ vệ tinh GNSS to&agrave;n cầu</a>&nbsp;kh&aacute;c. Dịch vụ của QZSS được cung cấp v&agrave;o năm 2018.<br />
<br />
</span></span>
<h3>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>1. Sự h&igrave;nh th&agrave;nh v&agrave; ph&aacute;t triển của QZSS</strong></span></span></h3>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">QZSS được ch&iacute;nh phủ Nhật Bản cho ph&eacute;p v&agrave;o năm 2002. L&uacute;c đầu, hệ thống được ph&aacute;t triển bởi nh&oacute;m Advanced Space Business Corporation (ASBC), bao gồm Mitsubishi Electric Corp., Hitachi Ltd., v&agrave; GNSS Technologies Inc.&nbsp;<br />
Năm 2007, khi ASBC sụp đổ, c&ocirc;ng tr&igrave;nh được tiếp quản bởi JAXA c&ugrave;ng với Trung t&acirc;m Nghi&ecirc;n cứu v&agrave; Ứng dụng Định vị Vệ tinh (SPAC), được th&agrave;nh lập v&agrave;o th&aacute;ng 2 năm 2007 v&agrave; được sự chấp thuận của c&aacute;c Bộ trưởng li&ecirc;n quan đến nghi&ecirc;n cứu v&agrave; ph&aacute;t triển QZSS.<br />
Năm 2010, hoạt động đầu ti&ecirc;n được diễn ra với việc ph&oacute;ng c&aacute;c vệ tinh của hệ thống QZSS l&ecirc;n quỹ đạo. Tất cả chức năng của vệ tinh c&ugrave;ng trạm điều khiển mặt đất đ&atilde; đi v&agrave;o hoạt động v&agrave; mang lại hiệu quả.&nbsp;C&aacute;c thử nghiệm đ&atilde; chỉ ra rằng, một thiết bị thu t&iacute;n hiệu vệ tinh của QZSS lẫn GPS c&oacute; độ ch&iacute;nh x&aacute;c cao hơn 10% so với một thiết bị kh&aacute;c chỉ thu t&iacute;n hiệu GPS.<br />
<br />
Năm 2011, Ch&iacute;nh phủ Nhật Bản đ&atilde; quyết định đẩy nhanh việc triển khai QZSS để hệ thống c&oacute; 7 vệ tinh trong tương lai.&nbsp;<br />
<br />
<img alt="" src="/admin/webroot/upload/image/images/348834197_227781756630652_8609257992783074386_n.jpg" style="width: 800px; height: 450px;" /><br />
<br />
</span></span>
<h3>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>2.&nbsp;</strong></span></span><strong style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">Đặc điểm nổi bật của hệ thống vệ tinh QZSS</strong></h3>
<ul>
	<li>
		<span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">Hệ thống QZSS bao gồm 4 vệ tinh, phủ rộng tr&ecirc;n khu vực Ch&acirc;u &Aacute; &ndash; Th&aacute;i B&igrave;nh Dương.</span></li>
	<li>
		<span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">QZSS c&oacute; thể ph&aacute;t t&iacute;n hiệu bổ trợ, gi&uacute;p n&acirc;ng cao độ ch&iacute;nh x&aacute;c cho kết quả định vị.</span></li>
	<li>
		<span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">V&agrave;o bất cứ thời điểm n&agrave;o cũng sẽ c&oacute; &iacute;t nhất một vệ tinh thuộc hệ thống vệ tinh QZSS bay tr&ecirc;n bầu trời Nhật Bản.</span></li>
	<li>
		<span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">Hệ thống vệ tinh QZSS c&oacute; thể t&iacute;ch hợp với c&aacute;c hệ thống GNSS kh&aacute;c, gi&uacute;p cải thiện độ ch&iacute;nh x&aacute;c v&agrave; tin cậy của định vị.</span></li>
</ul>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>VII. Hệ thống&nbsp;định vị to&agrave;n cầu do Anh triển khai </strong><em>( cập nhật sau)</em></span></span><br />
<br />
<img alt="" src="/admin/webroot/upload/image/images/correctionservices-infrastructure-web-teaser.png" style="width: 800px; height: 381px;" /><br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> &nbsp;</span></span><br />
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			'id' => '658',
			'name' => 'Qui định kỹ thuật  thu nhận và xử lý ảnh số từ máy bay không người lái (UAV)',
			'code' => null,
			'alias' => 'qui-dinh-ky-thuat-thu-nhan-va-xu-ly-anh-so-tu-may-bay-khong-nguoi-lai-uav',
			'cat_id' => '40',
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			'shortdes' => '<span style="font-size:14px;">Việc sử dụng m&aacute;y&nbsp;bay kh&ocirc;ng người l&aacute;i để th&agrave;nh lập bản đồ phải tu&acirc;n theo th&ocirc;ng tư số 07/2021/TT-BTNMT được k&yacute; ng&agrave;y 30/6/2021.</span>',
			'content' => '<h2>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>I. Qui định về m&aacute;y bay kh&ocirc;ng người l&aacute;i&nbsp; (UAV) v&agrave; hệ thống thiết bị&nbsp;</strong></span></span></h2>
<br />
<h3>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">1. Quy định về UAV</span></span></h3>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">- Việc sử dụng UAV phải tu&acirc;n thủ c&aacute;c quy định tại Nghị định số 36/2008/ND-CP ng&agrave;y 28/3/2008 v&agrave; Nghị định số 79/2011/ND-CP ng&agrave;y 5/9/2011 về sửa đổi bổ sung nghị định 36. Ngo&agrave;i ra c&ograve;n tu&acirc;n thủ theo nghị định số 58/2010/ND-CP ng&agrave;y 1/6/2010 quy định chi tiết v&agrave; hướng dẫn thi h&agrave;nh một số điều của luật D&acirc;n qu&acirc;n tự vệ.<br />
- Thiết bị UAV phải thỏa m&atilde;n c&aacute;c ti&ecirc;u chuẩn được quy định tại Th&ocirc;ng tư số 35/2017/TT-BQP ng&agrave;y 12 th&aacute;ng 2 năm 2017 của Bộ trưởng Bộ quốc ph&ograve;ng.</span></span>
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">C&oacute; khả năng bay ở chế độ tự động v&agrave; b&aacute;n tự động</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">C&oacute; trọng lượng cất c&aacute;nh kh&ocirc;ng vượt qu&aacute; 25,0 kg</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">C&oacute; khả năng chịu gi&oacute; tối thiểu 8m/s</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">- Thiết bị v&ocirc; tuyến điện đi k&egrave;m UAV phải được đăng k&yacute; tần số theo quy định tại th&ocirc;ng tư số 05/2015/TT-BTTTT ng&agrave;y 23 th&aacute;ng 3 năm 2015 của Bộ Th&ocirc;ng tin v&agrave; truyền th&ocirc;ng.<br />
<br />
</span></span>
<h3>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">2. Quy định về m&aacute;y ảnh số v&agrave; thiết bị GNSS gắn tr&ecirc;n UAV</span></span></h3>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">- M&aacute;y ảnh số gắn tr&ecirc;n UAV phải c&oacute; ti&ecirc;u cự cố định trong qu&aacute; tr&igrave;nh bay chụp, c&oacute; chế độ tự chụp li&ecirc;n tục, chụp được ảnh m&agrave;u tự nhi&ecirc;n RGB với độ ph&acirc;n giải h&igrave;nh ảnh kh&ocirc;ng nhỏ hơn 20 Megapixel.<br />
- Thiết bị điều khiển mặt đất c&oacute; m&agrave;n h&igrave;nh hiển thị v&agrave; phải c&agrave;i đặt được c&aacute;c chức năng cơ bản. Phần mềm xử l&yacute; phải c&oacute; khả năng xử l&yacute; dữ liệu đầu v&agrave;o bao gồm dừ liệu thu nhận từ UAV v&agrave; dữ liệu trạm cố định, tạo lập c&aacute;c sản phẩm gồm đ&aacute;m m&acirc;y điểm, DSM, DEM, b&igrave;nh đồ ảnh&hellip;<br />
<br />
</span></span>
<h2>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>II. Qui&nbsp;định kỹ thuật về sản phẩm</strong></span></span></h2>
<br />
<h3>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">1. Quy định về ảnh gốc v&agrave; độ cao bay chụp</span></span></h3>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">- Ảnh gốc phải c&oacute; độ tương phản đồng đều, độ s&aacute;ng, độ n&eacute;t, m&agrave;u sắc đảm bảo cho qu&aacute; tr&igrave;nh xử l&yacute;, độ nh&ograve;e kh&ocirc;ng vượt qu&aacute; 0,25 GSD.</span></span><br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">- Độ phủ ngang của ảnh gốc phải đảm bảo từ 60% đến 80%, độ phủ dọc kh&ocirc;ng nhỏ hơn 70%.</span></span><br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">- Độ ph&acirc;n giải mặt đất tu&acirc;n theo bảng sau:</span></span><br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/Bảng 1.png" style="width: 822px; height: 246px;" /><br />
<br />
</span></span>
<h3>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">2. Độ cao bay của UAV </span></span></h3>
Đ<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">ược t&iacute;nh theo c&ocirc;ng thức <strong>H=f*GSD/S</strong><br />
Trong đ&oacute;: f l&agrave; chiều d&agrave;i ti&ecirc;u cự ống k&iacute;nh m&aacute;y, S l&agrave; k&iacute;ch thước Pixel, GSD l&agrave; độ ph&acirc;n giải mặt đất.<br />
<br />
</span></span>
<h3>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">3. Quy định về sản phẩm v&agrave; độ ch&iacute;nh x&aacute;c dữ liệu</span></span></h3>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">- Sản phẩm sau khi xử l&yacute; dữ liệu gồm đ&aacute;m m&acirc;y điểm, DSM, DEM, v&agrave; b&igrave;nh đồ ảnh<br />
- Dữ liệu đ&aacute;m m&acirc;y điểm được lưu trữ ở định dạng LAS, dữ liệu DSM, DEM được lưu trữ ở dạng raster( GEOTIFF-32bit) v&agrave; định dạng ASC II, c&oacute; k&iacute;ch thước dạng lưới &ocirc; vu&ocirc;ng với k&iacute;ch thước quy định tại bảng sau:<br />
<img alt="" src="/admin/webroot/upload/image/images/Bảng 2.png" style="width: 822px; height: 196px;" /><br />
<br />
- Phạm vi dữ liệu phải được cắt chờm bi&ecirc;n 1cm theo tỷ lệ bản đồ, kh&ocirc;ng được c&oacute; điểm trống trong khu vực bay.<br />
- Sai số trung phương độ cao của m&ocirc; h&igrave;nh DEM kh&ocirc;ng vượt qu&aacute; giới hạn tại bảng sau:<br />
<img alt="" src="/admin/webroot/upload/image/images/Bnảg 3.png" style="width: 816px; height: 164px;" /><br />
<br />
- Sản phẩm b&igrave;nh đồ ảnh c&oacute; định dạng GeoTiff- 24 bit, c&oacute; m&agrave;u sắc tự nhi&ecirc;n, h&agrave;i h&ograve;a, kh&ocirc;ng qu&aacute; s&aacute;ng tối, kh&ocirc;ng bị l&oacute;a, kh&ocirc;ng c&oacute; m&acirc;y che. Độ ph&acirc;n giải b&igrave;nh đồ ảnh được quy định theo bảng dưới:<br />
<img alt="" src="/admin/webroot/upload/image/images/Bảng 4.png" style="width: 821px; height: 190px;" /><br />
<br />
- Sai số b&igrave;nh đồ ảnh kh&ocirc;ng vượt qu&aacute; 0,4mm so với điểm khống chế đo vẽ gần nhất theo tỷ lệ bản đồ cần th&agrave;nh lập.<br />
<br />
</span></span>
<h2>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>III. Qui&nbsp;định về thu nhận v&agrave; xử l&yacute; dữ liệu</strong></span></span></h2>
<p style="box-sizing: border-box; font-family: &quot;Helvetica Neue&quot;, Helvetica, Arial, sans-serif; font-weight: 500; line-height: 1.5; color: rgb(51, 51, 51); margin-top: 20px; margin-bottom: 10px; font-size: 16px; text-align: justify;">
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Quy tr&igrave;nh về thu nhận v&agrave; xử l&yacute; dữ liệu gồm c&aacute;c bước sau:</span></span></p>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/Bảng 5.png" style="width: 794px; height: 570px;" /></span></span><br />
<br />
&nbsp;
<h2 id="2-dia-chi-mua-thiet-bi-may-bay-khong-nguoi-lai-uav-uy-tin" style="margin: 0px; padding: 0px; font-family: arial; line-height: 19px; color: rgb(51, 51, 51); text-rendering: optimizelegibility; font-size: 31.5px; text-align: justify;">
	<span style="margin: 0px; padding: 0px; font-size: 14px;"><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;">IV. Địa chỉ mua thiết bị m&aacute;y bay kh&ocirc;ng người l&aacute;i (UAV) uy t&iacute;n</span></span></h2>
<br style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); font-family: arial; font-size: 13px; text-align: justify;" />
<span style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); font-family: arial; text-align: justify; font-size: 14px;"><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;">C&Ocirc;NG TY CP C&Ocirc;NG NGHỆ V&Agrave; TM TH&Agrave;NH ĐẠT chuy&ecirc;n nhập khẩu v&agrave; cung cấp c&aacute;c loại m&aacute;y bay kh&ocirc;ng người l&aacute;i (UAV) phục vụ c&ocirc;ng t&aacute;c khảo s&aacute;t, đo vẽ bản đồ uy t&iacute;n l&acirc;u năm tr&ecirc;n to&agrave;n quốc. C&aacute;c loại UAV m&agrave; ch&uacute;ng t&ocirc;i ph&acirc;n phối bao gồm:</span></span><br style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); font-family: arial; font-size: 13px; text-align: justify;" />
<br style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); font-family: arial; font-size: 13px; text-align: justify;" />
<ul style="margin: 0px; padding: 0px 0px 0px 15px; color: rgb(51, 51, 51); font-family: arial; font-size: 13px; text-align: justify;">
	<li style="margin: 0px; padding: 0px; line-height: 20px;">
		<span style="margin: 0px; padding: 0px; font-size: 14px;"><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;">Phantom 4 RTK,</span></span></li>
	<li style="margin: 0px; padding: 0px; line-height: 20px;">
		<span style="margin: 0px; padding: 0px; font-size: 14px;"><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;">Matrice 300 RTK</span></span></li>
	<li style="margin: 0px; padding: 0px; line-height: 20px;">
		<span style="margin: 0px; padding: 0px; font-size: 14px;"><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;">Mavic 2 Enterprise</span></span></li>
	<li style="margin: 0px; padding: 0px; line-height: 20px;">
		<span style="margin: 0px; padding: 0px; font-size: 14px;"><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;">Mavic 3</span></span></li>
	<li style="margin: 0px; padding: 0px; line-height: 20px;">
		<span style="margin: 0px; padding: 0px; font-size: 14px;"><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;">Matrice 600 Pro</span></span></li>
	<li style="margin: 0px; padding: 0px; line-height: 20px;">
		<span style="margin: 0px; padding: 0px; font-size: 14px;"><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;">Lidar L1, Pin cho Phantom 4, Pin M300 TB60</span></span></li>
	<li style="margin: 0px; padding: 0px; line-height: 20px;">
		<span style="margin: 0px; padding: 0px; font-size: 14px;"><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;">D-RTK2</span></span></li>
</ul>
<br style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); font-family: arial; font-size: 13px; text-align: justify;" />
<span style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); font-family: arial; text-align: justify; font-size: 14px;"><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;"><u style="margin: 0px; padding: 0px;"><strong style="margin: 0px; padding: 0px;">Li&ecirc;n hệ:&nbsp;</strong></u><br style="margin: 0px; padding: 0px;" />
<br style="margin: 0px; padding: 0px;" />
Số 50 L&aacute;ng Hạ, Đống Đa, H&agrave; Nội<br style="margin: 0px; padding: 0px;" />
Số 5/161 Nguyễn Tu&acirc;n. Thanh Xu&acirc;n, H&agrave; Nội<br style="margin: 0px; padding: 0px;" />
Tel: 024.37764930<br style="margin: 0px; padding: 0px;" />
Hotline: 0913051734 (call/imesage/zalo)<br style="margin: 0px; padding: 0px;" />
Website:&nbsp;<a href="http://www.tracdiathanhdat.vn/?fbclid=IwAR3altI5BIG46Mm2_6oxBl-TQxXGfXGEm4M1GUGsoDeNELr3WrYUlO7g2jk" style="margin: 0px; padding: 0px; color: rgb(74, 75, 75); text-decoration-line: none; transition: color 0.2s linear 0s; font-size: 13px;" target="_blank">www.tracdiathanhdat.vn</a><br style="margin: 0px; padding: 0px;" />
Email: tracdiathanhdat@gmail.com</span></span><br style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); font-family: arial; font-size: 13px; text-align: justify;" />
<span style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); font-family: arial; font-size: 13px; text-align: justify;">&nbsp;</span><br style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); font-family: arial; font-size: 13px; text-align: justify;" />
<span style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); font-family: arial; text-align: justify; font-size: 14px;"><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;"><strong style="margin: 0px; padding: 0px;">@ Lu&ocirc;n&nbsp;đồng h&agrave;nh c&ugrave;ng bạn!</strong></span></span>',
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			'name' => 'Vì sao bạn nên sở hữu một chiếc máy đo khoảng cách laser? ',
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			'shortdes' => '<span style="font-family:tahoma,geneva,sans-serif;"><span style="font-size:14px;"><span style="color: rgb(5, 5, 5); white-space: pre-wrap;">M&aacute;y đo khoảng c&aacute;ch laser mang tới nhiều tiện &iacute;ch thi&ecirc;́t thực, phục vụ cho nhiều c&ocirc;ng t&aacute;c đo đạc kh&aacute;c nhau. M&aacute;y hoạt động mạnh mẽ với nhiều t&iacute;nh năng chuy&ecirc;n s&acirc;u sẽ gi&uacute;p c&ocirc;ng việc đo đạc trở l&ecirc;n đơn giản, tiện lợi v&agrave; nhanh ch&oacute;ng hơn.</span></span></span>',
			'content' => '<h2>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">1. M&aacute;y đo khoảng c&aacute;ch laser (hay c&ograve;n gọi l&agrave; thước laser) l&agrave; g&igrave;?</span></span></h2>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">M&aacute;y đo khoảng c&aacute;ch laser l&agrave;&nbsp;thiết bị được sử dụng để x&aacute;c định ch&iacute;nh x&aacute;c khoảng c&aacute;ch giữa hai điểm một c&aacute;ch ch&iacute;nh x&aacute;c bằng tia laser. Khi sử dụng thiết bị n&agrave;y, người đo kh&ocirc;ng cần phải tiếp x&uacute;c trực tiếp đến c&aacute;c điểm, hoặc sử dụng đến c&aacute;c phương tiện truyền th&ocirc;ng như thước d&acirc;y, thước th&eacute;p.<br />
<br />
<img alt="" src="/admin/webroot/upload/image/images/201203071451_0(2).jpg" style="width: 680px; height: 346px;" /></span></span>
<h2>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>2. Khoảng c&aacute;ch đo v&agrave; độ ch&iacute;nh x&aacute;c của thước laser</strong></span></span></h2>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Thước laser c&oacute; thể đo được khoảng c&aacute;ch xa l&ecirc;n tới 400- 500m với độ ch&iacute;nh x&aacute;c +-2mm. Tuy nhi&ecirc;n, tại Việt Nam, c&aacute;c kỹ sư thường sử dụng c&aacute;c loại thước laser đo ở khoảng c&aacute;ch 40 - 100m để đo đạc trong một kh&ocirc;ng gian vừa đủ. Ở những khu vực đo rộng lớn hơn, để phục vụ cho c&ocirc;ng t&aacute;c đo đạc, khảo s&aacute;t người ta sẽ sử dụng c&aacute;c loại m&aacute;y như: kinh vĩ, m&aacute;y to&agrave;n đạc, m&aacute;y GPS 2 tần, ...<br />
<img alt="" src="/admin/webroot/upload/image/images/May_do_laser_Leica__DISTO_D110(2).jpg" style="width: 680px; height: 398px;" /></span></span><br />
<h2>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>3. L&yacute; do bạn n&ecirc;n sở hữu một chiếc thước laser</strong></span></span></h2>
<br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Nhỏ gọn, nhẹ nh&agrave;ng:</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Với k&iacute;ch thước nhỏ hơn một chiếc điện thoại di động, thước laser c&oacute; thể dễ d&agrave;ng được mang theo tr&ecirc;n mọi địa h&igrave;nh.<br />
</span></span>
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tiện dụng:</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Khoảng c&aacute;ch giữa c&aacute;c vật được x&aacute;c định nhanh ch&oacute;ng chỉ trong v&agrave;i thao t&aacute;c. Trong khi nếu sử dụng m&aacute;y to&agrave;n đạc, m&aacute;y GPS 2 tần số, người d&ugrave;ng phải mất thời gian thiết lập.<br />
</span></span>
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Nhiều ứng dụng:</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Thước laser c&oacute; thể chia khoảng, t&iacute;nh diện t&iacute;ch, thể t&iacute;ch, đo gi&aacute;n tiếp,... Nhiều thước laser c&ograve;n được hỗ trợ bởi ứng dụng Android.<br />
</span></span>
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Gi&aacute; th&agrave;nh rẻ:</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Bạn c&oacute; thể sở hữu một chiếc thước laser với chỉ với một ng&acirc;n s&aacute;ch hợp l&yacute; từ v&agrave;i trăm đến khoảng hơn 1 triệu đồng (tuỳ từng model v&agrave; h&atilde;ng sản xuất).<br />
<br />
<img alt="" src="/admin/webroot/upload/image/images/Banner 14_9(2).png" style="width: 680px; height: 544px;" /><br />
&nbsp; </span></span><br />
<h2>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">4.&nbsp;<span style="color: rgb(51, 51, 51); text-align: justify;">Địa chỉ mua m</span>&aacute;y đo khoảng c&aacute;ch laser&nbsp;<span style="color: rgb(51, 51, 51); text-align: justify;">uy t&iacute;n</span></span></span></h2>
<br style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); font-family: arial; font-size: 13px; text-align: justify;" />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); text-align: justify;"><span style="margin: 0px; padding: 0px;">C&Ocirc;NG TY CP C&Ocirc;NG NGHỆ V&Agrave; TM TH&Agrave;NH ĐẠT chuy&ecirc;n nhập khẩu v&agrave; ph&acirc;n phối c&aacute;c loại m&aacute;y đo khoảng c&aacute;ch laser của c&aacute;c h&atilde;ng Bosch, Leica, Sincon, Laisai, Total Meter, SNDWAY,..&nbsp;phục vụ c&ocirc;ng t&aacute;c&nbsp;thi c&ocirc;ng nội, ngoại thất.</span></span><br />
<br />
<span style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); text-align: justify;"><span style="margin: 0px; padding: 0px;">Với hơn 20 năm kinh nghiệm c&ugrave;ng</span></span><span style="color: rgb(51, 51, 51); text-align: justify;">&nbsp;</span><span style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); text-align: justify;"><span style="margin: 0px; padding: 0px;">đội ngũ nh&acirc;n vi&ecirc;n, kỹ thuật vi&ecirc;n năng động, c&oacute; tr&igrave;nh độ cao&nbsp;</span></span><span style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); text-align: justify;">ch&uacute;ng t&ocirc;i&nbsp;tự h&agrave;o v&agrave; tin tưởng Qu&yacute; kh&aacute;ch h&agrave;ng sẽ h&agrave;i l&ograve;ng khi sử dụng c&aacute;c sản phẩm v&agrave; dịch vụ do ch&uacute;ng t&ocirc;i cung cấp.</span></span></span><br style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); font-family: arial; font-size: 13px; text-align: justify;" />
<div style="margin: 0px; padding: 0px; line-height: 20px;">
	&nbsp;</div>
<br style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); font-family: arial; font-size: 13px; text-align: justify;" />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); text-align: justify;"><span style="margin: 0px; padding: 0px;"><u style="margin: 0px; padding: 0px;"><strong style="margin: 0px; padding: 0px;">Li&ecirc;n hệ:&nbsp;</strong></u><br style="margin: 0px; padding: 0px;" />
<br style="margin: 0px; padding: 0px;" />
Số 50 L&aacute;ng Hạ, Đống Đa, H&agrave; Nội<br style="margin: 0px; padding: 0px;" />
Số 5/161 Nguyễn Tu&acirc;n. Thanh Xu&acirc;n, H&agrave; Nội<br style="margin: 0px; padding: 0px;" />
Tel: 024.37764930<br style="margin: 0px; padding: 0px;" />
Hotline: 0913051734 (call/imesage/zalo)<br style="margin: 0px; padding: 0px;" />
Website:&nbsp;<a href="http://www.tracdiathanhdat.vn/?fbclid=IwAR3altI5BIG46Mm2_6oxBl-TQxXGfXGEm4M1GUGsoDeNELr3WrYUlO7g2jk" style="margin: 0px; padding: 0px; color: rgb(74, 75, 75); text-decoration-line: none; transition: color 0.2s linear 0s; font-size: 13px;" target="_blank">www.tracdiathanhdat.vn</a><br style="margin: 0px; padding: 0px;" />
Email: tracdiathanhdat@gmail.com</span></span><br style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); font-family: arial; font-size: 13px; text-align: justify;" />
<span style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); text-align: justify;">&nbsp;</span><br style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); font-family: arial; font-size: 13px; text-align: justify;" />
<span style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); text-align: justify;"><span style="margin: 0px; padding: 0px;"><strong style="margin: 0px; padding: 0px;">@ Lu&ocirc;n&nbsp;đồng h&agrave;nh c&ugrave;ng bạn!</strong></span></span></span></span><br />
<br />
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			'content' => '<span style="font-size: 14px; font-family: tahoma, geneva, sans-serif;"><span style="color: rgb(85, 85, 85); text-align: justify; line-height: 16.8667px;"><em>Hiện nay</em> c</span><span style="color: rgb(85, 85, 85); text-align: justify; font-style: italic; line-height: 16.8667px;">&ocirc;ng nghệ chụp ảnh từ c&aacute;c thiết bị bay kh&ocirc;ng người l&aacute;i (Unmanned Aerial Vehicles -&nbsp;UAV) l&agrave; c&ocirc;ng nghệ được nghi&ecirc;n cứu v&agrave; sử dụng ở nhiều nước tr&ecirc;n thế giới như:&nbsp;Nga, Mỹ, Thụy sĩ,&hellip;&nbsp;Việc ứng dụng c&ocirc;ng nghệ bay chụp ảnh từ c&aacute;c thiết bị bay kh&ocirc;ng người l&aacute;i trong c&ocirc;ng t&aacute;c khảo s&aacute;t địa h&igrave;nh đang rất được quan t&acirc;m v&agrave; &aacute;p dụng. C&ocirc;ng nghệ n&agrave;y c&oacute; rất nhiều ưu điểm so với c&aacute;c phương ph&aacute;p khảo s&aacute;t truyền thống như:gi&aacute; th&agrave;nh thấp, nhanh ch&oacute;ng, tiện dụng, độ ch&iacute;nh x&aacute;c cao (do độ ph&acirc;n giải của m&aacute;y chụp ảnh cao v&agrave; UAV bay ở độ cao thấp), đo được c&aacute;c khu vực c&oacute; địa h&igrave;nh phức tạp hiểm trở, kh&oacute; khắn, r&uacute;t ngắn thời gian cho c&ocirc;ng t&aacute;c khảo s&aacute;t th&agrave;nh lập bản đồ địa h&igrave;nh so với c&aacute;c thiết bị kh&aacute;c&hellip;</span><br />
<br />
<strong>A. L</strong></span><strong><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">ợi &iacute;ch c</span><span style="font-family:tahoma,geneva,sans-serif;"><span style="font-size:14px;">ủa</span></span>&nbsp;<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">ứng dụng UAV trong khảo s&aacute;t địa h&igrave;nh n&oacute;i ri&ecirc;ng v&agrave; trong việc th&agrave;nh lập bản đồ</span></span></strong><br />
<br />
<ul>
	<li>
		<span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">Tiết kiệm chi ph&iacute;. Theo phương ph&aacute;p khảo s&aacute;t địa h&igrave;nh truyền thống, nếu khu vực qu&aacute; rộng lớn hoặc c&oacute; thể chia cắt nhiều th&igrave; việc khảo s&aacute;t đo đạc rất kh&oacute; khăn. Ng&acirc;n s&aacute;ch cho việc đo đạc khảo s&aacute;t gia tăng rất nhiều. Với Drone RTK, c&aacute;c trường hợp kh&oacute; khăn đ&oacute; sẽ được giải quyết v&agrave; chi ph&iacute; sẽ rẻ hơn nhiều.</span></li>
	<li>
		<span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">Tiến độ khảo s&aacute;t nhanh tr&ecirc;n phạm vi lớn. Với c&ocirc;ng nghệ Drone RTK hiện nay, việc khảo s&aacute;t địa h&igrave;nh tr&ecirc;n một phạm vị lớn. Chỉ cần 1-2 ng&agrave;y l&agrave;m ho&agrave;n th&agrave;nh c&ocirc;ng việc ở hiện trường. Trong khi đo đạc địa h&igrave;nh 1/1000 ở khu vực rộng lớn th&igrave; nhiều khi l&ecirc;n đến hơn 30 ng&agrave;y. V&iacute; dụ khu vực khảo s&aacute;t 300ha, đo đạc địa h&igrave;nh 1/1000 2 tổ đội c&oacute; thể mất 20-30 ng&agrave;y l&agrave;m việc.</span></li>
	<li>
		<span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">Lưu giữ cả h&igrave;nh ảnh để xem x&eacute;t đối chiếu khi cần thiết. H&igrave;nh ảnh trực quan tại thời điểm bay chụp, n&oacute; l&agrave; nguồn t&agrave;i liệu lịch sử qu&yacute; gi&aacute; để kiểm tra đối chiếu khi kiểm tra dự &aacute;n.</span></li>
	<li>
		<span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">Độ ch&iacute;nh x&aacute;c tương đương với c&ocirc;ng nghệ đo đạc truyền thống nếu sử dụng Drone RTK. Tuy nhi&ecirc;n, việc n&agrave;y đ&ograve;i hỏi tư vấn khảo s&aacute;t địa h&igrave;nh phải c&oacute; nhiều kinh nghiệm.</span></li>
	<li>
		<span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">Rất tiết kiệm nếu dự &aacute;n mới chỉ ở bước khảo s&aacute;t sơ bộ. Chưa ch&iacute;nh thức triển khai, chỉ ở mức đ&aacute;nh gi&aacute; tiền khả thi.</span></li>
	<li>
		<span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">Khảo s&aacute;t ở những địa h&igrave;nh đồi n&uacute;i hiểm trở cho c&aacute;c c&ocirc;ng tr&igrave;nh dạng tuyến: đường giao th&ocirc;ng, đường d&acirc;y truyền tải điện&hellip;.</span></li>
</ul>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hiện nay, th</span>iết bị được sử dụng phổ&nbsp;<span style="font-family:tahoma,geneva,sans-serif;">biến nhất vẫn l&agrave; Phantom 4 RTK của h&atilde;ng DJI.&nbsp;<br />
<br />
<strong>B. Hạn chế của phương ph&aacute;p đo đạc bằng Drone RTK trong khảo s&aacute;t địa h&igrave;nh</strong><br />
<br />
Việc xin ph&eacute;p bay chụp ảnh để th&agrave;nh lập bản đồ địa h&igrave;nh hiện nay phức tạp trong c&aacute;c thủ tục xin ph&eacute;p bay chụp (thời gian xin ph&eacute;p l&ecirc;n tới 5-7 ng&agrave;y).<br />
<br />
Đối với những v&ugrave;ng địa h&igrave;nh chưa quen thuộc, rất dễ bị rơi mất m&aacute;y bay nếu t&iacute;nh to&aacute;n ước t&iacute;nh độ cao bay chụp sai lầm.<br />
<br />
Thời lượng pin của m&aacute;y bay hiện tại c&ograve;n hạn chế.&nbsp;Thời gian bay chụp của một ca m&aacute;y chỉ khoảng 20-30 ph&uacute;t. Việc thiết kế tuyến bay chụp đ&ograve;i hỏi người khảo s&aacute;t c&oacute; nhiều kinh nghiệm để tối ưu h&oacute;a việc bay chụp cho dự &aacute;n.</span></span><br />
<br />
<img alt="" src="/admin/webroot/upload/image/images/UAV banner.png" style="font-family: tahoma, geneva, sans-serif; font-size: 14px; width: 680px; height: 570px;" /><br />
<span class="emoji-sizer emoji-outer " style="display: inline-block; overflow: hidden; letter-spacing: 50px; color: transparent; text-shadow: none; width: 22px; height: 22px; font-family: &quot;Segoe UI&quot;, SegoeuiPc, &quot;San Francisco&quot;, &quot;Helvetica Neue&quot;, Helvetica, &quot;Lucida Grande&quot;, Roboto, Ubuntu, Tahoma, &quot;Microsoft Sans Serif&quot;, Arial, sans-serif; font-size: 15px; background: url(&quot;assets/emoji.1e7786c93c8a0c1773f165e2de2fd129.png?v=20180604&quot;) 6% 15% / 5100%; -webkit-user-drag: element; margin: 0px 0px -3px;">✅</span><span class="text" style="user-select: text; white-space: pre-wrap; color: rgb(0, 26, 51); font-family: &quot;Segoe UI&quot;, SegoeuiPc, &quot;San Francisco&quot;, &quot;Helvetica Neue&quot;, Helvetica, &quot;Lucida Grande&quot;, Roboto, Ubuntu, Tahoma, &quot;Microsoft Sans Serif&quot;, Arial, sans-serif; font-size: 15px;"> </span>',
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			'title_seo' => 'GNSS RTK',
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			'meta_des' => 'Máy RTK, máy định vị vệ tinh RTK, máy GPS RTK, máy định vị vệ tinh GNSS RTK, máy RTK giá rẻ, máy RTK tốt nhất',
			'created' => '2021-09-28',
			'modified' => '2026-02-01',
			'status' => '1',
			'view' => '662887',
			'slug' => 'khao-sat-dia-hinh-bang-flycam-uav-rtk',
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			'name' => 'Blogs',
			'parent_id' => null,
			'alias' => 'blogs',
			'images' => '',
			'lft' => '103',
			'rght' => '104',
			'pos' => '5',
			'status' => '1',
			'title_seo' => 'tin tức trắc địa, cập nhật xu hướng đo đạc mới, công nghệ đo đạc, thiết bị đo đạc hiện đại, mẹo kỹ thuật trắc địa, sai số đo đạc, hệ tọa độ VN-2000, GNSS, RTK, GPS trắc địa, phần mềm trắc địa, phần mềm GIS, SurPad, LandStar, Magnet Field, Leica Captivate, Trimble Access',
			'meta_key' => 'tin tức trắc địa, cập nhật xu hướng đo đạc mới, công nghệ đo đạc, thiết bị đo đạc hiện đại, mẹo kỹ thuật trắc địa, sai số đo đạc, hệ tọa độ VN-2000, GNSS, RTK, GPS trắc địa, phần mềm trắc địa, phần mềm GIS, SurPad, LandStar, Magnet Field, Leica Captivate, Trimble Access',
			'meta_des' => 'phần mềm máy đo đạc, phần mềm GIS, phần mềm trút dữ liệu',
			'created' => '2015-12-16',
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			'slug' => 'blogs',
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			'hot' => '0',
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	(int) 5 => array(
		'Post' => array(
			'id' => '652',
			'name' => 'AUTO HEIGHT - Tính năng hỗ trợ đỉnh cao của máy toàn đạc Leica thế hệ mới',
			'code' => null,
			'alias' => 'auto-height-tinh-nang-ho-tro-dinh-cao-cua-may-toan-dac-leica-the-he-moi',
			'cat_id' => '40',
			'price' => '0',
			'type' => 'new',
			'shortdes' => '<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trong c&aacute;c m&aacute;y to&agrave;n đạc điện tử hiện nay, Leica FlexLine TS07 v&agrave; Leica FlexLine TS10 được Leica t&iacute;ch hợp th&ecirc;m&nbsp;t&iacute;nh năng tự đo chiều cao m&aacute;y &ndash; AutoHeight&nbsp;nhằm gi&uacute;p c&aacute;c kỹ sư l&agrave;m việc nhanh ch&oacute;ng v&agrave; ch&iacute;nh x&aacute;c hơn.</span></span>',
			'content' => '<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trong tất cả c&aacute;c chương tr&igrave;nh đo ứng dụng, khảo s&aacute;t với&nbsp;m&aacute;y to&agrave;n đạc điện tử, chiều cao m&aacute;y l&agrave; một trong những th&ocirc;ng tin kh&ocirc;ng thể thiếu để phần mềm m&aacute;y c&oacute; thể t&iacute;nh to&aacute;n v&agrave; cho ra kết quả của c&aacute;c b&agrave;i to&aacute;n kh&aacute;c nhau.<br />
<br />
Tuy nhi&ecirc;n, việc đo cao m&aacute;y bằng thước th&eacute;p truyền thống mang lại nhiều bất tiện như:</span></span></span><br />
<ul>
	<li>
		<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Qu&ecirc;n mang thước th&eacute;p khi ra thực địa</span></span></span></li>
	<li>
		<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Sai số lớn do qu&aacute; tr&igrave;nh đo bằng tay</span></span></span></li>
	<li>
		<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Nhập cao m&aacute;y bằng tay đ&ocirc;i khi nhầm lẫn</span></span></span></li>
	<li>
		<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Mất nhiều thời gian</span></span></span></li>
</ul>
<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trải qua hơn 200 năm ph&aacute;t triển trong lĩnh vực đo đạc trắc địa,&nbsp;Leica Geosystems&nbsp;thấu hiểu những kh&oacute; khăn m&agrave; người sử dụng gặp phải. Năm 2020,&nbsp;h&atilde;ng đ&atilde; cho ra đời t&iacute;nh năng AutoHeight ( Tự đo chiều cao m&aacute;y chỉ với một n&uacute;t bấm hay chấm b&uacute;t&nbsp; đơn giản). T&iacute;nh năng n&agrave;y mang lại sự kh&aacute;c biệt so với phần c&ograve;n lại &ndash; Giải quyết triệt để c&aacute;c vấn đề li&ecirc;n quan đến việc đo chiều cao trạm m&aacute;y bằng phương ph&aacute;p truyền thống.&nbsp;</span></span></span><br />
<br />
<h2>
	<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>1. Tổng quan về chức năng Auto Height</strong></span></span></span></h2>
<br />
<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Như đ&atilde; biết, khi thiết lập v&agrave; định hướng trạm m&aacute;y, c&aacute;c kỹ sư phải bật tia laser dọi t&acirc;m để c&acirc;n bằng m&aacute;y một c&aacute;ch ch&iacute;nh x&aacute;c.<br />
Tuy nhi&ecirc;n, nh&agrave; sản xuất Leica lại cải tiến lu&ocirc;n tia laser dọi t&acirc;m n&agrave;y bằng một tia laser c&oacute; chức năng&nbsp;đo EDM, vừa l&agrave; một tia đỏ c&ocirc;ng suất lớn c&oacute; thể nh&igrave;n thấy, vừa c&oacute; thể đo khoảng c&aacute;ch bằng cơ chế đo EDM.<br />
Modul đo cao m&aacute;y tự động c&oacute; chỉ ti&ecirc;u kỹ thuật cao, đ&aacute;p ứng được c&aacute;c chỉ ti&ecirc;u trong qu&aacute; tr&igrave;nh đo đạc:</span></span></span><br />
<ul>
	<li>
		<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Độ ch&iacute;nh x&aacute;c 1mm&nbsp;</span></span></span></li>
	<li>
		<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Phạm vi đo từ 0,7 đến đến 2,7m</span></span></span></li>
	<li>
		<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tốc độ đo ti&ecirc;u dưới 3s</span></span></span></li>
</ul>
<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/do-cao-may-bang-thuoc-thep.jpg" style="width: 680px; height: 484px;" /></span></span><br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">&nbsp;</span></span></span><br />
<h2>
	<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>2. Ưu điểm của t&iacute;nh năng Auto Height</strong></span></span></span></h2>
<br />
<li>
	<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kh&ocirc;ng mất thời gian trong như khi đo thước bằng tay.</span></span></span></li>
<li>
	<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Chiều cao m&aacute;y ch&iacute;nh x&aacute;c v&agrave; đ&aacute;ng tin cậy.</span></span></span></li>
<li>
	<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kh&ocirc;ng nhầm lẫn trong việc đọc v&agrave; nhập chiều cao m&aacute;y bằng tay.</span></span></span></li>
<li>
	<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kh&ocirc;ng cần c&oacute; th&ecirc;m dụng cụ để vận h&agrave;nh.</span></span></span></li>
<br />
<h2>
	<span style="color:#000000;"><strong><span style="font-size: 14px;"><span style="font-family: tahoma, geneva, sans-serif;">3. Một số lưu &yacute; khi thao t&aacute;c t&iacute;nh năng&nbsp; AutoHeight</span></span></strong></span></h2>
<p>
	<br />
	<span style="color:#000000;"><span style="font-size: 14px;"><span style="font-family: tahoma, geneva, sans-serif;">- Qu&aacute; tr&igrave;nh bấm đo, c&oacute; thể c&oacute; ph&aacute;t sinh v&agrave; phần mềm th&ocirc;ng minh sẽ xuất hiện cảnh b&aacute;o.&nbsp; C&aacute;c cảnh b&aacute;o n&agrave;y gi&uacute;p ta biết cường độ phản xạ t&iacute;n hiệu đo qu&aacute; mạnh hoặc cần phải giảm cường độ ph&aacute;t t&iacute;n hiệu.<br />
	- Ch&acirc;n m&aacute;y để bị nghi&ecirc;ng hoặc sau khi c&acirc;n m&aacute;y, tia đo bị vướng ốc giữ m&aacute;y, m&agrave;n h&igrave;nh nhắc cho ta quay th&acirc;n m&aacute;y 180 độ để tho&aacute;t ra khắc phục v&agrave; đo tiếp.<br />
	- Khi thực hiện c&ocirc;ng t&aacute;c đo tr&ecirc;n địa h&igrave;nh như: ruộng nước hay b&ugrave;n nh&atilde;o, n&oacute; hấp thụ tia ph&aacute;t n&ecirc;n kh&ocirc;ng đo được. Ta c&oacute; thể khắc phục bằng c&aacute;ch đặt vật cứng v&agrave;o điểm dọi.</span></span></span></p>
<ul>
</ul>
<br />
<span style="color:#000000;"><iframe allow="accelerometer; autoplay; clipboard-write; encrypted-media; gyroscope; picture-in-picture" allowfullscreen="" frameborder="0" height="480" src="https://www.youtube.com/embed/H0T3O_ikSi8" title="YouTube video player" width="680"></iframe></span>
<p>
	&nbsp;</p>
<h2>
	<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">4.</span></span>&nbsp;<strong style="color: rgb(51, 51, 51); font-family: arial; font-size: 31.5px; text-align: justify; margin: 0px; padding: 0px;"><span style="margin: 0px; padding: 0px; font-size: 14px;"><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;">Địa chỉ mua m&aacute;y to&agrave;n đạc điện tử uy t&iacute;n</span></span></strong></span></h2>
<p style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); font-family: arial; font-size: 13px; text-align: justify;">
	<br style="margin: 0px; padding: 0px;" />
	<span style="color:#000000;"><span style="margin: 0px; padding: 0px; font-size: 14px;"><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;">C&Ocirc;NG TY CP C&Ocirc;NG NGHỆ V&Agrave; TM TH&Agrave;NH ĐẠT chuy&ecirc;n nhập khẩu, cung cấp v&agrave; chuyển giao c&ocirc;ng nghệ c&aacute;c loại m&aacute;y to&agrave;n đạc điện tử của c&aacute;c h&atilde;ng LEICA, NIKON, TOPCON, TRIMPLE, GEOMAX, SOKKIA, PENTAX phục vụ c&ocirc;ng t&aacute;c khảo s&aacute;t, thiết kế, x&acirc;y dựng v&agrave; đo vẽ bản đồ uy t&iacute;n l&acirc;u năm tr&ecirc;n to&agrave;n quốc.&nbsp;</span></span></span></p>
<div style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); font-family: arial; font-size: 13px; text-align: justify; line-height: 20px;">
	<br style="margin: 0px; padding: 0px;" />
	<span style="color:#000000;"><span style="margin: 0px; padding: 0px; font-size: 14px;"><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;">Với hơn 20 năm kinh nghiệm c&ugrave;ng</span></span><span style="margin: 0px; padding: 0px;">&nbsp;</span><span style="margin: 0px; padding: 0px; font-size: 14px;"><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;">đội ngũ nh&acirc;n vi&ecirc;n, kỹ thuật vi&ecirc;n năng động, c&oacute; tr&igrave;nh độ cao&nbsp;</span></span><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif; font-size: 14px;">ch&uacute;ng t&ocirc;i&nbsp;tự h&agrave;o v&agrave; tin tưởng Qu&yacute; kh&aacute;ch h&agrave;ng sẽ h&agrave;i l&ograve;ng khi sử dụng c&aacute;c sản phẩm v&agrave; dịch vụ do ch&uacute;ng t&ocirc;i cung cấp.</span></span></div>
<p style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); font-family: arial; font-size: 13px; text-align: justify;">
	<br style="margin: 0px; padding: 0px;" />
	<span style="color:#000000;"><span style="margin: 0px; padding: 0px; font-size: 14px;"><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;"><u style="margin: 0px; padding: 0px;"><strong style="margin: 0px; padding: 0px;">Li&ecirc;n hệ:&nbsp;</strong></u><br style="margin: 0px; padding: 0px;" />
	<br style="margin: 0px; padding: 0px;" />
	Số 145 L&aacute;ng Hạ, Đống Đa, H&agrave; Nội<br style="margin: 0px; padding: 0px;" />
	Số 5/161 Nguyễn Tu&acirc;n. Thanh Xu&acirc;n, H&agrave; Nội<br style="margin: 0px; padding: 0px;" />
	Tel: 024.37764930<br style="margin: 0px; padding: 0px;" />
	Hotline: 0913051734 (call/imesage/zalo)<br style="margin: 0px; padding: 0px;" />
	Website:&nbsp;</span></span></span><span style="margin: 0px; padding: 0px; font-size: 14px;"><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;"><a href="http://www.tracdiathanhdat.vn/?fbclid=IwAR3altI5BIG46Mm2_6oxBl-TQxXGfXGEm4M1GUGsoDeNELr3WrYUlO7g2jk" style="margin: 0px; padding: 0px; color: rgb(74, 75, 75); text-decoration-line: none; transition: color 0.2s linear 0s; font-size: 13px;" target="_blank"><span style="color:#000000;">www.tracdiathanhdat.vn</span></a><br style="margin: 0px; padding: 0px;" />
	<span style="color:#000000;"> Email: tracdiathanhdat@gmail.com<br style="margin: 0px; padding: 0px;" />
	<br style="margin: 0px; padding: 0px;" />
	<strong style="margin: 0px; padding: 0px;">@ Lu&ocirc;n&nbsp;đồng h&agrave;nh c&ugrave;ng bạn!</strong></span></span></span></p>
<ul>
</ul>
',
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			'id' => '651',
			'name' => 'Máy thuỷ bình Leica Sprinter 250m',
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			'shortdes' => '<span style="color:#000000;"><span style="box-sizing: border-box; font-family: Roboto, sans-serif; font-size: 14px;">M&aacute;y thủy chuẩn Leica Sprinter 250M</span><span style="font-family: Roboto, sans-serif; font-size: 14px;">&nbsp;l&agrave; thiết bị đo cảm biến độ cao của h&atilde;ng&nbsp;</span><span style="box-sizing: border-box; font-family: Roboto, sans-serif; font-size: 14px;">Leica</span><span style="font-family: Roboto, sans-serif; font-size: 14px;">, được sử dụng cho c&aacute;c c&ocirc;ng t&aacute;c đo ch&ecirc;nh cao, truyền dẫn cao độ, t&iacute;nh to&aacute;n cao độ &ndash; khối lượng san lắp với độ ch&iacute;nh x&aacute;c cao do hạn chế được c&aacute;c sai số kh&aacute;ch quan.</span></span>',
			'content' => '<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="box-sizing: border-box; text-align: justify;">M&aacute;y thủy b&igrave;nh điện tử Leica Sprinter 250M</span><span style="text-align: justify;">&nbsp;cho ph&eacute;p người sử dụng thực hiện c&ocirc;ng việc một c&aacute;ch nhanh ch&oacute;ng v&agrave; hiệu quả. Giao diện USB (ở m&aacute;y 150M v&agrave; 250M). Menu giao diện dễ sử dụng.&nbsp;</span><span style="box-sizing: border-box; text-align: justify;">M&aacute;y thủy b&igrave;nh</span><span style="text-align: justify;">&nbsp;</span><span style="box-sizing: border-box; text-align: justify;">Leica Sprinter 250M&nbsp;</span><span style="text-align: justify;">tự động t&iacute;nh to&aacute;n chiều cao v&agrave; chiều cao c&ocirc;ng tr&igrave;nh. C&aacute;c ứng dụng cho san lấp mặt bằng. Lưu trữ l&ecirc;n tới 1000 điểm đo, tải về v&agrave; chuyển dữ liệu qua USB v&agrave; PC. Tăng năng suất. Giảm thiểu lỗi do con người. Hoạt động trong điều kiện &aacute;nh s&aacute;ng thấp.</span><br />
<br />
Với&nbsp;thiết&nbsp;kế&nbsp;hiện&nbsp;đại, gọn nhẹ, thao t&aacute;c&nbsp;sử&nbsp;dụng kh&aacute;&nbsp;đơn giản&nbsp;m&aacute;y&nbsp;thuỷ&nbsp;b&igrave;nh&nbsp;điện tử&nbsp;Leica Sprinter 250M&nbsp;đang l&agrave;&nbsp;sự&nbsp;lựa chọn h&agrave;ng&nbsp;đầu&nbsp;của&nbsp;c&aacute;c&nbsp;kỹ&nbsp;sư&nbsp;trắc&nbsp;địa.<br />
<br />
<strong>1. Những ưu điểm của m&aacute;y thủy b&igrave;nh Leica Sprinter 250M.</strong></span></span></span><br />
<br />
<ul>
	<li>
		<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Ngắm v&agrave; bắt mục ti&ecirc;u nhanh:&nbsp;</strong>Được trang bị lăng k&iacute;nh chất lượng h&agrave;ng đầu, gia c&ocirc;ng tr&ecirc;n d&acirc;y chuyền hiện đại, h&igrave;nh ảnh của Leica Sprinter 250M sắc n&eacute;t, r&otilde; r&agrave;ng, gi&uacute;p ngắm v&agrave; bắt mục ti&ecirc;u nhanh ch&oacute;ng, th&uacute;c đẩy tiến đọ l&agrave;m việc.</span></span></span></li>
	<li>
		<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>N&uacute;t bấm tiện lợi:&nbsp;</strong>N&uacute;t bấm đo được đặt b&ecirc;n phải của m&aacute;y, giống như một ph&iacute;m đo nhanh tr&ecirc;n m&aacute;y to&agrave;n đạc. Chỉ 1 lần bấm, kết quả sẽ hiển thị tr&ecirc;n m&agrave;n h&igrave;nh.</span></span></span></li>
	<li>
		<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Kh&ocirc;ng cần đọc mia:&nbsp;</strong>Kh&aacute;c với mia nh&ocirc;m của m&aacute;y thủy b&igrave;nh cơ, mia d&agrave;nh cho m&aacute;y thủy b&igrave;nh điện tử Leica Sprinter 250M c&oacute; c&aacute;c m&atilde; vạch gi&uacute;p m&aacute;y tự động đọc v&agrave; ph&acirc;n t&iacute;ch số liệu, v&agrave; hiển thị tr&ecirc;n m&agrave;n h&igrave;nh LCD. Điều n&agrave;y khiến việc đo đạc tiện lợi, v&agrave; kh&ocirc;ng bao giờ ph&aacute;t sinh sai số</span></span></span></li>
	<li>
		<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>T&iacute;nh to&aacute;n tự động:&nbsp;</strong>Với Leica Sprinter 250M, bạn kh&ocirc;ng cần mang theo giấy b&uacute;t hay m&aacute;y t&iacute;nh ra c&ocirc;ng trường, bởi phần mềm đ&atilde; tự t&iacute;nh to&aacute;n kết quả cho bạn, việc bạn cần l&agrave;m l&agrave; xem số liệu hiển thị tr&ecirc;n m&agrave;n h&igrave;nh</span></span></span></li>
	<li>
		<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>C&oacute; bộ nhớ:&nbsp;</strong>Bộ nhớ trong của Leica Sprinter 250M ghi lại được 1000 điểm đo, hỗ trợ tr&uacute;t số liệu v&agrave; m&aacute;y t&iacute;nh th&ocirc;ng qua c&aacute;p v&agrave; phần mềm chuy&ecirc;n dụng.</span></span></span></li>
</ul>
<br />
<br />
<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>2. Độ&nbsp;ch&iacute;nh x&aacute;c&nbsp;của&nbsp;m&aacute;y thuỷ b&igrave;nh điện tử Leica&nbsp;Sprinter250M.</strong><br />
<br />
<strong>Đo cao</strong></span></span></span><br />
<ul>
	<li>
		<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Độ ch&iacute;nh x&aacute;c đo điện tử: 1.0/0.7 mm</span></span></span></li>
	<li>
		<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Độ ch&iacute;nh x&aacute;c đo quang học bằng mia: 2.5mm</span></span></span></li>
	<li>
		<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đo đơn: Ti&ecirc;u chuẩn: 0.6mm (điện tử) v&agrave; 1.2mm (quang học) ở cự li 30m</span></span></span></li>
</ul>
<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Đo khoảng c&aacute;ch</strong></span></span></span><br />
<ul>
	<li>
		<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Độ ch&iacute;nh x&aacute;c: 10mm với D&le;10m</span></span></span></li>
	<li>
		<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Dải đo: 2-100m (điện tử)</span></span></span></li>
</ul>
<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Th&ocirc;ng số kh&aacute;c</strong></span></span></span><br />
<ul>
	<li>
		<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Chế độ đo: Đo li&ecirc;n tục, đo từng điểm</span></span></span></li>
	<li>
		<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Thời gian đo: &lt; 3 gi&acirc;y</span></span></span></li>
	<li>
		<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Độ ph&oacute;ng đại: 24X</span></span></span></li>
	<li>
		<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Bộ nhớ: 2000 điểm</span></span></span></li>
</ul>
<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Th&ocirc;ng số vật l&yacute;</strong></span></span></span><br />
<ul>
	<li>
		<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Chống bụi nước: IP55</span></span></span></li>
	<li>
		<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Nguồn điện: Pin AA (4 x LR6/AA/AM3 1.5 V)</span></span></span></li>
	<li>
		<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trọng lượng: &lt; 2.5kg</span></span></span></li>
	<li>
		<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">K&iacute;ch thước:&nbsp;11 &times; 7 &times; 8 inch</span></span></span></li>
</ul>
<br />
<img alt="" src="/admin/webroot/upload/image/images/Leica_Sprinter_150M_250M_pic_2360x714(1).jpg" style="width: 1000px; height: 303px;" /><br />
<br />
<div style="margin: 0px; padding: 0px; max-width: 100%; color: rgb(51, 51, 51); font-family: arial; font-size: 13px; text-align: justify;">
	<span style="margin: 0px; padding: 0px; font-size: 20px;"><span style="margin: 0px; padding: 0px; font-family: &quot;Roboto Condensed&quot;, sans-serif;"><strong style="margin: 0px; padding: 0px;"><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;"><a href="https://tracdiathanhdat.vn/may-thuy-binh-dien-tu" style="margin: 0px; padding: 0px; color: rgb(74, 75, 75); text-decoration-line: none; transition: color 0.2s linear 0s; font-size: 13px; outline: 0px;"><span style="margin: 0px; padding: 0px; color: rgb(0, 0, 0);">M&aacute;y thủy b&igrave;nh gi&aacute; tốt nhất thị trường!</span></a></span></strong></span></span></div>
<p style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); font-family: arial; font-size: 13px; text-align: justify;">
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	<span style="margin: 0px; padding: 0px; font-family: &quot;Roboto Condensed&quot;, sans-serif; font-size: 14px;"><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;"><span style="margin: 0px; padding: 0px; color: rgb(204, 51, 0);">&gt;&gt;&gt; Cần tư vấn hay hỗ trợ li&ecirc;n hệ trực tiếp với ch&uacute;ng t&ocirc;i qua số điện thoại:&nbsp;</span><strong style="margin: 0px; padding: 0px; color: rgb(204, 51, 0);">0913 051 734/ 0942 288 388</strong><br style="margin: 0px; padding: 0px; color: rgb(204, 51, 0);" />
	<br style="margin: 0px; padding: 0px; color: rgb(204, 51, 0);" />
	<span style="margin: 0px; padding: 0px; color: rgb(204, 51, 0);">FanPage Facebook :&nbsp;</span><strong style="margin: 0px; padding: 0px; color: rgb(204, 51, 0);">Trắc Địa Th&agrave;nh Đạt</strong><br style="margin: 0px; padding: 0px; color: rgb(204, 51, 0);" />
	<br style="margin: 0px; padding: 0px; color: rgb(204, 51, 0);" />
	<span style="margin: 0px; padding: 0px; color: rgb(204, 51, 0);">Địa chỉ trực tiếp: 145 L&aacute;ng Hạ &ndash; Đống Đa &ndash; H&agrave; Nội</span></span></span></p>
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			'price' => '0',
			'type' => 'new',
			'shortdes' => '<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">C&ugrave;ng ch&uacute;ng t&ocirc;i t&igrave;m hiểu về cao độ trong khảo s&aacute;t v&agrave; x&acirc;y dựng nh&eacute;.</span></span>',
			'content' => '<h2>
	<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>I. Kh</strong>&aacute;i niệm cao&nbsp;độ trong khảo s&aacute;t v&agrave; x&acirc;y dựng</span></span></span></h2>
<br />
<h3>
	<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>1. Cao độ trong khảo s&aacute;t trắc địa, đo vẽ bản đồ&nbsp;</strong></span></span></span></h3>
<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">L&agrave; độ cao của một điểm trong kh&ocirc;ng gian, l&agrave; khoảng c&aacute;ch thẳng đứng (theo chiều lực h&uacute;t hấp dẫn) từ điểm đ&oacute; đến một mặt chuẩn. Mặt chuẩn c&oacute; thể l&agrave; một mặt phẳng hoặc mặt cong, c&oacute; thể l&agrave; mặt cố định hoặc mặt giả định bất kỳ, th&ocirc;ng thường l&agrave; mực nước biển (bỏ qua biến động do thủy triều), một mặt c&oacute; h&igrave;nh Ellipsoid tr&ograve;n xoay.<br />
<br />
Trong c&ocirc;ng t&aacute;c khảo s&aacute;t, cao độ gi&uacute;p thể hiện độ cao của vị tr&iacute; cần đo, gi&uacute;p vẽ c&aacute;c bản đồ trong kh&ocirc;ng gian 3 chiều, đường đồng mức.<br />
<br />
K&yacute; hiệu của cao độ trong c&ocirc;ng t&aacute;c đo vẽ bản đồ l&agrave; V (vertical)<br />
<br />
</span></span></span>
<h3>
	<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>2. Cao độ trong x&acirc;y dựng&nbsp;</strong></span></span></span></h3>
<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">C&ograve;n được gọi với c&aacute;i t&ecirc;n kh&aacute;c l&agrave; &ldquo;cốt&rdquo; c&ocirc;ng tr&igrave;nh (<span style="box-sizing: border-box; font-weight: bolder;">cos</span>).&nbsp;Cao độ trong x&acirc;y dựng l&agrave; khoảng c&aacute;ch t&iacute;nh từ mặt phẳng l&agrave;m chuẩn (V&iacute; dụ như s&agrave;n tầng 1) đến một vị tr&iacute; kh&aacute;c (cao hoặc thấp hơn). Cao độ được t&iacute;nh bằng m&eacute;t, độ ch&iacute;nh x&aacute;c lấy đến 3 chữ số sau dấu phẩy.&nbsp;Cao độ trong x&acirc;y dựng l&agrave; nghi&ecirc;n cứu v&agrave; đo đạc chi tiết độ cao, hướng dốc, độ dốc của khu vực chuẩn bị x&acirc;y dựng.<br />
<br />
K&yacute; hiệu của cao độ l&agrave; h&igrave;nh tam gi&aacute;c đều, nửa trắng nửa đen c&oacute; ch&uacute; th&iacute;ch số b&ecirc;n tr&ecirc;n. Mặt chuẩn được quy định c&oacute; cao độ l&agrave; &plusmn;0.000. C&aacute;c vị tr&iacute; cao hơn s&agrave;n chuẩn sẽ c&oacute; cao độ dương, c&aacute;c vị tr&iacute; thấp hơn mức chuẩn l&agrave; cao độ &acirc;m.<br />
<br />
Trong x&acirc;y dựng, cao độ l&agrave; chỉ số bắt buộc phải c&oacute;. Khi c&oacute; chỉ số cao độ ch&iacute;nh x&aacute;c, ch&uacute;ng ta mới c&oacute; thể thiết kế được c&aacute;c c&ocirc;ng tr&igrave;nh nh&agrave; ở, quy hoạch được c&aacute;c c&ocirc;ng tr&igrave;nh phụ trợ: hệ thống giao th&ocirc;ng, cống tho&aacute;t nước, hệ thống đường ống&hellip; Từ đ&oacute; gi&uacute;p tăng cường hiệu quả chống ngập &uacute;ng, bố tr&iacute; quy hoạch ph&ugrave; hợp với địa h&igrave;nh.&nbsp;</span></span></span><br />
<h2>
	<br />
	<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>II.&nbsp;</strong>Đo cao&nbsp;độ trong khảo s&aacute;t v&agrave; x&acirc;y dựng&nbsp;</span></span></span></h2>
<h3>
	<br />
	<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>1. Đo cao độ trong khảo s&aacute;t</strong></span></span></span></h3>
<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trong khảo s&aacute;t, đo vẽ bản đồ, người ta c&oacute; 2 c&aacute;ch ch&iacute;nh để đo cao độ:<br />
<br />
<strong>C&aacute;ch 1</strong>: Sử dụng&nbsp;m&aacute;y RTK&nbsp;<br />
<br />
Phưong ph&aacute;p n&agrave;y c&oacute; kết quả cao độ một c&aacute;ch nhanh ch&oacute;ng do c&aacute;c m&aacute;y RTK sẽ trực tiếp cho kết quả về kinh độ, vĩ độ, cao độ của điểm đo, v&agrave; đ&aacute;nh dấu điểm đo trực tiếp l&ecirc;n bản đồ theo hệ tọa độ được chọn sẵn.<br />
Nhược điểm của phương ph&aacute;p n&agrave;y l&agrave; sai số lớn, l&ecirc;n tới v&agrave;i centimet v&agrave; độ ổn định kh&ocirc;ng cao, do m&aacute;y phải thu được t&iacute;n hiệu GNSS mới cho kết quả, v&agrave; t&iacute;n hiệu mạnh hay yếu t&ugrave;y thuộc v&agrave;o yếu tố thời tiết, địa h&igrave;nh.</span></span></span><br />
<p style="text-align: center;">
	<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/367405302_690494259784809_1127747524179412209_n.jpg" style="width: 720px; height: 405px;" /></span></span></span></p>
<br />
<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>C&aacute;ch 2</strong>: Sử dụng m&aacute;y to&agrave;n đạc điện tử<br />
<br />
Người ta sử dụng m&aacute;y to&agrave;n đạc điện tử để dẫn cao độ từ c&aacute;c mốc tọa độ chuẩn về điểm cần đo, từ đ&oacute; x&aacute;c định tọa độ, cao độ v&agrave; đ&aacute;nh dấu l&ecirc;n bản đồ.<br />
Ưu điểm của phương ph&aacute;p n&agrave;y l&agrave; độ ch&iacute;nh x&aacute;c cao, l&ecirc;n tới h&agrave;ng milimet, nhưng nhược điểm l&agrave; mất nhiều c&ocirc;ng sức, thời gian thực hiện l&acirc;u.&nbsp;</span></span></span><br />
<p style="text-align: center;">
	<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/409378989_684998143763641_96936762872538900_n.jpg" style="width: 720px; height: 480px;" /></span></span></span></p>
<br />
<h3>
	<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>2.&nbsp; Đo cao độ trong x&acirc;y dựng</strong></span></span></span></h3>
<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">X&acirc;y dựng chi tiết cần độ ch&iacute;nh x&aacute;c gần như tuyệt đối, v&agrave; khu vực đo hẹp hơn, c&oacute; sẵn mặt chuẩn, v&igrave; thế người ta sử dụng c&ocirc;ng cụ đo l&agrave;&nbsp;m&aacute;y thủy b&igrave;nh.</span></span><br />
<span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">Trong x&acirc;y dựng, người ta cũng sử dụng m&aacute;y to&agrave;n đạc để đo cao độ, nhưng kết quả chỉ d&ugrave;ng để tham khảo, kh&ocirc;ng được d&ugrave;ng để trực tiếp đo vẽ v&agrave; thi c&ocirc;ng.</span><br />
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">So với m&aacute;y RTK v&agrave; m&aacute;y to&agrave;n đạc, m&aacute;y thủy b&igrave;nh c&oacute; gi&aacute; rẻ hơn, cấu tạo đơn giản hơn, nhưng đo cao độ lại mang về kết quả ch&iacute;nh x&aacute;c gần như tuyệt đối do việc đo đạc l&agrave; trực tiếp đọc độ cao tr&ecirc;n mia.&nbsp;<br />
<br />
Việc tiến h&agrave;nh đo đạc cao độ trong x&acirc;y dựng c&oacute; vai tr&ograve; v&ocirc; c&ugrave;ng quan trọng. Đ&acirc;y ch&iacute;nh l&agrave; chỉ số c&oacute; ảnh hưởng đến to&agrave;n bộ c&aacute;c thiết kế c&ocirc;ng tr&igrave;nh tr&ecirc;n mảnh đất đ&oacute; sau n&agrave;y. Việc x&aacute;c định được ch&iacute;nh x&aacute;c cao độ sẽ gi&uacute;p cho qu&aacute; tr&igrave;nh quy hoạch diễn ra thuận lợi v&agrave; c&oacute; tiến độ nhanh hơn.<br />
<br />
Khi c&oacute; chỉ số cao độ ch&iacute;nh x&aacute;c, ch&uacute;ng ta mới c&oacute; thể thiết kế được c&aacute;c c&ocirc;ng tr&igrave;nh nh&agrave; ở, quy hoạch được c&aacute;c c&ocirc;ng tr&igrave;nh phụ trợ: hệ thống giao th&ocirc;ng, cống tho&aacute;t nước, hệ thống đường ống&hellip; Từ đ&oacute; gi&uacute;p tăng cường hiệu quả chống ngập &uacute;ng, bố tr&iacute; quy hoạch ph&ugrave; hợp với địa h&igrave;nh.</span></span><br />
<br />
</span>
<p style="text-align: center;">
	<span style="color:#000000;"><img alt="" src="/admin/webroot/upload/image/images/How the total station work 2(1).png" style="color: rgb(0, 0, 0); font-family: tahoma, geneva, sans-serif; font-size: 14px; width: 512px; height: 512px;" /></span></p>
<h2>
	<br />
	<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>III. Tham khảo c&aacute;ch đo cao độ bằng m&aacute;y thuỷ b&igrave;nh</strong></span></span></span></h2>
<br />
<br />
<p style="text-align: center;">
	<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/NIKON-AX-2s_[27723]_1200(1).jpg" style="width: 600px; height: 450px;" /></span></span></span></p>
<br />
<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Việc đo cao độ bằng m&aacute;y thủy b&igrave;nh ch&iacute;nh l&agrave; t&igrave;m ra sự ch&ecirc;nh lệch về độ cao giữa c&aacute;c điểm được quy định sẵn. Từ đ&oacute; ch&uacute;ng ta sẽ t&iacute;nh ra được cao độ của vị tr&iacute; cần đo. C&aacute;ch đo n&agrave;y được &aacute;p dụng phổ biến tại c&aacute;c c&ocirc;ng tr&igrave;nh quy hoạch đ&ocirc; thị hiện nay.<br />
<br />
Việc đo cao độ bằng m&aacute;y thủy b&igrave;nh được tiến h&agrave;nh qua c&aacute;c bước sau:</span></span></span><br />
<br />
<ul>
	<li>
		<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">X&aacute;c định vị tr&iacute; đặt m&aacute;y thủy b&igrave;nh</span></span></span></li>
</ul>
<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">T&ugrave;y thuộc v&agrave;o từng địa h&igrave;nh kh&aacute;c nhau m&agrave; ch&uacute;ng ta sẽ c&oacute; những vị tr&iacute; cần đo cao độ kh&aacute;c nhau. Tuy nhi&ecirc;n khi lựa chọn vị tr&iacute; đặt m&aacute;y thủy b&igrave;nh ch&uacute;ng ta cần chọn địa điểm c&oacute; độ cao cao hơn vị tr&iacute; l&agrave;m mốc. Vị tr&iacute; đặt m&aacute;y cần c&oacute; nền đất kh&ocirc; r&aacute;o, kh&ocirc;ng bị sụt l&uacute;n. Gi&aacute; của m&aacute;y thủy b&igrave;nh phải được đặt chắc chắn v&agrave; c&acirc;n bằng.</span></span></span><br />
<ul>
	<li>
		<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tiến h&agrave;nh đo cao độ</span></span></span></li>
</ul>
<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Người đo sẽ ngắm c&aacute;c điểm hiện l&ecirc;n nhờ mia, sau đ&oacute; điều chỉnh sao cho h&igrave;nh ảnh hiển thị r&otilde; r&agrave;ng nhất. Th&ocirc;ng số tr&ecirc;n mia được đọc theo h&agrave;ng m v&agrave; h&agrave;ng dm, mỗi khoảng đen trắng đỏ tr&ecirc;n mia tương ứng l&agrave; 0.1 dm. Cuối c&ugrave;ng dựa v&agrave;o c&aacute;c chỉ số để t&iacute;nh to&aacute;n ch&uacute;ng ta sẽ cho ra được chỉ số cao độ cuối c&ugrave;ng.</span></span></span><br />
<br />
<h2 id="4-&nbsp;dia-chi-mua-may-toan-dac-dien-tu-uy-tin" style="margin: 0px; padding: 0px; font-family: arial; line-height: 19px; color: rgb(51, 51, 51); text-rendering: optimizelegibility; font-size: 31.5px; text-align: justify;">
	<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="margin: 0px; padding: 0px;"><span style="margin: 0px; padding: 0px;">IV.</span></span>&nbsp;<strong style="margin: 0px; padding: 0px;"><span style="margin: 0px; padding: 0px;"><span style="margin: 0px; padding: 0px;">Địa chỉ mua m&aacute;y thủy</span></span></strong>&nbsp;b&igrave;nh (thủy chuẩn) uy t&iacute;n</span></span></span></h2>
<p style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); font-family: arial; font-size: 13px; text-align: justify;">
	&nbsp;</p>
<p style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); font-family: arial; font-size: 13px; text-align: justify;">
	<span style="color:#000000;"><span style="margin: 0px; padding: 0px; font-size: 14px;"><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;">C&Ocirc;NG TY CP C&Ocirc;NG NGHỆ V&Agrave; TM TH&Agrave;NH ĐẠT chuy&ecirc;n nhập khẩu, cung cấp v&agrave; chuyển giao c&ocirc;ng nghệ c&aacute;c loại&nbsp;</span></span><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">m&aacute;y thủy b&igrave;nh</span><span style="font-size: 14px;"><span style="font-family: tahoma, geneva, sans-serif;">&nbsp;(thủy chuẩn)&nbsp;</span></span><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">của c&aacute;c h&atilde;ng LEICA, NIKON, TOPCON, TRIMPLE, GEOMAX, SOKKIA, PENTAX phục vụ c&ocirc;ng t&aacute;c khảo s&aacute;t, thiết kế, x&acirc;y dựng v&agrave; đo vẽ bản đồ uy t&iacute;n l&acirc;u năm tr&ecirc;n to&agrave;n quốc.</span></span></p>
<p style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); font-family: arial; font-size: 13px; text-align: justify;">
	&nbsp;</p>
<p style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); font-family: arial; font-size: 13px; text-align: justify;">
	<span style="color:#000000;"><span style="margin: 0px; padding: 0px; font-size: 14px;"><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;">Với hơn 20 năm kinh nghiệm c&ugrave;ng</span></span><span style="margin: 0px; padding: 0px;">&nbsp;</span><span style="margin: 0px; padding: 0px; font-size: 14px;"><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;">đội ngũ nh&acirc;n vi&ecirc;n, kỹ thuật vi&ecirc;n năng động, c&oacute; tr&igrave;nh độ cao&nbsp;</span></span><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif; font-size: 14px;">ch&uacute;ng t&ocirc;i&nbsp;tự h&agrave;o v&agrave; tin tưởng Qu&yacute; kh&aacute;ch h&agrave;ng sẽ h&agrave;i l&ograve;ng khi sử dụng c&aacute;c sản phẩm v&agrave; dịch vụ do ch&uacute;ng t&ocirc;i cung cấp.</span></span></p>
<p style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); font-family: arial; font-size: 13px; text-align: justify;">
	&nbsp;</p>
<p style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); font-family: arial; font-size: 13px; text-align: justify;">
	<span style="color:#000000;"><u style="font-family: tahoma, geneva, sans-serif; font-size: 14px; margin: 0px; padding: 0px;"><strong style="margin: 0px; padding: 0px;">Li&ecirc;n hệ:&nbsp;</strong></u></span></p>
<p style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); font-family: arial; font-size: 13px; text-align: justify;">
	<br style="margin: 0px; padding: 0px;" />
	<span style="color:#000000;"><span style="margin: 0px; padding: 0px; font-size: 14px;"><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;">Số 145 L&aacute;ng Hạ, Đống Đa, H&agrave; Nội<br style="margin: 0px; padding: 0px;" />
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			'meta_key' => 'Chuyên cung cấp máy định vị vệ tinh GPS RTK, máy thủy bình, máy toàn đạc điện tử, UAV, ống nhòm, máy định vị GPS cầm tay, ... chính hãng, uy tín, giá tốt hàng đầu tại Việt Nam! Hotline: 0913051734!',
			'meta_des' => 'Chuyên cung cấp máy định vị vệ tinh GPS RTK, máy thủy bình, máy toàn đạc điện tử, UAV, ống nhòm, máy định vị GPS cầm tay, ... chính hãng, uy tín, giá tốt hàng đầu tại Việt Nam! Hotline: 0913051734!',
			'created' => '2021-09-09',
			'modified' => '2026-02-01',
			'status' => '1',
			'view' => '24657',
			'slug' => 'cung-tim-hieu-ve-cao-do-trong-khao-sat-va-xay-dung',
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			'title_seo' => 'tin tức trắc địa, cập nhật xu hướng đo đạc mới, công nghệ đo đạc, thiết bị đo đạc hiện đại, mẹo kỹ thuật trắc địa, sai số đo đạc, hệ tọa độ VN-2000, GNSS, RTK, GPS trắc địa, phần mềm trắc địa, phần mềm GIS, SurPad, LandStar, Magnet Field, Leica Captivate, Trimble Access',
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	(int) 8 => array(
		'Post' => array(
			'id' => '648',
			'name' => 'Lựa chọn phương án đo RTK phù hợp cho dự án của bạn!',
			'code' => null,
			'alias' => 'lua-chon-phuong-an-do-rtk-phu-hop-cho-du-an-cua-ban',
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			'type' => 'new',
			'shortdes' => '<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Bạn đang băn khoăn về việc lựa chọn phương &aacute;n đo RTK n&agrave;o ph&ugrave; hợp nhất cho dự &aacute;n của bạn. C&ugrave;ng tham khảo một v&agrave;i &yacute; kiến của ch&uacute;ng t&ocirc;i nh&eacute;!</span></span>',
			'content' => '<h2>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>I. </strong><span id="cke_bm_372S" style="display: none;">&nbsp;</span><span style="display: none;">&nbsp;</span>Một v&agrave;i so s&aacute;nh giữa&nbsp;</span></span><strong style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">phương &aacute;n đo&nbsp;Radio với&nbsp;phương &aacute;n đo <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">tr</span></span></strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">ạm</span></span>&nbsp;<strong style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">CORS</strong></h2>
<h3>
	<br />
	<strong style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">1. Về phương &aacute;n đo Radio</strong></h3>
<p>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">- Radio c&oacute; những ưu điểm nổi bật sau:<br />
	&nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp;+ Độ trễ thu thấp<br />
	&nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp;+ T&iacute;n hiệu đo khỏe hơn đối với những vị tr&iacute; kh&oacute;, rậm rạp<br />
	&nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp;+ Đạt độ ch&iacute;nh x&aacute;c cao hơn về cao độ<br />
	&nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp;+ Đo được ở những vị tr&iacute; kh&ocirc;ng c&oacute; s&oacute;ng 3G, kh&ocirc;ng phụ thuộc v&agrave;o mạng, c&oacute; thể hoạt động độc lập<br />
	- Nhược điểm:<br />
	&nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp;+ Phải đầu tư th&ecirc;m trạm Base<br />
	&nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp;+ Khoảng c&aacute;ch đo bị giới hạn hơn (b&aacute;n k&iacute;nh từ 10-15km)</span></span><br />
	&nbsp;</p>
<h3>
	<strong style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">2. Về phương &aacute;n đo trạm CORS</strong></h3>
<p>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">- Ưu điểm của trạm CORS:<br />
	&nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp;+ Chỉ cần đầu tư 01 m&aacute;y Rover<br />
	&nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp;+ Kh&ocirc;ng giới hạn khoảng c&aacute;ch, c&oacute; thể đo được mọi vị tr&iacute; c&oacute; s&oacute;ng 3G v&agrave; c&oacute; t&iacute;n hiệu trạm CORS phủ đến<br />
	- Nhược điểm của trạm CORS:<br />
	&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp; + T&iacute;n hiệu đo kh&ocirc;ng khỏe bằng đo Radio<br />
	&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp; + Độ ch&iacute;nh x&aacute;c về độ cao thấp hơn đo Radio<br />
	&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp; + Chỉ đo được ở khu vực c&oacute; s&oacute;ng 3G v&agrave; c&oacute; t&iacute;n hiệu trạm CORS<br />
	&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp; + Phải trả ph&iacute; (trong tương lai, hiện tại đang cho miễn ph&iacute;)</span></span></p>
<h2>
	<br />
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>II. T&igrave;nh h&igrave;nh ph&acirc;n bổ trạm CORS hiện nay</strong></span></span></h2>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Theo đ&aacute;nh gi&aacute; của kh&aacute;ch h&agrave;ng th&igrave; hiện nay hệ thống trạm CORS Cục tương đối ổn định, t&iacute;n hiệu rất tốt. V&ugrave;ng phủ s&oacute;ng cũng tương đối rộng. Tuy nhi&ecirc;n độ ch&iacute;nh x&aacute;c tốt chỉ nằm trong c&aacute;c khu vực c&oacute; s&oacute;ng mạng lưới VRS hoặc IMAX. Độ ch&iacute;nh x&aacute;c về độ cao cũng chưa được tốt lắm. Nếu c&ocirc;ng tr&igrave;nh ở mức độ kh&ocirc;ng y&ecirc;u cầu qu&aacute; cao về cao độ th&igrave; d&ugrave;ng rất ổn.<br />
<br />
Dưới đ&acirc;y l&agrave; sơ đồ ph&acirc;n bố hệ thống trạm CORS Cục bản đồ.</span></span><br />
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/he-thong-tram-cors-viet-nam-2020(1).jpg" style="width: 600px; height: 800px;" /><br />
&nbsp;<br />
&gt;&gt;&gt; Tr&ecirc;n đ&acirc;y l&agrave; một v&agrave;i ph&acirc;n t&iacute;ch về ưu, nhược điểm của hai phương &aacute;n. Để lựa chọn th&igrave; anh (chị) n&ecirc;n c&acirc;n nhắc dựa tr&ecirc;n c&aacute;c ph&acirc;n t&iacute;ch tr&ecirc;n. Cụ thể:</span></span><br />
<br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trường hợp nhu cầu c&ocirc;ng việc kh&ocirc;ng y&ecirc;u cầu qu&aacute; cao về độ ch&iacute;nh x&aacute;c cao độ (đo địa ch&iacute;nh, địa h&igrave;nh tỷ lệ nhỏ); c&ocirc;ng tr&igrave;nh ở khu vực kh&ocirc;ng qu&aacute; kh&oacute; khăn th&igrave; lựa chọn Rover đo trạm CORS l&agrave; một giải ph&aacute;p hợp l&yacute;</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trường hợp c&aacute;c c&ocirc;ng tr&igrave;nh, dự &aacute;n ở khu vực kh&oacute; khăn, kh&ocirc;ng c&oacute; mạng 3G, 4G, kh&ocirc;ng nằm trong v&ugrave;ng phủ s&oacute;ng trạm CORS; hoặc y&ecirc;u cầu độ ch&iacute;nh x&aacute;c cao về độ cao (khảo s&aacute;t tuyến giao th&ocirc;ng, thủy lợi, đo bản đồ địa h&igrave;nh tỷ lệ lớn),.. th&igrave; lựa chọn đo Radio sẽ ph&ugrave; hợp hơn.</span></span></li>
</ul>
<h2>
	<br />
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">III.&nbsp;<span style="color: rgb(51, 51, 51); text-align: justify;">Địa chỉ mua m</span>&aacute;y định&nbsp; vị vệ tinh GNSS RTK<span style="color: rgb(51, 51, 51); text-align: justify;">&nbsp;uy t&iacute;n</span></span></span></h2>
<br style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); font-family: arial; font-size: 13px; text-align: justify;" />
<span style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); font-family: arial; text-align: justify; font-size: 14px;"><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;">C&Ocirc;NG TY CP C&Ocirc;NG NGHỆ V&Agrave; TM TH&Agrave;NH ĐẠT chuy&ecirc;n nhập khẩu, cung cấp v&agrave; chuyển giao c&ocirc;ng nghệ c&aacute;c loại m&aacute;y định vị vệ tinh GNSS RTK của c&aacute;c h&atilde;ng <strong>Leica, Topcon, Sokkia, E-Survey, Hi- Target, Foif,....</strong>&nbsp;phục vụ c&ocirc;ng t&aacute;c khảo s&aacute;t, đo vẽ bản đồ uy t&iacute;n l&acirc;u năm tr&ecirc;n to&agrave;n quốc. C&aacute;c loại m&aacute;y định vị vệ tinh GNSS RTk m&agrave; ch&uacute;ng t&ocirc;i ph&acirc;n phối phong ph&uacute; về chủng loại, đa dạng về mẫu m&atilde; ph&ugrave; hợp với từng đối tượng kh&aacute;ch h&agrave;ng.</span></span><br />
<br />
<span style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); font-family: arial; text-align: justify; font-size: 14px;"><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;">Với hơn 20 năm kinh nghiệm c&ugrave;ng</span></span><span style="color: rgb(51, 51, 51); font-family: arial; font-size: 13px; text-align: justify;">&nbsp;</span><span style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); font-family: arial; text-align: justify; font-size: 14px;"><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;">đội ngũ nh&acirc;n vi&ecirc;n, kỹ thuật vi&ecirc;n năng động, c&oacute; tr&igrave;nh độ cao&nbsp;</span></span><span style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); text-align: justify; font-family: tahoma, geneva, sans-serif; font-size: 14px;">ch&uacute;ng t&ocirc;i&nbsp;tự h&agrave;o v&agrave; tin tưởng Qu&yacute; kh&aacute;ch h&agrave;ng sẽ h&agrave;i l&ograve;ng khi sử dụng c&aacute;c sản phẩm v&agrave; dịch vụ do ch&uacute;ng t&ocirc;i cung cấp.</span><br style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); font-family: arial; font-size: 13px; text-align: justify;" />
<br style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); font-family: arial; font-size: 13px; text-align: justify;" />
<div style="margin: 0px; padding: 0px; line-height: 20px;">
	<u style="font-family: tahoma, geneva, sans-serif; color: rgb(51, 51, 51); font-size: 14px; text-align: justify; margin: 0px; padding: 0px;"><strong style="margin: 0px; padding: 0px;">Li&ecirc;n hệ:&nbsp;</strong></u></div>
<br style="margin: 0px; padding: 0px;" />
<span style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); font-family: arial; text-align: justify; font-size: 14px;"><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;">Số 50 L&aacute;ng Hạ, Đống Đa, H&agrave; Nội<br style="margin: 0px; padding: 0px;" />
Số 5/161 Nguyễn Tu&acirc;n. Thanh Xu&acirc;n, H&agrave; Nội<br style="margin: 0px; padding: 0px;" />
Tel: 024.37764930<br style="margin: 0px; padding: 0px;" />
Hotline: 0913051734 (call/imesage/zalo)<br style="margin: 0px; padding: 0px;" />
Website:&nbsp;<a href="http://www.tracdiathanhdat.vn/?fbclid=IwAR3altI5BIG46Mm2_6oxBl-TQxXGfXGEm4M1GUGsoDeNELr3WrYUlO7g2jk" style="margin: 0px; padding: 0px; color: rgb(74, 75, 75); text-decoration-line: none; transition: color 0.2s linear 0s; font-size: 13px;" target="_blank">www.tracdiathanhdat.vn</a><br style="margin: 0px; padding: 0px;" />
Email: tracdiathanhdat@gmail.com</span></span><br style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); font-family: arial; font-size: 13px; text-align: justify;" />
<span style="color: rgb(51, 51, 51); font-family: arial; font-size: 13px; text-align: justify;">&nbsp;</span><br style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); font-family: arial; font-size: 13px; text-align: justify;" />
<span style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); font-family: arial; text-align: justify; font-size: 14px;"><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;"><strong style="margin: 0px; padding: 0px;">@ Lu&ocirc;n&nbsp;đồng h&agrave;nh c&ugrave;ng bạn!</strong></span></span><br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">&nbsp;</span></span>',
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			'title_seo' => 'tin tức trắc địa, cập nhật xu hướng đo đạc mới, công nghệ đo đạc, thiết bị đo đạc hiện đại, mẹo kỹ thuật trắc địa, sai số đo đạc, hệ tọa độ VN-2000, GNSS, RTK, GPS trắc địa, phần mềm trắc địa, phần mềm GIS, SurPad, LandStar, Magnet Field, Leica Captivate, Trimble Access',
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			'meta_des' => 'phần mềm máy đo đạc, phần mềm GIS, phần mềm trút dữ liệu',
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	(int) 9 => array(
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			'id' => '644',
			'name' => 'GNSS RTK',
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			'shortdes' => '<span style="font-family:tahoma,geneva,sans-serif;"><span style="box-sizing: border-box; margin: 0px; padding: 0px; border: 0px; background-image: initial; background-position: 0px 0px; background-size: initial; background-repeat: initial; background-attachment: initial; background-origin: initial; background-clip: initial; outline: 0px; vertical-align: top; color: rgb(0, 0, 0); font-size: 14px; text-align: justify; font-weight: 700 !important;">GNSS RTK</span><span style="color: rgb(0, 0, 0); font-size: 14px; text-align: justify;">&nbsp;được biết đến l&agrave; thiết bị d&ugrave;ng trong c&ocirc;ng t&aacute;c trắc địa gi&uacute;p hỗ trợ qu&aacute; tr&igrave;nh khảo s&aacute;t địa h&igrave;nh. Với khả năng tự động vẽ v&agrave; lưu lại c&aacute;c khu vực khảo s&aacute;t gi&uacute;p nhanh ch&oacute;ng ho&agrave;n thiện c&aacute;c bản vẽ đầy đủ, ch&iacute;nh x&aacute;c với c&aacute;c th&ocirc;ng số kỹ thuật cần thiết. Đ&acirc;y l&agrave; thiết bị hỗ trợ đắc lực cho những người l&agrave;m c&ocirc;ng t&aacute;c trắc địa để c&oacute; thể ho&agrave;n th&agrave;nh c&ocirc;ng việc nhanh ch&oacute;ng, tiết kiệm thời gian v&agrave; chi ph&iacute; với độ ch&iacute;nh x&aacute;c cao.</span></span>',
			'content' => '<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tr&ecirc;n thị trường hiện nay c&oacute; rất nhiều d&ograve;ng m&aacute;y GNSS RTK với&nbsp;sự đa dạng về kiểu d&aacute;ng thiết kế, c&aacute;c t&iacute;nh năng cũng như k&iacute;ch thước cho kh&aacute;ch h&agrave;ng lựa chọn. Với mỗi sản phẩm sẽ c&oacute; những đặc t&iacute;nh cũng như c&ocirc;ng năng ri&ecirc;ng ph&ugrave; hợp với nhu cầu sử dụng của từng đối tượng kh&aacute;ch h&agrave;ng cũng như t&iacute;nh chất c&ocirc;ng việc. C&ugrave;ng t&igrave;m hiểu&nbsp;ưu v&agrave; nhược&nbsp;điểm của m&aacute;y GNSS RTK&nbsp;để c&oacute; c&aacute;i nh&igrave;n tổng quan về n&oacute; trước khi bạn lựa chọn&nbsp;đầu tư cho dự&nbsp;&aacute;n của m&igrave;nh.</span></span><br />
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> <strong>Ưu điểm nổi bật của&nbsp;m&aacute;y GNSS RTK&nbsp;</strong><br />
<br />
Đảm bảo độ ch&iacute;nh x&aacute;c cao nhất trong qu&aacute; tr&igrave;nh l&agrave;m việc. Đối với c&ocirc;ng t&aacute;c trắc địa th&igrave; độ ch&iacute;nh x&aacute;c l&agrave; th&ocirc;ng số quan trọng nhất cần hướng tới trong qu&aacute; tr&igrave;nh l&agrave;m việc do đ&oacute; c&aacute;c thiết bị hỗ trợ cũng cần tối ưu h&oacute;a được yếu tố n&agrave;y. Với việc &aacute;p dụng c&ocirc;ng nghệ RTK cũng như CORS&nbsp;Network c&aacute;c mẫu m&aacute;y n&agrave;y đảm bảo mang đến c&aacute;c th&ocirc;ng số chuẩn nhất để cung cấp dữ liệu cho qu&aacute; tr&igrave;nh vẽ cũng như h&igrave;nh th&agrave;nh c&aacute;c dữ liệu chung.<br />
&nbsp;<br />
Trong việc sử dụng c&ocirc;ng nghệ GNSS th&igrave; CORS l&agrave; trạm tham chiếu hoạt động li&ecirc;n tục để tạo sự li&ecirc;n kết c&aacute;c thiết bị với đường truyền t&iacute;n hiệu. C&ocirc;ng nghệ n&agrave;y gi&uacute;p khoảng c&aacute;ch tối&nbsp;đa giữa trạm gốc v&agrave; m&aacute;y định vị GNSS được thiết lập khoảng 10 - 15km,&nbsp; gi&uacute;p tăng khoảng c&aacute;ch cho hoạt động của m&aacute;y. Điều n&agrave;y gi&uacute;p giảm nh&acirc;n c&ocirc;ng cũng như chi ph&iacute; trong qu&aacute; tr&igrave;nh l&agrave;m việc.<br />
<br />
Với thiết kế nhỏ gọn, dễ d&agrave;ng di chuyển gi&uacute;p mang đến sự tiện lợi tối đa trong qu&aacute; tr&igrave;nh sử dụng.&nbsp;<br />
<br />
Một ưu điểm phải kế đến của loại m&aacute;y GNSS RTK đ&oacute; l&agrave; việc t&iacute;ch hợp nhiều t&iacute;nh năng th&ocirc;ng minh trong c&ugrave;ng thiết bị. C&aacute;c t&iacute;nh năng điều khiển bằng giọng n&oacute;i, bảng điều khiển điện tử, việc thay đổi k&iacute;ch thước m&aacute;y được t&iacute;ch hợp &hellip;gi&uacute;p dễ d&agrave;ng sử dụng cũng như c&oacute; thể thực hiện được nhiều chức năng kh&aacute;c nhau c&ugrave;ng l&uacute;c.<br />
<br />
Bộ nhớ trong lớn gi&uacute;p tăng khả năng lưu trữ th&ocirc;ng tin c&ugrave;ng với đ&oacute; l&agrave; khả năng kết nối với m&aacute;y t&iacute;nh, điện thoại, bluetooth hay 3G, 4G gi&uacute;p n&acirc;ng cao tối đa được c&aacute;c c&ocirc;ng năng cũng như sự tiện lợi trong qu&aacute; tr&igrave;nh sử dụng.<br />
&nbsp;<br />
Khả năng kết nối với c&aacute;c thiết bị kh&aacute;c tối ưu c&ugrave;ng với hệ thống CORS.<br />
<br />
Với chất liệu cao cấp c&oacute; khả năng chống va đập cũng như hạn chế tối đa c&aacute;c t&aacute;c động của c&aacute;c yếu tố b&ecirc;n ngo&agrave;i gi&uacute;p mang đến sản phẩm bền đẹp l&acirc;u d&agrave;i theo thời gian sử dụng.<br />
<br />
<img alt="" src="/admin/webroot/upload/image/images/phân phối máy định vị vệ tinh 2 tần số rtk (1).png" style="width: 850px; height: 604px;" /><br />
<br />
<strong>Nhược điểm của m&aacute;y GNSS RTK</strong><br />
<br />
Hiện nay,&nbsp;m&aacute;y GPS &ndash;GNSS RTK&nbsp;chất lượng d&ugrave; đ&atilde; được t&iacute;ch hợp đầy đủ c&aacute;c t&iacute;nh năng nhưng để c&oacute; được độ ch&iacute;nh x&aacute;c tuyệt đối c&ugrave;ng với vi</span>ệc</span>&nbsp;<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">thực hiện th&ecirc;m nhiều c&ocirc;ng việc kh&aacute;c c&aacute;c bạn cần phải c&oacute; sự kết nối th&ecirc;m c&aacute;c thiết bị kh&aacute;c để sử dụng.<br />
<br />
Giới hạn l&agrave;m việc của m&aacute;y trong một phạm vi nhất định cũng l&agrave; một kh&oacute; khăn trong qu&aacute; tr&igrave;nh sử dụng. Do đ&oacute;, cần t&igrave;m hiểu đầy đủ c&aacute;c th&ocirc;ng số của m&aacute;y trước khi lựa chọn để ph&ugrave; hợp với đặc điểm c&ocirc;ng việc.<br />
<br />
Gi&aacute; th&agrave;nh cao cũng l&agrave; một nhược điểm cần t&iacute;nh đến khi quyết định đầu tư.&nbsp;<br />
<br />
<img alt="" src="/admin/webroot/upload/image/images/Máy RTK.png" style="width: 850px; height: 680px;" /><br />
<br />
</span></span>',
			'images' => '2021081816133230412c34d3b16d2ec66a3d1eba4d0d89.jpg',
			'images_multi' => '',
			'pos' => null,
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			'title_seo' => 'Máy RTK',
			'meta_key' => 'Máy RTK, máy định vị vệ tinh RTK, máy GPS RTK, máy định vị vệ tinh GNSS RTK, máy RTK giá rẻ, máy RTK tốt nhất',
			'meta_des' => 'Chuyên cung cấp máy định vị vệ tinh GPS RTK, máy thủy bình, máy toàn đạc điện tử, UAV, ống nhòm, máy định vị GPS cầm tay, ... chính hãng, uy tín, giá tốt hàng đầu tại Việt Nam! Hotline: 0913051734!',
			'created' => '2021-08-18',
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			'status' => '1',
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			'name' => 'Blogs',
			'parent_id' => null,
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			'images' => '',
			'lft' => '103',
			'rght' => '104',
			'pos' => '5',
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			'title_seo' => 'tin tức trắc địa, cập nhật xu hướng đo đạc mới, công nghệ đo đạc, thiết bị đo đạc hiện đại, mẹo kỹ thuật trắc địa, sai số đo đạc, hệ tọa độ VN-2000, GNSS, RTK, GPS trắc địa, phần mềm trắc địa, phần mềm GIS, SurPad, LandStar, Magnet Field, Leica Captivate, Trimble Access',
			'meta_key' => 'tin tức trắc địa, cập nhật xu hướng đo đạc mới, công nghệ đo đạc, thiết bị đo đạc hiện đại, mẹo kỹ thuật trắc địa, sai số đo đạc, hệ tọa độ VN-2000, GNSS, RTK, GPS trắc địa, phần mềm trắc địa, phần mềm GIS, SurPad, LandStar, Magnet Field, Leica Captivate, Trimble Access',
			'meta_des' => 'phần mềm máy đo đạc, phần mềm GIS, phần mềm trút dữ liệu',
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)
$detailNews = array(
	'Post' => array(
		'id' => '721',
		'name' => 'Định vị công trình bằng máy toàn đạc điện tử',
		'code' => null,
		'alias' => 'dinh-vi-cong-trinh-bang-may-toan-dac-dien-tu',
		'cat_id' => '40',
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		'shortdes' => '<p style="margin: 0in 0in 15.6pt; text-align: justify; background-image: initial; background-position: initial; background-size: initial; background-repeat: initial; background-attachment: initial; background-origin: initial; background-clip: initial;">
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="color: rgb(51, 51, 51);">Định vị thi c&ocirc;ng c&ocirc;ng tr&igrave;nh l&agrave; c&ocirc;ng t&aacute;c trắc địa nhằm x&aacute;c định vị tr&iacute; mặt&nbsp;<span style="box-sizing: border-box; touch-action: manipulation; color: rgb(51, 72, 98);">bằng</span>&nbsp;của c&aacute;c điểm, c&aacute;c đường thẳng, c&aacute;c điểm chi tiết của c&ocirc;ng tr&igrave;nh x&acirc;y dựng tr&ecirc;n đất liền cũng như tr&ecirc;n mặt nước theo đ&uacute;ng thiết kế.</span></span></span><span style="font-size:11.5pt;
font-family:Montserrat;color:#333333"><o:p></o:p></span></p>
',
		'content' => '<h2>
	<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>I. T&igrave;m hiểu về định vị thi c&ocirc;ng c&ocirc;ng tr&igrave;nh&nbsp;</strong></span></span></span></h2>
<br />
<p>
	<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Định vị thi c&ocirc;ng c&ocirc;ng tr&igrave;nh l&agrave; c&ocirc;ng t&aacute;c trắc địa nhằm x&aacute;c định vị tr&iacute; mặt&nbsp;bằng&nbsp;của c&aacute;c điểm, c&aacute;c đường thẳng, c&aacute;c điểm chi tiết của c&ocirc;ng tr&igrave;nh x&acirc;y dựng tr&ecirc;n đất liền cũng như tr&ecirc;n mặt nước theo đ&uacute;ng thiết kế.<br />
	<br />
	Định vị c&ocirc;ng tr&igrave;nh bằng m&aacute;y to&agrave;n đạc c&oacute; thể hiểu l&agrave; thao t&aacute;c sử dụng m&aacute;y to&agrave;n đạc để khảo s&aacute;t, x&aacute;c định vị tr&iacute; tọa độ c&ocirc;ng tr&igrave;nh chi tiết, nhanh ch&oacute;ng v&agrave; ch&iacute;nh x&aacute;c. C&aacute;c kỹ sư sẽ nhập c&aacute;c tham số tr&ecirc;n bản vẽ v&agrave;o m&aacute;y. Sau đ&oacute;, c&aacute;c thuật to&aacute;n của m&aacute;y to&agrave;n đạc sẽ xử l&yacute; những số liệu n&agrave;y. Cuối c&ugrave;ng, m&aacute;y to&agrave;n đạc&nbsp;sẽ khảo s&aacute;t, x&aacute;c định chi tiết v&agrave; x&aacute;c thực những vị tr&iacute; điểm ra thực địa.&nbsp;<br />
	<br />
	Chỉ cần tr&iacute;ch xuất những vị tr&iacute; tọa độ ch&iacute;nh x&aacute;c điểm tr&ecirc;n bản vẽ sang&nbsp;<strong><a href="https://tracdiathanhdat.vn/may-toan-dac-dien-tu">m&aacute;y to&agrave;n đạc điện tử</a> , </strong>&nbsp;m&aacute;y sẽ xử l&yacute; c&aacute;c th&ocirc;ng số n&agrave;y. Sau đ&oacute;, m&aacute;y triển khai vị tr&iacute; những tim trục tr&ecirc;n bản đồ l&ecirc;n thực địa. Nhờ vậy, sẽ định vị được x&aacute;c thực tim trục của nền m&oacute;ng cho những bước thi c&ocirc;ng tiếp theo.</span></span></span></p>
<p style="text-align: center;">
	<br />
	<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/dinh-vi-cong-trinh-bang-may-toan-dac.jpg" style="width: 620px; height: 360px;" /></span></span></span></p>
<h2>
	<br />
	<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>II. Phương ph&aacute;p thực hiện định vị c&ocirc;ng tr&igrave;nh bằng m&aacute;y to&agrave;n đạc điện tử</strong></span></span></span></h2>
<p style="text-align: center;">
	<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">&nbsp; &nbsp; &nbsp;&nbsp;<img alt="" 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" style="height: 411px; width: 620px;" /></span></span></span></p>
<p style="text-align: center;">
	<em><span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">&nbsp; &nbsp; &nbsp;Bản vẽ mặt bằng mộtt nh&agrave; xưởng</span></span></span></em><br />
	&nbsp;</p>
<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Reference Line (Định ᴠị c&ocirc;ng tr&igrave;nh theo đường chuẩn l&agrave; đường thẳng): một đường chuẩn c&oacute; thể được х&aacute;c định bằng c&aacute;ch tham chiếu tới 1 đường thẳng gốc đ&atilde; biết.&nbsp;<br />
<br />
1. X&aacute;c định đường gốc<br />
<br />
Một đường gốc được gắn ᴠới 2 điểm gốc ᴠ&agrave; được х&aacute;c định theo 3 c&aacute;ch: Đo đến điểm gốc; Nhập toạ độ bằng taу; Gọi điểm từ bộ nhớ.<br />
<br />
a) Đo tới điểm gốc. Nhập t&ecirc;n điểm <strong>PtID</strong> ᴠ&agrave; đo bằng ph&iacute;m&nbsp;<br />
b) Với điểm gốc đ&atilde; biết toạ độ t&igrave;m kiếm điểm <strong>PtID</strong> trong bộ nhớ. Nhập toạ độ bằng taу. Hiển thị những điểm ѕẵn trong m&aacute;у.<br />
&nbsp; &nbsp; (1) Điểm gốc trang bị 1&nbsp;<br />
&nbsp; &nbsp; (2) Điểm gốc thứ hai.<br />
&nbsp; &nbsp; (3) Đường gốc.<br />
&nbsp; &nbsp; (4) Đường chuẩn.<br />
<br />
2. Dịch chuуển/Quaу đường gốc<br />
Đường gốc được dịch chuуển ѕong ѕong, chiều dọc, chiều đứng hoặc l&agrave; quaу. Tất cả c&aacute;c kết quả đo ѕau đ&oacute; ѕẽ ảnh hưởng đến đường chuẩn.<br />
&nbsp; &nbsp; <strong>BP</strong>: Điểm gốc.<br />
&nbsp; &nbsp; <strong>BL</strong>: Đường gốc.<br />
&nbsp; &nbsp; <strong>RP</strong>: Điểm chuẩn.<br />
&nbsp; &nbsp; <strong>RL</strong>: Đường chuẩn.<br />
&nbsp; &nbsp; <strong>Off</strong>: Dịch chuуển ѕong ѕong.<br />
&nbsp; &nbsp; <strong>L</strong>: Dịch chuуển theo chiều dọc.<br />
&nbsp; &nbsp; <strong>R</strong>: Th&ocirc;ng ѕố quaу.<br />
<br />
Nhập th&ocirc;ng ѕố: Sử dụng ph&iacute;m n&agrave;у để chuуển con trỏ đến trường th&ocirc;ng ѕố bắt buộc nhập.&nbsp;Ta c&oacute; thể nhập c&aacute;c th&ocirc;ng ѕố như ѕau:<br />
&nbsp; &nbsp; <strong>Offѕet</strong>: Dịch chuуển đường chuẩn ѕong ѕong ᴠề ph&iacute;a b&ecirc;n cần của đường gốc, ᴠ&agrave;o hướng của đường gốc (BP1-BP2).<br />
&nbsp; &nbsp; <strong>Line</strong>: Dịch chuуển đường chuẩn theo chiều dọc t&iacute;nh từ điểm gốc trước ti&ecirc;n theo hướng từ điểm gốc đầu ti&ecirc;n tới điểm gốc vật dụng hai.<br />
&nbsp; &nbsp; <strong>Rotate</strong>: Quaу đường chuẩn theo chiều kim đồng hồ хung quanh điểm gốc.<br />
&nbsp; &nbsp; <strong>Height</strong>: Đường chuẩn cao hơn đường gốc.<br />
&nbsp; &nbsp; <strong>Ref.Hgt:Point1:</strong> Ch&ecirc;nh cao ѕo ᴠới điểm gốc chuẩn nhất.<br />
&nbsp; &nbsp; <strong>Point 2</strong>: Ch&ecirc;nh cao ѕo ᴠới điểm gốc chuẩn hai.<br />
&nbsp; &nbsp; <strong>Interpolated:</strong> Ch&ecirc;nh cao dọc theo đường chuẩn.<br />
&nbsp; &nbsp; <strong>No height</strong>: Ch&ecirc;nh cao kh&ocirc;ng được t&iacute;nh to&aacute;n ᴠ&agrave; hiển thị.<br />
<br />
3. Tiến h&agrave;nh đo hoặc chuуển ѕang chế độ chuуển điểm bề ngo&agrave;i ra thực địa. Tiến h&agrave;nh đo đến điểm đ&iacute;ch. Chuуển ѕang chế độ chuуển điểm bề ngo&agrave;i ra thực địa.<br />
<br />
4. Ứng dụng tương trợ &ldquo;Line&amp;Offѕet&rdquo;:&nbsp;t&iacute;nh to&aacute;n ra ᴠị tr&iacute; của điểm đo ѕo ᴠới đường chuẩn bằng c&aacute;ch hiển thị c&aacute;c lệch dọc trục, lệch ngang, ch&ecirc;nh cao&hellip;<br />
&nbsp;</span></span></span><br />
<p style="box-sizing: border-box; margin-bottom: 1.3em; margin-top: 0px; color: rgb(66, 66, 66); font-family: Roboto, sans-serif; font-size: 15px; text-align: justify;">
	<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trắc đạc c&ocirc;ng tr&igrave;nh hay đo đạc c&ocirc;ng tr&igrave;nh l&agrave; khảo s&aacute;t v&agrave; khai triển bản vẽ thiết kế của c&ocirc;ng tr&igrave;nh ra thực địa, d&ugrave;ng cho thi c&ocirc;ng v&agrave; gi&aacute;m s&aacute;t x&acirc;y dựng c&ocirc;ng tr&igrave;nh đ&uacute;ng bản vẽ thiết kế. Quan trắc dịch chuyển của c&ocirc;ng tr&igrave;nh ra thực địa, chuy&ecirc;n dụng cho thi c&ocirc;ng v&agrave; gi&aacute;m s&aacute;t x&acirc;y dựng c&ocirc;ng tr&igrave;nh đ&uacute;ng bản vẽ thiết kế. C&ocirc;ng cụ đo bằng những mẫu m&aacute;y đo đạc như m&aacute;y kinh vĩ, m&aacute;y thủy b&igrave;nh,m&aacute;y đo khoảng c&aacute;ch laser, m&aacute;y to&agrave;n đạc điện tử&nbsp;&hellip;&nbsp;</span></span></span></p>
<p style="box-sizing: border-box; margin-bottom: 1.3em; margin-top: 0px; color: rgb(66, 66, 66); font-family: Roboto, sans-serif; font-size: 15px; text-align: justify;">
	<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Nhiệm vụ chủ đạo của c&ocirc;ng t&aacute;c trắc địa trong x&acirc;y dựng l&agrave; đảm bảo cho c&ocirc;ng tr&igrave;nh được x&acirc;y dựng đ&uacute;ng k&iacute;ch thước h&igrave;nh học v&agrave; đ&uacute;ng vị tr&iacute; thiết kế. Chỉ khi hai y&ecirc;u cầu n&agrave;y được đ&aacute;p ứng th&igrave; c&ocirc;ng tr&igrave;nh mới mang thể vận h&agrave;nh an to&agrave;n.&nbsp;</span></span></span></p>
<h2 style="box-sizing: border-box; margin-bottom: 1.3em; margin-top: 0px; color: rgb(66, 66, 66); font-family: Roboto, sans-serif; font-size: 15px; text-align: justify;">
	<span style="font-weight: var(--h2_typography-font-weight); font-family: tahoma, geneva, sans-serif; font-size: 14px; color: rgb(0, 0, 0);">III. Những thiết bị được sử dụng trong định vị thi c&ocirc;ng c&ocirc;ng tr&igrave;nh</span></h2>
<ul style="box-sizing: border-box; color: rgb(73, 73, 73); font-family: &quot;Open Sans&quot;, Arial, Helvetica, sans-serif; font-size: 15px;">
	<li style="box-sizing: border-box;">
		<span style="color:#ff0000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><a href="https://tracdiathanhdat.vn/may-thuy-binh-tu-dong"><strong>M&aacute;y thủy b&igrave;nh tự động, m&aacute;y thủy b&igrave;nh điện tử</strong></a></span></span></span><span style="color:#000080;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">:</span></span></span><span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> X&aacute;c định cao độ, dẫn mốc cao độ, đo ch&ecirc;nh cao, quan trắc l&uacute;n&hellip;</span></span></span></li>
</ul>
<ul style="box-sizing: border-box; color: rgb(73, 73, 73); font-family: &quot;Open Sans&quot;, Arial, Helvetica, sans-serif; font-size: 15px;">
	<li style="box-sizing: border-box;">
		<span style="color:#000080;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="box-sizing: border-box; font-weight: bolder;"><a href="https://tracdiathanhdat.vn/may-toan-dac-dien-tu">M&aacute;y to&agrave;n đạc điện tử</a></span></span></span></span><span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="box-sizing: border-box; font-weight: bolder;">:</span>&nbsp;Bố tr&iacute; tr&iacute; tọa độ thiết kế ra thực địa; t&iacute;nh to&aacute;n khoảng c&aacute;ch ngang, đứng, g&oacute;c phương vị của đường, tọa độ điểm, diện t&iacute;ch v&agrave; bố tr&iacute; đường thẳng, đường cong; dẫn lưới lập mốc đường chuyền&hellip;</span></span></span></li>
</ul>
<ul style="box-sizing: border-box; color: rgb(73, 73, 73); font-family: &quot;Open Sans&quot;, Arial, Helvetica, sans-serif; font-size: 15px;">
	<li style="box-sizing: border-box;">
		<span style="color:#000080;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="box-sizing: border-box; font-weight: bolder;"><a href="https://tracdiathanhdat.vn/may-dinh-vi-ve-tinh-gps-2-tan-so-rtk">M&aacute;y định vị GNSS</a></span></span></span></span><span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="box-sizing: border-box; font-weight: bolder;">:</span>&nbsp;Khảo s&aacute;t th&agrave;nh lập lưới khống chế tọa độ; bố tr&iacute; điểm phục vụ cho c&ocirc;ng t&aacute;c chuyển điểm thiết kế ra thực địa; giao hội, bố tr&iacute; đường cong, t&iacute;nh diện t&iacute;ch&hellip;</span></span></span></li>
</ul>
<p style="box-sizing: border-box; margin-bottom: 1.3em; margin-top: 0px; color: rgb(66, 66, 66); font-family: Roboto, sans-serif; font-size: 15px; text-align: center;">
	<span style="color:#000000;"><img alt="" src="/admin/webroot/upload/image/images/Banner (665 × 295 px) (31).png" style="width: 665px; height: 295px;" /></span></p>
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		'title_seo' => 'tin tức trắc địa, cập nhật xu hướng đo đạc mới, công nghệ đo đạc, thiết bị đo đạc hiện đại, mẹo kỹ thuật trắc địa, sai số đo đạc, hệ tọa độ VN-2000, GNSS, RTK, GPS trắc địa, phần mềm trắc địa, phần mềm GIS, SurPad, LandStar, Magnet Field, Leica Captivate, Trimble Access',
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	'id' => '1',
	'name' => 'Công ty CP Công nghệ và Thương mại Thành Đạt',
	'title' => 'Chuyên phân phối máy đo đạc, trắc địa: Máy GPS RTK, máy thủy bình, máy toàn đạc, máy scanner, UAV chính hãng (LEICA, TOPCON, NIKON, TRIMPLE, SOKKIA, DJI, PENTAX, GARMIN,...)',
	'address_eng' => '',
	'address' => '<p>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong><u>Văn ph&ograve;ng</u></strong></span></span><span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">: Số 157&nbsp;Đặng Văn Ngữ, Phường Kim Li&ecirc;n, H&agrave; Nội</span></span></p>
<p>
	<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">MST:<strong><a href="javascript: void(0)" style="font-size:11px;"><span style="color:#ffffff;"> 0103764857 </span></a></strong>do Sở KHĐT TP. H&agrave; Nội cấp ng&agrave;y 28-04-2009<br />
	Điện thoại:&nbsp;<a href="javascript: void(0)" style="font-family: tahoma, geneva, sans-serif;font-size:11px;"><span style="color: rgb(255, 255, 255);"><strong style="font-family: arial, helvetica, sans-serif;">(</strong><strong style="font-family: arial, helvetica, sans-serif;">024) 3776 4930</strong></span></a></span></span></p>
<div>
	<p>
		<strong style="font-size: 14px; font-family: tahoma, geneva, sans-serif;"><u>Cửa h&agrave;ng</u></strong><span style="font-size: 14px; font-family: tahoma, geneva, sans-serif;">:</span></p>
</div>
<p>
	<span style="font-family: tahoma, geneva, sans-serif;">- <span style="font-size:12px;">Số <strong><span style="font-size:14px;">145 </span></strong></span></span><span style="font-size:12px;"><span style="font-family: tahoma, geneva, sans-serif;">L&aacute;ng Hạ, Phường L&aacute;ng Hạ, H&agrave; Nội</span></span></p>
<p>
	<span style="font-size:12px;"><span style="font-family: tahoma, geneva, sans-serif;">- Số 5/161 Nguyễn Tu&acirc;n, Phường Thanh Xu&acirc;n, H&agrave; Nội</span></span><br />
	<br />
	&nbsp;</p>
',
	'contactinfo_eng' => '',
	'taikhoan' => '<strong><span style="color:#04529a;">Số T&agrave;i&nbsp; khoản c&aacute;c ng&acirc;n h&agrave;ng của c&ocirc;ng ty T&acirc;n &Aacute;</span></strong><br />
<br />
1. 13022-0506-5430 - Nguyễn Văn Hiệu - Agribank - CN Trung Y&ecirc;n, HN<br />
2. 0011-00404-0367 - Nguyễn Văn Hiệu - Vietcombank - CN Sở Giao dịch, HN<br />
3. 711A-6202-9713 - Nguyễn Văn Hiệu - Vietinbank - CN Thanh Xu&acirc;n, HN<br />
4. 190-256-018-210-13 - Nguyễn Văn Hiệu - Techcombank, H&agrave; Nội<br />
5. 1231-0000-368-767 - Nguyễn Văn Hiệu - BIDV CN Quang Trung, H&agrave; Nội',
	'contactinfo' => '<div dir="rtl" style="text-align: left;">
	<u style="font-family: tahoma, geneva, sans-serif; font-size: 14px;"><strong>Văn Ph&ograve;ng</strong></u></div>
<div style="">
	<br />
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Địa chỉ:&nbsp; Số 157 Đặng Văn Ngữ, Phường Kim Li&ecirc;n, H&agrave; Nội, Việt Nam<br />
	Tel:&nbsp; &nbsp; &nbsp; &nbsp; (024) 3776 4930 &nbsp; &nbsp;<br />
	Fax:&nbsp; &nbsp; &nbsp; &nbsp;(024) 3776 5908<br />
	Email:&nbsp; &nbsp; thanhdatsurvey.JSC@gmail.com/ tracdiathanhdat@gmail.com<br />
	Hotline:&nbsp; <strong>0913 051 734</strong><br />
	<br />
	<strong><u>C</u></strong><strong><u>ửa h&agrave;ng</u></strong></span></span><br />
	<br />
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">- Số 145 L&aacute;ng Hạ, Phường L&aacute;ng Hạ, H&agrave; Nội</span></span><br />
	<img alt="" src="data:image/png;base64,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" style="height: 12px; width: 16px;" /><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">&nbsp;<strong>0942 288 388</strong></span><br />
	&nbsp;</div>
<div style="">
	<span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">- Số 5/161 Nguyễn Tu&acirc;n, Phường Thanh Xu&acirc;n, H&agrave; Nội</span></div>
<div style="">
	<img alt="" src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADUAAAAoCAYAAABerrI1AAAIK0lEQVRoBdWZi1fTRxbH8/esW3W77Wnrqnva7XH7dNk+7Lq7h/Io8jIEGiCGN9XKK0SBJITwy+uXH8kvFgUEUZ4iWI5Va7UVH1sf1VWrq+261W0tIt89d+L8GkJegJ6VOWfOZCYzc+9n7p07k4kK80z3H0ziyu1zOHF1DINnZew4th3Wg3rUDWVgc18iirrfQn7na9B2vIqCztdR2PUmK6lO7cU9b2NLXyIMw5mwjZeg/YtG7P+6HV9ePYhrty+A5p9vUsU7cHLqZ0x8ewi9E06Yxwqg352ATP/vkOFf8chz5o6V0HcnwDJWyOSd+vazOUHGhDp9/TCkIzVMyOMAiHdOgvQercWZG0dj2iEi1KFv9qJm8INHboV4IaL1qx1Kx5FLAxHhZkFduDWB+uGsJxImFHT7iAZXb5+fBTcDauCMF+TPoYMXWs/asQrZn6wGlQudK3S8uv1FjJ7rmAGmQLUfb1qQwHT5eWzwPosP2n7LNje5B/n/5e/PstW89p+LrKT6P/51DJ9fHsLI1+3Q7lzDxmXIzy9IPgUwnhgUheTQFYhVL+l5G77PDcjveAVJ7l/jfdevWNb4f48f7n3P549ZbhvMVMbSPMmeZXAcqkR571/mrNORy4NMnurGnctxD87asRKGoQwcvtSPqQf32QQlXQmKUgS2ECi+MGTN6ekH7AxsGNHE7bY57S/hx8k7UFG4jmUV/n3l3r/OWvnHBRUsiA50rkOssu+0BBWd/rE68u9pU966ey1YHiJB3f7xJs7dPIHjV0ZBx8PY+S6MX9yDL66M4OyNY7h59yqbJ9j9gi3FhdDK53e+GreOjQfyoKIrDFc6nvLAuV1cHiuDoZLFpcj2r8TW/uSYiuTufBkf7fs7dJ1vsH3Egagk9+OJFiEevXifyn1/g0qz8w9zGtT1ZQvzdy60uCsBydJypPuem9M8XAleUvRMlZ5GomuJAjWNadAxw/vEU+btWgOV2r86/kHyChgGNihQhy/1gYJHNGFa35+wpS0bNVIhtkhq6HzvRO2fLr/AoiotGkFZRvORIcd/v9zQ9ixUWd4XkCItjyqIK03uVd2XyoxEN2veHqn8UH4NH7epYXLUwdTQCLPNiGpJCwKNNIa3f9yfxG7rtjE9ksVlMfvTuLS2Z5Dsfgqq4/88oITkJHEpSPFwmXw9RVyKi99NoHog+p1Q710Ps1gHl8vFcmuzALPBAluTTWmzig0o86ZEvelrdr6EI5f6kSY9jfddS5DiWc5cnUolS4G2ZPEpxrHruAns8P3s4j5s9K9ijUmuJQiX9Z1rceLKKMp734u4atn+1TB6yuEQHHA5A0AEZqmzoKnaxHJwO/UjeLUceV/Tta3/tARdx+vK4gcHFf451fMbyEcNzIsY1P2pn7Fvwo1tQ1loHM6BaX+ukhuG1Wjar0H/KQmFXW9EBCLzN4pVsJlsTHlLrQVOhxNOpwtOwYmWRhvsLYJiqWajlfWzGq1oERuRI78cdW7bwSJUdL8LCkxl3e8ouWT3n1HUuRaO8TLcuhM4JpS7H49m4crJqXugqML9PVxJe4WsQspzqxCU3y/D4xEhCHa43W6lbqkPWM9S38zGNXg2R52fZNKv4nhSXFCxTvRc+Y9wuhyKFQSrnVnJJ/vQUN+AEm0pdOpNKMorRn2VAT6fF6IoQrDZlTG0IJu867BRfjEiHEXa0MM/HGRMqLHznRGF0OpRUKiS8phydsHB3I0UJAsZa43ISdVAt1EHnUbPwDSpGlRVboXP71OA2B50uVAr6VHmTYoqz7h/YziOGW1RoX66/1/QyR/O3XhblaSFRTQoe8lUY1bAdDmbQLlEW4KiD4tRpC2GPq8I+ZkFsFlt8HrbQO5H7kpuS0GjRtJGlUdyv7r26QyI0EpUqJ6T9pgCaiUdLKIRzdsDG58UdDlccDgcioUIhkE9BNNm5sNssjAoU00gKlLAMIsG1EgFMWXS9SpaighFT1TajldiCqCzxiAVM1cSmgXYbRQQXKD9VFVRBU2KBpty9QGovGLkpuaiTFeONm8b21fksq2WVrYQdBxUeNNiyiRrnbp+OCJXRKjxCz1xTU4CCuS1yv6g/eR0OiFJHmaJqspq6NQ6FGQVoCC7EB8Vb2YwBOVwOGeMK/UmgoIOd+1opWlUO3eoWLeGUIEGT2nAWlYB5lozLAYL3C43ZL8MQRBgabKgpcXGLChJEqzbrKwfnWu0ELSfQueMVqc3x0iRMKyl6IU02oThvqPDs0VsYlchfk6RK5LCBOG2uyGJItxkSbsTfC9RoKDjQOtbO2eZeyYcYa0VFmrXCcucBRCoRl4Dq7sRglWAveWXM4iCAIGaa8zK9YnCeKu5Fa2OFhT63pqXPAoYdJMPTWGhKnrXz0sIgWX7V7Fzy+EOuhI9jIx0qSXL8VwvlUAd43oUziuC24J/UHK4WVDffHd63kDBwuiSWv4wMjYJdWhsMMJkq4fRU4bKtvS4A0LwnOE+7/6qlbMo5Syo7pPCI4EKp8DjaKN/TkLTLKiqgdRFBUULdf2HyzO4ZkDRKyp1oht5ac+6h/ldlPY8eblsz3vQ7Q5EzJ6QKKhAURTpPeVCxZ712CA9E/UHGf9h9v8uU8VlKOtZx/64o6c0nhSoO/f+DWG8dFHAhC5mUVcC6J2RJwWq96Rjxpt46MAnvU6/3HlSoIRPSxallfhiG/rTOFPg4YVqw2dkpHno1Sbw78ViK8nTeFIsRe8Qg2e8ixJq695ETE1PcaZfLMVbRs5+wl5nMr3PQS2vfGJztm8F0004WIyfJu9y9Vn5P2E2W2r6o5rUAAAAAElFTkSuQmCC" style="height: 12px; width: 16px;" /><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">&nbsp;<strong>0949 322 456</strong></span></div>
<div style="">
	<br />
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong><u>VPĐD tại Tp. Hồ Ch&iacute; Minh</u></strong><br />
	<br />
	- 1/56 Nguyễn Th&aacute;i Sơn, Phường Hạnh Th&ocirc;ng, Hồ Ch&iacute; Minh</span></span><br />
	<img alt="" src="data:image/png;base64,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" style="height: 12px; width: 16px;" /><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">&nbsp;<strong>0904 925 936</strong></span></div>
',
	'telephone' => '01659 014592',
	'hotline' => '0913051734',
	'email' => 'tracdiathanhdat@yahoo.com',
	'url' => '',
	'meta_key' => 'Leica Geosystems, Máy RTK, máy định vị GPS, GNSS, vngeonet, máy laser, thước đo, Yamayo, máy toàn đạc điện tử, máy toàn đạc robotic, máy toàn đạc tự động, Leica, Sokkia, Nikon, Trimple, Nikon, Spectra, Topcon, ống nhòm, máy bộ đàm, thước đo Yamayo, Máy toàn đạc điện tử, Máy toàn đạc Leica, Máy toàn đạc Sokkia, máy toàn đạc Nikon, Máy toàn đạc Geomax,	Máy toàn đạc Topcon, Máy toàn đạc Trimble, Máy thủy bình tự động, Máy thủy bình leica, Máy thủy bình sokkia, Máy thủy bình Nikon, Máy thủy bình Topcon, Máy thủy bình pentax, Máy thủy bình điện tử, Máy cân bằng laser, Máy kinh vĩ nikon, Máy kinh vĩ Topcon, Máy kinh vĩ sokkia, Máy kinh vĩ geomax, Máy cân bằng laser sabaru, Máy cân bằng laser sincon, Máy cân bằng laser fukuda, Máy cân bằng laser acuza, Máy đo khoảng cách laser leica, Máy đo khoảng cách laser sincon, Máy đo khoảng cách laser bosch, Máy định vị gps 2 tần, Máy định vị gps cầm tay, Máy đo sâu, Máy bộ đàm, Phụ kiện trắc địa, Máy định vị GPS RTK GNSS, Máy định vị GPS RTK Trimble, Máy định vị GPS RTK Sokkia, Máy định vị GPS RTK Sanding, Máy định vị GPS RTK CHC, Máy định vị GPS RTK Comnav, Máy định vị GPS RTK Efix, Máy định vị GPS RTK FOIF, Máy định vị GPS RTK Geomax, Máy định vị GPS RTK Topcon, Máy định vị GPS RTK Nikon, Máy định vị GPS RTK South, Máy định vị GPS RTK Ruide, Máy định vị GPS RTK Kolida, Máy định vị GPS RTK Leica, máy định vị điểm, đo đạc, khảo sát, bản đồ, RINEX, CORS, ',
	'meta_des' => 'Chuyên cung cấp máy định vị vệ tinh GNSS RTK, máy thủy bình, máy toàn đạc, máy laser, máy GPS cầm tay, UAV, ống nhòm (LEICA, TOPCON, NIKON, TRIMPLE, SOKKIA, DJI, PENTAX, GARMIN,...). Uy tín, chất lượng, giá tốt hàng đầu tại Việt Nam!',
	'created' => '2012-06-05',
	'modified' => '1769758152',
	'youtube' => 'http://youtube.com',
	'twitter' => 'https://twitter.com/',
	'myspace' => 'https://myspace.com/',
	'facebook' => 'https://www.facebook.com/thanhdatsurvey.jsc/',
	'email2' => 'duycuong7640',
	'skype' => 'hothihuyen.hn',
	'yahoo' => 'duycuong7640',
	'yahoo1' => 'duycuong7640',
	'content' => 'Thanks for your interest in Vn Discoverytours. For a fast response, please submit this basic Quick Enquiry form below by clicking &ldquo;Submit&rdquo;, and we&rsquo;ll get back to you by e-mail within 12 to 24 hours (in working days). For urgent booking, call us at +84 974 839 873',
	'video' => '<iframe width="1280" height="720" src="https://www.youtube.com/embed/mR4kOuAkEtY" title="YouTube video player" frameborder="0" allow="accelerometer; autoplay; clipboard-write; encrypted-media; gyroscope; picture-in-picture" allowfullscreen></iframe>',
	'slogan' => 'trung tâm sửa chữa và bảo hành máy giặt electrolux',
	'slogan_eng' => '',
	'printer' => '',
	'googleplus' => '',
	'bando' => '<p>
	<iframe allowfullscreen="" frameborder="0" height="410" src="https://www.google.com/maps/embed?pb=!1m18!1m12!1m3!1d1680.2372398112452!2d105.81212934716025!3d21.01437303922492!2m3!1f0!2f0!3f0!3m2!1i1024!2i768!4f13.1!3m3!1m2!1s0x3135ab63b645b665%3A0xa6797ac6008687bf!2zQ-G7rWEgSMOgbmcgVHLhuq9jIMSQ4buLYQ!5e0!3m2!1svi!2s!4v1449908805279" style="border:0" width="600"></iframe></p>
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	'gioithieu' => '<p style="text-align: center;">
	<img alt="" src="/admin/webroot/upload/image/images/gioithieu.png" /></p>
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	'thongtincongty' => 'Sửa máy lạnh tại nhà
Sửa máy lạnh tại HCM
Sửa tủ lạnh
Bơm ga máy lạnh ',
	'trogiupkh' => 'Tai nghe Iphone
Sua may tinh tai nha
Máy Ozone Z755',
	'dichvuft' => 'Sửa máy lạnh
Bảo dưỡng máy lạnh
Vệ sinh máy lạnh
Lắp đặt máy lạnh',
	'bb' => '',
	'zing' => '',
	'hotline2' => '0912 35 65 75',
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	'theh1' => 'thanhdatsurvey.JSC',
	'hanoi' => '<div>
	<strong>C&Ocirc;NG TY CỔ PHẦN THƯƠNG MẠI HMH VIỆT NAM</strong></div>
<div>
	<strong>Địa chỉ</strong> &nbsp;: Số 51 - Trần Duy Hưng, Trung H&ograve;a, Cầu Giấy, H&agrave; Nội</div>
<div>
	<strong>Điện thoại </strong>: (04) 3641.7498 - <strong>Fax</strong>: (04) 3543.0479</div>
<div>
	<strong>Email </strong>: info@ifes.vn</div>
',
	'tphcm' => '<div>
	<strong>C&Ocirc;NG TY CỔ PHẦN THƯƠNG MẠI HMH VIỆT NAM</strong></div>
<div>
	<strong>Địa chỉ</strong>&nbsp;&nbsp;: Số 51 - Trần Duy Hưng, Trung H&ograve;a, Cầu Giấy, H&agrave; Nội</div>
<div>
	<strong>Điện thoại&nbsp;</strong>: (04) 3641.7498 -&nbsp;<strong>Fax</strong>: (04) 3543.0479</div>
<div>
	<strong>Email&nbsp;</strong>: info@ifes.vn</div>
',
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	'bandohaiphong' => '<iframe frameborder="0" height="450" src="https://www.google.com/maps/embed?pb=!1m14!1m8!1m3!1d3724.958946511035!2d105.8172709!3d20.9942827!3m2!1i1024!2i768!4f13.1!3m3!1m2!1s0x3135ac91e206c757%3A0xf0f7a088bc4c72a2!2zMTg2IEtoxrDGoW5nIFRydW5nLCBUaGFuaCBYdcOibiwgSMOgIE7hu5lpLCBWaeG7h3QgTmFt!5e0!3m2!1svi!2s!4v1419913280809" style="border:0" width="600"></iframe>',
	'gt' => '<p style="text-align: justify;">
	<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">L&agrave; c&ocirc;ng ty chuy&ecirc;n nhập khẩu,&nbsp;cung cấp v&agrave; chuyển giao c&ocirc;ng nghệ c&aacute;c loại m&aacute;y đo đạc,&nbsp;trắc địa phục vụ khảo s&aacute;t thiết kế, x&acirc;y dựng v&agrave; đo vẽ bản đồ của c&aacute;c h&atilde;ng nổi tiếng tr&ecirc;n thế giới như: LEICA, TOPCON, NIKON, PENTAX, SOKKIA, GLUNZ, TRIMPLE, SPECTRA, GEOMAX, GARMIN..., ch&uacute;ng t&ocirc;i cam kết mang tới cho kh&aacute;ch h&agrave;ng những sản phẩm ch&iacute;nh h&atilde;ng chất lượng tốt nhất, gi&aacute; cả hợp l&yacute;, hỗ trợ tư vấn, chuyển giao c&ocirc;ng nghệ miễn ph&iacute;, dịch vụ chăm s&oacute;c kh&aacute;ch h&agrave;ng tận t&acirc;m 24/7!&nbsp; </span><br />
	<br />
	<span style="font-family: tahoma, geneva, sans-serif;">Với hơn 20 năm kinh nghiệm c&ugrave;ng</span>&nbsp;<span style="font-family: tahoma, geneva, sans-serif;">đội ngũ nh&acirc;n vi&ecirc;n, kỹ thuật vi&ecirc;n năng động, c&oacute; tr&igrave;nh độ cao ch&uacute;ng t&ocirc;i&nbsp;tự h&agrave;o v&agrave; tin tưởng Qu&yacute; kh&aacute;ch h&agrave;ng sẽ h&agrave;i l&ograve;ng khi sử dụng c&aacute;c sản phẩm v&agrave; dịch vụ do ch&uacute;ng t&ocirc;i cung cấp!</span></span><br />
	&nbsp;</p>
<div style="text-align: justify;">
	<span style="color:#ff9966;"><span style="font-family:comic sans ms,cursive;"><span style="font-size:14px;"><strong style="font-family: tahoma, geneva, sans-serif;">Hỗ trợ 24/7:</strong>&nbsp;<strong>0942 288 388/</strong></span><span style="font-size: 14px;"><strong>0949 322 456</strong>&nbsp;(Zalo)&nbsp;</span></span></span></div>
',
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			'name' => 'Hướng dẫn mua hàng',
			'code' => null,
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			'cat_id' => '4',
			'price' => '0',
			'type' => 'new',
			'shortdes' => '',
			'content' => '<p>
	<span style="color:#000000;"><b><span style="font-size: 10.5pt; line-height: 107%; font-family: Verdana, sans-serif;">Cảm ơn Qu&yacute; kh&aacute;ch đ&atilde; tin tưởng lựa chọn sản phẩm v&agrave; dịch vụ vủa ch&uacute;ng t&ocirc;i!</span></b><br />
	<span style="font-size: 10.5pt; line-height: 107%; font-family: Tahoma, sans-serif;"> </span></span><span style="font-size: 10.5pt; line-height: 107%; font-family: Tahoma, sans-serif;"><!--[if !supportLineBreakNewLine]--><!--[endif]--></span></p>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="line-height: 107%;"><!--[if !supportLineBreakNewLine]--><!--[endif]--></span></span></span>
<p>
	<br />
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="color:#000000;">Qu&yacute; kh&aacute;ch c&oacute; thể mua h&agrave;ng theo những c&aacute;ch sau:</span></span></span><br />
	&nbsp;</p>
<p>
	<span style="color: rgb(0, 0, 0); font-size: 14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>1. C&aacute;ch 1: </strong>Đặt h&agrave;ng trực tiếp tại mục ĐẶT H&Agrave;NG (Th&ecirc;m v&agrave;o giỏ h&agrave;ng) tr&ecirc;n website:&nbsp;</span></span><span style="font-size: 14px;"><span style="font-family:tahoma,geneva,sans-serif;"><a href="https://maytracdiasaoviet.vn/" target="_blank"><span style="color:#000000;">https://tracdiathanhdat.vn/</span></a></span></span><span style="color: rgb(0, 0, 0); font-size: 14px;"><span style="font-family:tahoma,geneva,sans-serif;">.</span></span></p>
<p>
	<br />
	<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Ngay&nbsp;sau khi tiếp nhận th&ocirc;ng tin đặt h&agrave;ng, nh&acirc;n vi&ecirc;n kinh doanh c&ocirc;ng ty sẽ gọi điện cho qu&yacute; kh&aacute;ch để x&aacute;c nhận đơn h&agrave;ng v&agrave; tiến h&agrave;nh giao h&agrave;ng cho qu&yacute; kh&aacute;ch ngay trong ng&agrave;y.</span></span></span></p>
<br />
<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>2. C&aacute;ch 2: </strong>Đặt h&agrave;ng trực tiếp qua số hotline của c&ocirc;ng ty&nbsp;<br />
<br />
&ndash; Tại trụ sở H&agrave; Nội:&nbsp;<strong>0913 051 734&nbsp;</strong></span></span></span><span style="color: rgb(0, 0, 0); font-family: tahoma, geneva, sans-serif; font-size: 14px;">(Zalo/Call)</span><br />
<br />
<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">&ndash; Tại VPGD Hồ Ch&iacute; Minh:<strong>&nbsp;0904 925 936&nbsp;</strong></span></span></span><span style="color: rgb(0, 0, 0); font-family: tahoma, geneva, sans-serif; font-size: 14px;">(Zalo/Call)</span><br />
<br />
<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>3. C&aacute;ch 3:&nbsp;</strong>Qu&yacute; kh&aacute;ch mua h&agrave;ng trực tiếp tại địa chỉ sau:<br />
<br />
<strong>C&Ocirc;NG TY CP C&Ocirc;NG NGHỆ V&Agrave; THƯƠNG MẠI TH&Agrave;NH ĐẠT</strong></span></span></span><br />
<div style="margin: 0px; padding: 0px; color: rgb(0, 0, 0); font-family: arial; font-size: 13px; text-align: justify;">
	<br style="margin: 0px; padding: 0px;" />
	<span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">- 145 L&aacute;ng Hạ, Đống Đa, H&agrave; Nội</span><br />
	<br />
	<span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">- 5/161 Nguyễn Tu&acirc;n, Thanh Xu&acirc;n, H&agrave; Nội</span></div>
<div style="margin: 0px; padding: 0px; color: rgb(0, 0, 0); font-family: arial; font-size: 13px; text-align: justify;">
	&nbsp;</div>
<div style="margin: 0px; padding: 0px; color: rgb(0, 0, 0); font-family: arial; font-size: 13px; text-align: justify;">
	<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="margin: 0px; padding: 0px;"><span style="margin: 0px; padding: 0px;">- 1/56 Nguyễn Th&aacute;i Sơn, Phường 3, Quận G&ograve; Vấp, Hồ Ch&iacute; Minh</span></span><br style="margin: 0px; padding: 0px;" />
	<br />
	Rất mong được hợp t&aacute;c với Qu&yacute; kh&aacute;ch h&agrave;ng tr&ecirc;n cả nước.<br />
	<br />
	Tr&acirc;n trọng!</span></span></span></div>
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			'cat_id' => '4',
			'price' => '0',
			'type' => 'new',
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			'content' => '<p style="margin: 0px 0px 1.3em; padding: 0px; text-align: justify; box-sizing: border-box; color: rgb(66, 66, 66); font-family: Roboto, sans-serif; font-size: 16px;">
	<span style="color:#000000;"><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif; font-size: 14px;"><b><span style="font-size: 10.5pt; line-height: 107%; font-family: Verdana, sans-serif;">Cảm ơn Qu&yacute; kh&aacute;ch đ&atilde; tin tưởng lựa chọn sản phẩm v&agrave; dịch vụ vủa ch&uacute;ng t&ocirc;i!</span></b><br />
	<br />
	<span style="font-size: 10.5pt; line-height: 107%; font-family: Tahoma, sans-serif;"> <!--[if !supportLineBreakNewLine]--><!--[endif]--></span>&nbsp;</span><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif; font-size: 14px;">Ch&uacute;ng t&ocirc;i c</span><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">hấp nhận c&aacute;c h&igrave;nh thức thanh to&aacute;n bằng tiền mặt, chuyển khoản theo đ&uacute;ng quy định ph&aacute;p luật.&nbsp;</span></span></p>
<p style="margin: 0px 0px 1.3em; padding: 0px; box-sizing: border-box; color: rgb(66, 66, 66); font-family: Roboto, sans-serif; font-size: 16px;">
	<img alt="" src="/admin/webroot/upload/image/images/Thiết kế chưa có tên (22).png" style="width: 320px; height: 183px;" /></p>
<p style="margin: 0px 0px 1.3em; padding: 0px; text-align: justify; box-sizing: border-box; color: rgb(66, 66, 66); font-family: Roboto, sans-serif; font-size: 16px;">
	<span style="color:#000000;"><span style="margin: 0px; padding: 0px; font-size: 14px;"><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;">Qu&yacute; kh&aacute;ch c&oacute; thể chọn c&aacute;c phương thức thanh to&aacute;n sau đ&acirc;y:</span></span><br />
	<br />
	<strong><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">I. Thanh to&aacute;n trực tiếp tại cửa h&agrave;ng<br />
	<br />
	II. Thanh to&aacute;n qua h&igrave;nh thức chuyển khoản</span></strong><br />
	<br />
	<span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">Th&ocirc;ng tin t&agrave;i khoản:</span></span></p>
<p style="margin: 0px 0px 1.3em; padding: 0px; box-sizing: border-box; color: rgb(66, 66, 66); font-family: Roboto, sans-serif; font-size: 16px;">
	<strong style="color: rgb(0, 0, 0); margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif; font-size: 14px; text-align: justify;"><em>Chủ t&agrave;i khoản</em>: C&Ocirc;NG TY CP C&Ocirc;NG NGHỆ V&Agrave; THƯƠNG MẠI TH&Agrave;NH ĐẠT</strong></p>
<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><em style="margin: 0px; padding: 0px;"><strong>Số t&agrave;i khoản</strong></em><em style="margin: 0px; padding: 0px;">: <strong>0611001648635</strong> tại Ng&acirc;n h&agrave;ng TMCP Ngoại thương Việt Nam, chi nh&aacute;nh Ba Đ&igrave;nh<br />
<br />
<strong>Nội dung chuyển khoản</strong>: T&ecirc;n c&ocirc;ng ty - Th&ocirc;ng tin sản phẩm đ&atilde; mua &ndash; Số điện thoại người chuyển tiền</em></span></span></span><br />
<br />
<p style="margin: 0px 0px 1.3em; padding: 0px; text-align: justify; box-sizing: border-box; color: rgb(66, 66, 66); font-family: Roboto, sans-serif; font-size: 16px;">
	<span style="color:#000000;"><span style="margin: 0px; padding: 0px; font-size: 14px;"><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;">Sau khi chuyển khoản h&atilde;y th&ocirc;ng b&aacute;o lại cho ch&uacute;ng t&ocirc;i để ch&uacute;ng t&ocirc;i kiểm tra v&agrave; x&aacute;c nhận lại cho Qu&yacute; kh&aacute;ch.</span></span><br />
	<br />
	<strong><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">III. Thanh to&aacute;n khi nh&acirc;n vi&ecirc;n đến giao nhận h&agrave;ng</span></strong></span></p>
<p style="margin: 0px 0px 1.3em; padding: 0px; text-align: justify; box-sizing: border-box; color: rgb(66, 66, 66);">
	<span style="color:#000000;"><font face="tahoma, geneva, sans-serif"><span style="font-size: 14px;">Qu&yacute; kh&aacute;ch h&agrave;ng thanh to&aacute;n trực tiếp bằng tiền mặt cho nh&acirc;n vi&ecirc;n giao h&agrave;ng của ch&uacute;ng t&ocirc;i ngay khi kiểm tra v&agrave; nhận h&agrave;ng.<br />
	<br />
	Mọi phản hồi v&agrave; thắc mắc về việc thanh to&aacute;n, Qu&yacute; kh&aacute;ch li&ecirc;n hệ <strong>0942 288 388</strong>&nbsp;để được tư vấn.</span></font><br />
	<br />
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tr&acirc;n trọng!</span></span></span></p>
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			'title_seo' => 'Trắc địa Thành Đạt - nơi cung cấp các loại máy móc ngành đo đạc',
			'meta_key' => 'Máy toàn đạc, máy thủy chuẩn, máy kinh vĩ, máy laser, máy GPS, máy RTK,...',
			'meta_des' => 'Trắc địa Thành Đạt chuyên cung cấp các máy toàn đạc, máy GNSS RTK, máy thủy bình, UAV, máy kinh vĩ, phụ kiện trắc địathiết bị máy trắc địa chất lượng cao, giá tốt nhất, hỗ trợ tư vấn 24/7, chuyển giao công nghệ tận chân công trình!',
			'created' => '2015-12-02',
			'modified' => '2025-10-29',
			'slug' => 'chinh-sach-ban-hang-1',
			'cate' => '4',
			'link' => 'dich-vu',
			'name_eng' => 'Sales Policy',
			'name_tq' => '',
			'type' => 'new',
			'hot' => '0',
			'content' => '',
			'display' => '0',
			'content_eng' => null
		)
	),
	(int) 2 => array(
		'Post' => array(
			'id' => '587',
			'name' => 'Chính sách vận chuyển',
			'code' => null,
			'alias' => 'chinh-sach-van-chuyen',
			'cat_id' => '4',
			'price' => '0',
			'type' => 'new',
			'shortdes' => '',
			'content' => '<div>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong><span style="font-family:verdana,geneva,sans-serif;">Cảm ơn Qu&yacute; kh&aacute;ch đ&atilde; tin tưởng lựa chọn sản phẩm v&agrave; dịch vụ vủa ch&uacute;ng t&ocirc;i!</span></strong><br />
	<br />
	Ch&uacute;ng t&ocirc;i hỗ trợ giao h&agrave;ng to&agrave;n quốc cho Qu&yacute; kh&aacute;ch mua h&agrave;ng tại hệ thống cửa h&agrave;ng của ch&uacute;ng t&ocirc;i.</span></span><br />
	&nbsp;</div>
<div>
	<p style="margin: 0in 0in 7.5pt; padding: 0px; color: rgb(51, 51, 51); font-family: arial; font-size: 13px; text-align: justify; background-image: initial; background-position: initial; background-size: initial; background-repeat: initial; background-attachment: initial; background-origin: initial; background-clip: initial;">
		<span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;"><span style="margin: 0px; padding: 0px; font-size: 14px;">Sau khi nhận được th&ocirc;ng tin đặt h&agrave;ng ch&uacute;ng t&ocirc;i sẽ lập tức xử l&yacute; đơn h&agrave;ng v&agrave; phản hồi lại th&ocirc;ng tin cho kh&aacute;ch h&agrave;ng về việc thanh to&aacute;n v&agrave; giao nhận.<br />
		<br />
		<strong>&gt; Thời gian giao h&agrave;ng&nbsp;</strong><br />
		<br />
		- Trong v&ograve;ng 24 giờ&nbsp;nếu địa điểm giao h&agrave;ng&nbsp;<b style="color: rgb(74, 74, 74); box-sizing: border-box;">&le; 20 km</b>&nbsp;t&iacute;nh từ cửa h&agrave;ng của ch&uacute;ng t&ocirc;i.</span></span></p>
	<p style="margin-top: 0in; background-image: initial; background-position: initial; background-size: initial; background-repeat: initial; background-attachment: initial; background-origin: initial; background-clip: initial; box-sizing: border-box; margin-bottom: 1rem;">
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">-&nbsp;Trong v&ograve;ng 1-2 ng&agrave;y&nbsp;nếu địa điểm giao h&agrave;ng nằm trong phạm vi&nbsp;<b style="box-sizing: border-box">50 - 100 km</b>&nbsp;</span></span><span style="font-family: Arial, sans-serif;"><o:p></o:p></span><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">t&iacute;nh từ cửa h&agrave;ng của ch&uacute;ng t&ocirc;i.<br />
		<br />
		-&nbsp;Trong v&ograve;ng 3-5 ng&agrave;y</span></span><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">&nbsp;nếu địa điểm giao h&agrave;ng từ <strong>20</strong></span><b style="font-family: tahoma, geneva, sans-serif; font-size: 14px; box-sizing: border-box;">0 km</b><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">&nbsp;trở l&ecirc;n&nbsp;</span><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">t&iacute;nh từ cửa h&agrave;ng của ch&uacute;ng t&ocirc;i.</span></p>
	<p style="margin-top: 0in; background-image: initial; background-position: initial; background-size: initial; background-repeat: initial; background-attachment: initial; background-origin: initial; background-clip: initial; box-sizing: border-box; margin-bottom: 1rem;">
		<span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">Trước khi vận chuyển, bộ phận giao nhận sẽ li&ecirc;n lạc với Qu&yacute; kh&aacute;ch h&agrave;ng để x&aacute;c nhận khoảng thời gian v&agrave; địa điểm giao h&agrave;ng cụ thể.</span></p>
	<p style="margin-top: 0in; background-image: initial; background-position: initial; background-size: initial; background-repeat: initial; background-attachment: initial; background-origin: initial; background-clip: initial; box-sizing: border-box; margin-bottom: 1rem;">
		<strong style="font-family: tahoma, geneva, sans-serif; font-size: 14px; text-align: justify;">&gt; Ph&iacute; vận chuyển</strong><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px; text-align: justify;"> sẽ được t&iacute;nh theo từng gi&aacute; trị đơn h&agrave;ng v&agrave; được thoả thuận giữa hai b&ecirc;n ngay trước khi giao h&agrave;ng.&nbsp;</span></p>
	<p style="margin: 0in 0in 7.5pt; padding: 0px; color: rgb(51, 51, 51); font-family: arial; font-size: 13px; text-align: justify; background-image: initial; background-position: initial; background-size: initial; background-repeat: initial; background-attachment: initial; background-origin: initial; background-clip: initial;">
		<span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;"><span style="margin: 0px; padding: 0px; font-size: 14px;"><span style="margin: 0px; padding: 0px;">Mọi thắc mắc li&ecirc;n quan đến việc giao h&agrave;ng, Qu&yacute; kh&aacute;ch h&agrave;ng li&ecirc;n hệ số điện thoại&nbsp;<strong>0942 288 388</strong>&nbsp;để được giải đ&aacute;p v&agrave; giải quyết kịp thời.<br />
		<br />
		Tr&acirc;n trọng!</span></span></span></p>
</div>
',
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			'hot' => '1',
			'saleoff' => null,
			'title_seo' => 'Trắc địa Thành Đạt',
			'meta_key' => 'Chuyên cung cấp máy định vị vệ tinh GPS RTK, máy thủy bình, máy toàn đạc điện tử, UAV, ống nhòm, máy định vị GPS cầm tay, ... chính hãng, uy tín, giá tốt hàng đầu tại Việt Nam! Hotline: 0913051734!',
			'meta_des' => 'Chuyên cung cấp máy định vị vệ tinh GPS RTK, máy thủy bình, máy toàn đạc điện tử, UAV, ống nhòm, máy định vị GPS cầm tay, ... chính hãng, uy tín, giá tốt hàng đầu tại Việt Nam! Hotline: 0913051734!',
			'created' => '2021-04-07',
			'modified' => '2026-02-01',
			'status' => '1',
			'view' => '3322',
			'slug' => 'chinh-sach-van-chuyen',
			'name_eng' => '',
			'shortdes_eng' => '',
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			'namdi' => null,
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			'thoigiandi_eng' => null,
			'videoyou' => null,
			'nt' => null,
			'duration' => null,
			'duration_eng' => null,
			'twodaypro' => null,
			'twodaypro_eng' => null,
			'threedaypro' => null,
			'threedaypro_eng' => null,
			'photo' => null,
			'lft' => '141',
			'rght' => '142',
			'vat' => null,
			'hangsx' => null,
			'baohanh' => null,
			'tinhtrang' => '1',
			'tailieu' => null,
			'tag' => null
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		'Catproduct' => array(
			'id' => '4',
			'name' => 'Chính sách bán hàng',
			'parent_id' => null,
			'alias' => 'chinh-sach-ban-hang',
			'images' => '',
			'lft' => '47',
			'rght' => '48',
			'pos' => '3',
			'status' => '0',
			'title_seo' => 'Trắc địa Thành Đạt - nơi cung cấp các loại máy móc ngành đo đạc',
			'meta_key' => 'Máy toàn đạc, máy thủy chuẩn, máy kinh vĩ, máy laser, máy GPS, máy RTK,...',
			'meta_des' => 'Trắc địa Thành Đạt chuyên cung cấp các máy toàn đạc, máy GNSS RTK, máy thủy bình, UAV, máy kinh vĩ, phụ kiện trắc địathiết bị máy trắc địa chất lượng cao, giá tốt nhất, hỗ trợ tư vấn 24/7, chuyển giao công nghệ tận chân công trình!',
			'created' => '2015-12-02',
			'modified' => '2025-10-29',
			'slug' => 'chinh-sach-ban-hang-1',
			'cate' => '4',
			'link' => 'dich-vu',
			'name_eng' => 'Sales Policy',
			'name_tq' => '',
			'type' => 'new',
			'hot' => '0',
			'content' => '',
			'display' => '0',
			'content_eng' => null
		)
	),
	(int) 3 => array(
		'Post' => array(
			'id' => '585',
			'name' => 'Chính sách đổi trả',
			'code' => null,
			'alias' => 'chinh-sach-doi-tra',
			'cat_id' => '4',
			'price' => '0',
			'type' => 'new',
			'shortdes' => '',
			'content' => '<span style="color:#000000;"><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px; text-align: justify;">Ch&uacute;ng t&ocirc;i hỗ trợ đổi trả sản phẩm trong v&ograve;ng 07 ng&agrave;y nếu lỗi ph&aacute;t sinh do nh&agrave; sản xuất.<br />
<br />
Trong thời gian đổi trả, C&ocirc;ng ty CP C&ocirc;ng nghệ v&agrave; Thương mại Th&agrave;nh Đạt&nbsp; sẽ hỗ trợ cung cấp m&aacute;y m&oacute;c thay thế kịp thời để c&ocirc;ng việc khảo s&aacute;t, đo đạc của Qu&yacute; kh&aacute;ch kh&ocirc;ng bị gi&aacute;n đoạn. Chi ph&iacute; vận chuyển cho việc đổi trả do hai b&ecirc;n tự thoả thuận.</span><br style="margin: 0px; padding: 0px; color: rgb(66, 66, 66); font-family: tahoma, geneva, sans-serif; font-size: 14px; text-align: justify;" />
<br />
<strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">&gt; Điều kiện&nbsp;đổi trả:&nbsp;</span></span></strong></span><br />
<ul>
	<li style="box-sizing: border-box;">
		<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Sản phẩm phải c&ograve;n nguy&ecirc;n tem m&aacute;c.</span></span></span></li>
	<li style="box-sizing: border-box;">
		<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Sản phẩm&nbsp;bị lỗi do nh&agrave; sản xuất.</span></span></span></li>
	<li style="box-sizing: border-box;">
		<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Sản phẩm kh&ocirc;ng đ&uacute;ng như đơn đặt h&agrave;ng.</span></span></span></li>
	<li style="box-sizing: border-box;">
		<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Số lần đổi trả cho 1 sản phẩm l&agrave; 1 lần</span></span></span></li>
</ul>
<br />
<div style="text-align: start;">
	<span style="color:#000000;"><strong><span style="text-align: justify;"><font face="tahoma, geneva, sans-serif"><span style="font-size: 14px;">&gt;&nbsp;</span></font><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">Việc đổi trả sẽ kh&ocirc;ng được chấp nhận nếu:</span>&nbsp;<span style="font-size: 14px; font-family: tahoma, geneva, sans-serif;">&nbsp;</span></span></strong></span></div>
<ul>
	<li>
		<span style="color:#000000;"><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px; text-align: justify;">Trong qu&aacute; tr&igrave;nh sử dụng sản phẩm Qu&yacute; kh&aacute;ch kh&ocirc;ng tu&acirc;n thủ c&aacute;c chỉ dẫn của Nh&agrave; sản xuất.</span></span></li>
	<li>
		<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="text-align: justify;">S</span>ản phẩm bị trầy xước, kh&ocirc;ng nguy&ecirc;n vẹn</span></span></span></li>
</ul>
<br />
<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Ngo&agrave;i ra, ch&uacute;ng t&ocirc;i cũng hỗ trợ đổi trả sản phẩm v&igrave; l&yacute; do chủ quan của Qu&yacute; kh&aacute;ch h&agrave;ng ( muốn đổi sang sản phẩm c&ugrave;ng chủng loại nhưng kh&aacute;c về m&agrave;u sắc, h&atilde;ng sản xuất hay th&ocirc;ng số kỹ thuật). Chi ph&iacute; cho việc đổi trả n&agrave;y do Qu&yacute; kh&aacute;ch h&agrave;ng chịu.</span></span><br />
<br />
<span style="margin: 0px; padding: 0px; font-family: arial; text-align: justify; font-size: 14px;"><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;"><strong style="margin: 0px; padding: 0px;"><img alt="" src="https://tracdiathanhdat.vn/admin/webroot/upload/image/images/lien-he.jpg" style="margin: 0px; padding: 8px 0px; height: 36px; max-width: 100%; vertical-align: middle; border: 0px; opacity: 1; font-size: 13px; width: 38px;" /><span style="margin: 0px; padding: 0px; font-size: 13px;">&nbsp;</span></strong></span></span><span style="margin: 0px; padding: 0px; font-family: arial; text-align: justify; font-size: 14px;"><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;"><strong style="margin: 0px; padding: 0px;">&nbsp;</strong></span></span><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px; text-align: justify;">Li&ecirc;n hệ hotline <strong>0913 051 734</strong> để được tư vấn đổi trả theo đ&uacute;ng qui định.</span></span>',
			'images' => '202104071223177d9b7f6e319f9fa90078c7c61ed9bd19.jpg',
			'images_multi' => '',
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			'hot' => '1',
			'saleoff' => null,
			'title_seo' => 'Trắc địa Thành Đạt',
			'meta_key' => 'Chuyên cung cấp máy định vị vệ tinh GPS RTK, máy thủy bình, máy toàn đạc điện tử, UAV, ống nhòm, máy định vị GPS cầm tay, ... chính hãng, uy tín, giá tốt hàng đầu tại Việt Nam! Hotline: 0913051734!',
			'meta_des' => 'Chuyên cung cấp máy định vị vệ tinh GPS RTK, máy thủy bình, máy toàn đạc điện tử, UAV, ống nhòm, máy định vị GPS cầm tay, ... chính hãng, uy tín, giá tốt hàng đầu tại Việt Nam! Hotline: 0913051734!',
			'created' => '2021-04-07',
			'modified' => '2026-02-02',
			'status' => '1',
			'view' => '3317',
			'slug' => 'chinh-sach-doi-tra',
			'name_eng' => '',
			'shortdes_eng' => '',
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			'threedaypro_eng' => null,
			'photo' => null,
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			'rght' => '138',
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			'name' => 'Chính sách bán hàng',
			'parent_id' => null,
			'alias' => 'chinh-sach-ban-hang',
			'images' => '',
			'lft' => '47',
			'rght' => '48',
			'pos' => '3',
			'status' => '0',
			'title_seo' => 'Trắc địa Thành Đạt - nơi cung cấp các loại máy móc ngành đo đạc',
			'meta_key' => 'Máy toàn đạc, máy thủy chuẩn, máy kinh vĩ, máy laser, máy GPS, máy RTK,...',
			'meta_des' => 'Trắc địa Thành Đạt chuyên cung cấp các máy toàn đạc, máy GNSS RTK, máy thủy bình, UAV, máy kinh vĩ, phụ kiện trắc địathiết bị máy trắc địa chất lượng cao, giá tốt nhất, hỗ trợ tư vấn 24/7, chuyển giao công nghệ tận chân công trình!',
			'created' => '2015-12-02',
			'modified' => '2025-10-29',
			'slug' => 'chinh-sach-ban-hang-1',
			'cate' => '4',
			'link' => 'dich-vu',
			'name_eng' => 'Sales Policy',
			'name_tq' => '',
			'type' => 'new',
			'hot' => '0',
			'content' => '',
			'display' => '0',
			'content_eng' => null
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	),
	(int) 4 => array(
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			'id' => '583',
			'name' => 'Chính sách bảo hành',
			'code' => null,
			'alias' => 'chinh-sach-bao-hanh',
			'cat_id' => '4',
			'price' => '0',
			'type' => 'new',
			'shortdes' => '',
			'content' => '<div>
	<span style="font-family:tahoma,geneva,sans-serif;"><span style="font-size:14px;"><span style="color: rgb(66, 66, 66); text-align: justify;">Tất cả c&aacute;c sản phẩm mua tại hệ thống cửa h&agrave;ng của ch&uacute;ng t&ocirc;i đều được bảo h&agrave;nh ch&iacute;nh h&atilde;ng theo quy định của nh&agrave; sản xuất.&nbsp;</span><br style="margin: 0px; padding: 0px; color: rgb(66, 66, 66); font-family: tahoma, geneva, sans-serif; font-size: 14px; text-align: justify;" />
	<br style="margin: 0px; padding: 0px; color: rgb(66, 66, 66); font-family: tahoma, geneva, sans-serif; font-size: 14px; text-align: justify;" />
	<span style="color: rgb(66, 66, 66); text-align: justify;">Ch&uacute;ng t&ocirc;i hỗ trợ kỹ thuật 24/7 qua số hotline <strong>0913 051 734</strong> trong suốt qu&aacute; tr&igrave;nh Qu&yacute; kh&aacute;ch sử dụng sản phẩm.</span></span></span></div>
<div>
	<br />
	<strong><span style="font-family:tahoma,geneva,sans-serif;"><span style="font-size:14px;">1. Sản phẩm được bảo h&agrave;nh miễn ph&iacute;:&nbsp;</span></span></strong><br />
	<br />
	<ul>
		<li>
			<span style="font-family:tahoma,geneva,sans-serif;"><span style="font-size:14px;">Sản phẩm sẽ được bảo h&agrave;nh miễn ph&iacute; nếu sản phẩm đ&oacute; c&ograve;n thời hạn bảo h&agrave;nh (được t&iacute;nh kể từ ng&agrave;y mua h&agrave;ng).</span></span></li>
		<li>
			<span style="font-family:tahoma,geneva,sans-serif;"><span style="font-size:14px;">Thời hạn bảo h&agrave;nh được ghi tr&ecirc;n Tem Bảo H&agrave;nh v&agrave; theo quy định của từng Nh&agrave; sản xuất đối với tất cả c&aacute;c sự cố về mặt kỹ thuật.</span></span></li>
		<li>
			<span style="font-family:tahoma,geneva,sans-serif;"><span style="font-size:14px;">C&oacute; Tem bảo h&agrave;nh tr&ecirc;n sản phẩm.</span></span></li>
		<li>
			<span style="font-family:tahoma,geneva,sans-serif;"><span style="font-size:14px;">Khi sản phẩm c&oacute; sự cố kĩ thuật ch&uacute;ng t&ocirc;i sẽ trực tiếp khắc phục sự cố tại cửa h&agrave;ng&nbsp;hoặc thay mặt kh&aacute;ch h&agrave;ng&nbsp;mang sản phẩm tới Trung T&acirc;m Bảo H&agrave;nh của h&atilde;ng.</span></span></li>
	</ul>
	<br />
	<strong><span style="font-family:tahoma,geneva,sans-serif;"><span style="font-size:14px;">2. Những trường hợp kh&ocirc;ng được bảo h&agrave;nh (sửa chữa c&oacute; t&iacute;nh ph&iacute;):&nbsp;</span></span></strong><br />
	<br />
	<ul>
		<li>
			<span style="font-family:tahoma,geneva,sans-serif;"><span style="font-size:14px;">Sản phẩm đ&atilde; qu&aacute; thời hạn bảo h&agrave;nh hoặc kh&ocirc;ng c&oacute; Tem bảo h&agrave;nh tr&ecirc;n m&aacute;y.</span></span></li>
		<li>
			<span style="font-family:tahoma,geneva,sans-serif;"><span style="font-size:14px;">Sản phẩm bị hư hỏng do t&aacute;c động cơ học l&agrave;m rơi, vỡ, va đập, trầy xước, m&oacute;p m&eacute;o, ẩm ướt, hoen rỉ, chảy nước hoặc do hỏa hoạn, thi&ecirc;n tai g&acirc;y n&ecirc;n.</span></span></li>
		<li>
			<span style="font-family:tahoma,geneva,sans-serif;"><span style="font-size:14px;">Sản phẩm bị hỏng do sử dụng kh&ocirc;ng đ&uacute;ng c&aacute;ch, sử dụng sai điện &aacute;p quy định.</span></span></li>
		<li>
			<span style="font-family:tahoma,geneva,sans-serif;"><span style="font-size:14px;">Tự &yacute; th&aacute;o dỡ, sửa chữa sản phẩm</span></span></li>
	</ul>
	<br />
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tr&acirc;n trọng!</span></span><br />
	<span style="font-family:tahoma,geneva,sans-serif;"><span style="font-size:14px;">&nbsp;</span></span></div>
',
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			'title_seo' => 'Trắc địa Thành Đạt',
			'meta_key' => 'Chuyên cung cấp máy định vị vệ tinh GPS RTK, máy thủy bình, máy toàn đạc điện tử, UAV, ống nhòm, máy định vị GPS cầm tay, ... chính hãng, uy tín, giá tốt hàng đầu tại Việt Nam! Hotline: 0913051734!',
			'meta_des' => 'Chuyên cung cấp máy định vị vệ tinh GPS RTK, máy thủy bình, máy toàn đạc điện tử, UAV, ống nhòm, máy định vị GPS cầm tay, ... chính hãng, uy tín, giá tốt hàng đầu tại Việt Nam! Hotline: 0913051734!',
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			'thoigiandi_eng' => null,
			'videoyou' => null,
			'nt' => null,
			'duration' => null,
			'duration_eng' => null,
			'twodaypro' => null,
			'twodaypro_eng' => null,
			'threedaypro' => null,
			'threedaypro_eng' => null,
			'photo' => null,
			'lft' => '133',
			'rght' => '134',
			'vat' => null,
			'hangsx' => null,
			'baohanh' => null,
			'tinhtrang' => '1',
			'tailieu' => null,
			'tag' => null
		),
		'Catproduct' => array(
			'id' => '4',
			'name' => 'Chính sách bán hàng',
			'parent_id' => null,
			'alias' => 'chinh-sach-ban-hang',
			'images' => '',
			'lft' => '47',
			'rght' => '48',
			'pos' => '3',
			'status' => '0',
			'title_seo' => 'Trắc địa Thành Đạt - nơi cung cấp các loại máy móc ngành đo đạc',
			'meta_key' => 'Máy toàn đạc, máy thủy chuẩn, máy kinh vĩ, máy laser, máy GPS, máy RTK,...',
			'meta_des' => 'Trắc địa Thành Đạt chuyên cung cấp các máy toàn đạc, máy GNSS RTK, máy thủy bình, UAV, máy kinh vĩ, phụ kiện trắc địathiết bị máy trắc địa chất lượng cao, giá tốt nhất, hỗ trợ tư vấn 24/7, chuyển giao công nghệ tận chân công trình!',
			'created' => '2015-12-02',
			'modified' => '2025-10-29',
			'slug' => 'chinh-sach-ban-hang-1',
			'cate' => '4',
			'link' => 'dich-vu',
			'name_eng' => 'Sales Policy',
			'name_tq' => '',
			'type' => 'new',
			'hot' => '0',
			'content' => '',
			'display' => '0',
			'content_eng' => null
		)
	),
	(int) 5 => array(
		'Post' => array(
			'id' => '584',
			'name' => 'Chính sách bảo mật thông tin',
			'code' => null,
			'alias' => 'chinh-sach-bao-mat-thong-tin',
			'cat_id' => '4',
			'price' => '0',
			'type' => 'new',
			'shortdes' => '',
			'content' => '<div>
	<h2 style="text-align: justify;">
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); text-align: justify;"><span style="margin: 0px; padding: 0px;">1. Mục đ&iacute;ch thu nhập th&ocirc;ng tin c&aacute; nh&acirc;n</span></span></span></span></h2>
	<p style="text-align: justify;">
		<br />
		<span style="font-family: tahoma, geneva, sans-serif; font-size: 14px; color: rgb(51, 51, 51);">Th&ocirc;ng tin c&aacute; nh&acirc;n m&agrave; ch&uacute;ng t&ocirc;i thu thập bao gồm: họ t&ecirc;n, địa chỉ giao h&agrave;ng, địa chỉ email, số điện thoại cố định, số điện thoại di động, cookies.</span></p>
	<ul style="margin: 0px; padding: 0px 0px 0px 15px; color: rgb(51, 51, 51); font-family: arial; font-size: 13px; text-align: justify;">
		<li style="margin: 0px; padding: 0px; line-height: 20px;">
			<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="margin: 0px; padding: 0px;"><span style="margin: 0px; padding: 0px;">Đối với c&aacute;c giao dịch thanh to&aacute;n qua cổng thanh to&aacute;n trực tuyến, Ch&uacute;ng t&ocirc;i kh&ocirc;ng lưu trữ th&ocirc;ng tin số t&agrave;i khoản, số thẻ ng&acirc;n h&agrave;ng của kh&aacute;ch h&agrave;ng, những th&ocirc;ng tin n&agrave;y sẽ được cổng thanh to&aacute;n lưu trữ để phục vụ việc đối so&aacute;t giao dịch.</span></span></span></span></li>
		<li style="margin: 0px; padding: 0px; line-height: 20px;">
			<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="margin: 0px; padding: 0px;"><span style="margin: 0px; padding: 0px;">Th&ocirc;ng tin c&aacute; nh&acirc;n kh&aacute;ch h&agrave;ng sẽ được sử dụng cho một hoặc tất cả c&aacute;c mục đ&iacute;ch sau đ&acirc;y:</span></span></span></span>
			<ul style="margin: 0px; padding: 0px 0px 0px 15px;">
				<li style="margin: 0px; padding: 0px; line-height: 20px;">
					<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="margin: 0px; padding: 0px;"><span style="margin: 0px; padding: 0px;">Giao h&agrave;ng cho qu&yacute; kh&aacute;ch đ&atilde; mua h&agrave;ng</span></span></span></span></li>
				<li style="margin: 0px; padding: 0px; line-height: 20px;">
					<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="margin: 0px; padding: 0px;"><span style="margin: 0px; padding: 0px;">Th&ocirc;ng b&aacute;o về việc giao h&agrave;ng v&agrave; hỗ trợ kh&aacute;ch h&agrave;ng</span></span></span></span></li>
				<li style="margin: 0px; padding: 0px; line-height: 20px;">
					<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="margin: 0px; padding: 0px;"><span style="margin: 0px; padding: 0px;">Cung cấp th&ocirc;ng tin li&ecirc;n quan đến sản phẩm</span></span></span></span></li>
			</ul>
		</li>
		<li style="margin: 0px; padding: 0px; line-height: 20px;">
			<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="margin: 0px; padding: 0px;"><span style="margin: 0px; padding: 0px;">Ngo&agrave;i ra, ch&uacute;ng t&ocirc;i sẽ sử dụng th&ocirc;ng tin của qu&yacute; kh&aacute;ch cung cấp để hỗ trợ quản l&yacute; t&agrave;i khoản kh&aacute;ch h&agrave;ng (nếu c&oacute;); x&aacute;c nhận v&agrave; thực hiện c&aacute;c giao dịch t&agrave;i ch&iacute;nh li&ecirc;n quan đến c&aacute;c khoản thanh to&aacute;n trực tuyến của qu&yacute; kh&aacute;ch;</span></span></span></span></li>
		<li style="margin: 0px; padding: 0px; line-height: 20px;">
			<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="margin: 0px; padding: 0px;"><span style="margin: 0px; padding: 0px;">Ch&uacute;ng t&ocirc;i kh&ocirc;ng được ph&eacute;p thu nhập th&ocirc;ng tin nếu kh&aacute;ch h&agrave;ng kh&ocirc;ng tự nguyện, cũng kh&ocirc;ng sử dụng phương thức thu thập th&ocirc;ng tin kh&aacute;ch h&agrave;ng bằng c&aacute;c h&igrave;nh thức bất hợp ph&aacute;p.</span></span></span></span></li>
	</ul>
	<p style="text-align: justify;">
		&nbsp;</p>
	<h2 style="text-align: justify;">
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); text-align: justify;"><span style="margin: 0px; padding: 0px;">2. Phạm vi sử dụng th&ocirc;ng tin</span></span></span></span></h2>
	<br />
	<ul style="margin: 0px; padding: 0px 0px 0px 15px; color: rgb(51, 51, 51); font-family: arial; font-size: 13px; text-align: justify;">
		<li style="margin: 0px; padding: 0px; line-height: 20px;">
			<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="margin: 0px; padding: 0px;"><span style="margin: 0px; padding: 0px;">Th&ocirc;ng tin c&aacute; nh&acirc;n thu thập được sẽ chỉ được sử dụng trong nội bộ c&ocirc;ng ty.</span></span></span></span></li>
		<li style="margin: 0px; padding: 0px; line-height: 20px;">
			<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="margin: 0px; padding: 0px;"><span style="margin: 0px; padding: 0px;">Ch&uacute;ng t&ocirc;i c&oacute; thể chia sẻ t&ecirc;n v&agrave; địa chỉ của qu&yacute; kh&aacute;ch cho dịch vụ chuyển ph&aacute;t nhanh c&oacute; uy t&iacute;n để giao h&agrave;ng cho qu&yacute; kh&aacute;ch theo cam kết.</span></span></span></span></li>
	</ul>
	<p style="text-align: justify;">
		&nbsp;</p>
	<h2 style="text-align: justify;">
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); text-align: justify;"><span style="margin: 0px; padding: 0px;">3. Thời gian lưu trữ th&ocirc;ng tin</span></span></span></span></h2>
	<p style="text-align: justify;">
		<br />
		<span style="font-family: tahoma, geneva, sans-serif; font-size: 14px; color: rgb(51, 51, 51); text-align: justify;">Th&ocirc;ng tin kh&aacute;ch h&agrave;ng được lưu trữ nội bộ cho đến khi c&oacute; y&ecirc;u cầu x&oacute;a th&ocirc;ng tin từ ph&iacute;a kh&aacute;ch h&agrave;ng.</span></p>
	<div style="margin: 0px; padding: 0px; line-height: 20px;">
		<div>
			<div style="text-align: justify;">
				&nbsp;</div>
			<h2 style="text-align: justify;">
				<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">4. Những người hoặc tổ chức c&oacute; thể được tiếp cận với th&ocirc;ng tin&nbsp;</span></span></h2>
			<br />
			<div style="text-align: justify;">
				<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đối tượng được tiếp cận với th&ocirc;ng tin c&aacute; nh&acirc;n của kh&aacute;ch h&agrave;ng thuộc một trong những trường hợp sau:</span></span><br />
				&nbsp;</div>
			<div style="text-align: justify;">
				<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">- Nh&acirc;n vi&ecirc;n của C&ocirc;ng ty Cổ phần C&ocirc;ng nghệ v&agrave; thương mại Th&agrave;nh Đạt</span></span></div>
			<div style="text-align: justify;">
				<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">- C&aacute;c đối t&aacute;c c&oacute; k&yacute; hợp đồng thực hiện 1 phần dịch vụ của C&ocirc;ng ty. C&aacute;c đối t&aacute;c n&agrave;y sẽ nhận được những th&ocirc;ng tin theo thỏa thuận hợp đồng (c&oacute; thể 1 phần hoặc to&agrave;n bộ th&ocirc;ng tin tuy theo điều khoản hợp đồng) để tiến h&agrave;nh hỗ trợ người d&ugrave;ng sử dụng dịch vụ do C&ocirc;ng ty cung cấp.</span></span></div>
			<div style="text-align: justify;">
				&nbsp;</div>
			<h2 style="text-align: justify;">
				<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">5. Địa chỉ của đơn vị thu thập v&agrave; quản l&yacute; th&ocirc;ng tin</span></span></h2>
			<div style="text-align: justify;">
				<em><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">(bao gồm c&aacute;ch thức li&ecirc;n lạc để người ti&ecirc;u d&ugrave;ng c&oacute; thể hỏi về hoạt động thu thập, xử l&yacute; th&ocirc;ng tin li&ecirc;n quan đến c&aacute; nh&acirc;n m&igrave;nh)</span></span></em></div>
			<div style="text-align: justify;">
				<br />
				<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Địa chỉ của đơn vị thu thập v&agrave; quản l&yacute; th&ocirc;ng tin:</span></span><br />
				&nbsp;</div>
			<div style="text-align: justify;">
				<strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">- C&ocirc;ng ty Cổ phần C&ocirc;ng nghệ v&agrave; thương mại Th&agrave;nh Đạt&nbsp;</span></span></strong></div>
			<div style="text-align: justify;">
				<strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">- Địa chỉ: số 157 phố Đặng Văn Ngữ, P. Phương Li&ecirc;n, Q. Đống Đa, Tp. H&agrave; Nội</span></span></strong></div>
			<div style="text-align: justify;">
				<strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">- Điện thoại: 0243 7764930</span></span></strong></div>
			<div style="text-align: justify;">
				<strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">- Email: tracdiathanhdat@gmail.com<span style="white-space: pre;"> </span></span></span></strong></div>
		</div>
	</div>
	<p style="text-align: justify;">
		<br />
		<span style="color: rgb(51, 51, 51); font-family: tahoma, geneva, sans-serif; font-size: 14px; text-align: justify;">Người d&ugrave;ng c&oacute; thể gọi điện tới tổng đ&agrave;i hỗ trợ v&agrave; chăm s&oacute;c kh&aacute;ch h&agrave;ng&nbsp;</span><strong style="color: rgb(51, 51, 51); font-family: tahoma, geneva, sans-serif; font-size: 14px; text-align: justify; margin: 0px; padding: 0px;">0949 322 456</strong><span style="color: rgb(51, 51, 51); font-family: tahoma, geneva, sans-serif; font-size: 14px; text-align: justify;">&nbsp;để điều chỉnh hoặc x&oacute;a đi dữ liệu c&aacute; nh&acirc;n của m&igrave;nh.</span><br />
		&nbsp;</p>
	<h2 style="text-align: justify;">
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); text-align: justify;"><span style="margin: 0px; padding: 0px;">6. Cam kết bảo mật th&ocirc;ng tin c&aacute; nh&acirc;n kh&aacute;ch h&agrave;ng</span></span></span></span></h2>
	<br />
	<ul style="margin: 0px; padding: 0px 0px 0px 15px; color: rgb(51, 51, 51); font-family: arial; font-size: 13px; text-align: justify;">
		<li style="margin: 0px; padding: 0px; line-height: 20px;">
			<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="margin: 0px; padding: 0px;"><span style="margin: 0px; padding: 0px;">Kh&ocirc;ng b&aacute;n, chia sẻ hay trao đổi th&ocirc;ng tin c&aacute; nh&acirc;n của kh&aacute;ch h&agrave;ng thu thập tr&ecirc;n trang web cho một b&ecirc;n thứ ba n&agrave;o kh&aacute;c.</span></span></span></span></li>
		<li style="margin: 0px; padding: 0px; line-height: 20px;">
			<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="margin: 0px; padding: 0px;"><span style="margin: 0px; padding: 0px;">Ngoại trừ c&aacute;c trường hợp về sử dụng th&ocirc;ng tin c&aacute; nh&acirc;n như đ&atilde; n&ecirc;u trong ch&iacute;nh s&aacute;ch n&agrave;y,ch&uacute;ng t&ocirc;i cam kết kh&ocirc;ng tiết lộ th&ocirc;ng tin c&aacute; nh&acirc;n của bạn ra ngo&agrave;i. Trong một số trường hợp, ch&uacute;ng t&ocirc;i c&oacute; thể thu&ecirc; một đơn vị độc lập để tiến h&agrave;nh c&aacute;c dự &aacute;n nghi&ecirc;n cứu thị trường v&agrave; khi đ&oacute; th&ocirc;ng tin của bạn sẽ được cung cấp cho đơn vị n&agrave;y để tiến h&agrave;nh dự &aacute;n. B&ecirc;n thứ ba n&agrave;y sẽ bị r&agrave;ng buộc bởi một thỏa thuận về bảo mật m&agrave; theo đ&oacute; họ chỉ được ph&eacute;p sử dụng những th&ocirc;ng tin được cung cấp cho mục đ&iacute;ch ho&agrave;n th&agrave;nh dự &aacute;n.</span></span></span></span></li>
		<li style="margin: 0px; padding: 0px; line-height: 20px;">
			<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="margin: 0px; padding: 0px;"><span style="margin: 0px; padding: 0px;">Ch&uacute;ng t&ocirc;i c&oacute; thể tiết lộ hoặc cung cấp th&ocirc;ng tin c&aacute; nh&acirc;n của bạn trong c&aacute;c trường hợp thật sự cần thiết như sau: (a) khi c&oacute; y&ecirc;u cầu của c&aacute;c cơ quan ph&aacute;p luật; (b) trong trường hợp m&agrave; ch&uacute;ng t&ocirc;i tin rằng điều đ&oacute; sẽ gi&uacute;p ch&uacute;ng t&ocirc;i bảo vệ quyền lợi ch&iacute;nh đ&aacute;ng của m&igrave;nh trước ph&aacute;p luật.</span></span></span></span></li>
	</ul>
	<p style="text-align: justify;">
		&nbsp;</p>
	<h2 style="text-align: justify;">
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); text-align: justify;"><span style="margin: 0px; padding: 0px;">7. Thay đổi về ch&iacute;nh s&aacute;ch</span></span></span></span></h2>
	<p style="text-align: justify;">
		<br style="margin: 0px; padding: 0px;" />
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); text-align: justify;"><span style="margin: 0px; padding: 0px;">Nội dung của &ldquo;Ch&iacute;nh s&aacute;ch bảo mật&rdquo; n&agrave;y c&oacute; thể thay đổi để ph&ugrave; hợp với c&aacute;c nhu cầu của C&ocirc;ng Ty CP C&ocirc;ng nghệ v&agrave; Thương Mại Th&agrave;nh Đạt cũng như nhu cầu v&agrave; sự phản hồi từ kh&aacute;ch h&agrave;ng (nếu c&oacute;).&nbsp;</span></span></span></span></p>
</div>
<div style="text-align: justify;">
	<br />
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Ch&uacute;ng t&ocirc;i&nbsp;hiểu rằng quyền lợi của bạn trong việc bảo vệ th&ocirc;ng tin c&aacute; nh&acirc;n cũng ch&iacute;nh l&agrave; tr&aacute;ch nhiệm của ch&uacute;ng t&ocirc;i n&ecirc;n trong bất kỳ trường hợp c&oacute; thắc mắc, g&oacute;p &yacute; n&agrave;o li&ecirc;n quan đến ch&iacute;nh s&aacute;ch bảo mật, việc th&ocirc;ng tin c&aacute; nh&acirc;n bị sử dụng sai mục đ&iacute;ch vui l&ograve;ng li&ecirc;n hệ qua số điện thoại <strong>0949 322 456</strong> hoặc gửi phản hồi về&nbsp;địa chỉ email: <em><strong>tracdiathanhdat@gmail.com.</strong></em><br />
	<br />
	Tr&acirc;n trọng!</span></span></div>
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$chiasekinhnghiem = array()
$list_menu_footer = array()
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			'name' => 'Sản phẩm',
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$danhmuc = array(
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			'slug' => 'san-pham-1'
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			'name' => 'Hãng sản xuất',
			'slug' => 'hang-san-xuat'
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			'name' => 'Liên hệ',
			'slug' => 'lien-he'
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)
$support = array(
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			'name' => 'Co so Ha noi',
			'phone' => '098 987 678',
			'yahoo' => 'duycuong7640',
			'skype' => 'duycuong7640',
			'pos' => '0',
			'created' => '2013-09-13',
			'modified' => '2015-05-05',
			'status' => '1',
			'yahoo1' => 'duycuong7640',
			'skype1' => '',
			'hotline' => '0987 654 999',
			'email' => '',
			'name1' => ''
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	),
	(int) 1 => array(
		'Support' => array(
			'id' => '16',
			'name' => 'Co so TP.HCM',
			'phone' => '3252  436 432',
			'yahoo' => 'duycuong7640',
			'skype' => 'tuvantubep',
			'pos' => '0',
			'created' => '2014-01-15',
			'modified' => '2015-05-05',
			'status' => '1',
			'yahoo1' => 'duycuong7640',
			'skype1' => '',
			'hotline' => '0987 654 999',
			'email' => '',
			'name1' => ''
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)
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include - APP/View/Elements/menu.ctp, line 56
View::_evaluate() - CORE/Cake/View/View.php, line 920
View::_render() - CORE/Cake/View/View.php, line 883
View::element() - CORE/Cake/View/View.php, line 424
include - APP/View/Layouts/home.ctp, line 169
View::_evaluate() - CORE/Cake/View/View.php, line 920
View::_render() - CORE/Cake/View/View.php, line 883
View::renderLayout() - CORE/Cake/View/View.php, line 539
View::render() - CORE/Cake/View/View.php, line 483
Controller::render() - CORE/Cake/Controller/Controller.php, line 957
ProductController::chitiet() - APP/Controller/ProductController.php, line 135
ReflectionMethod::invokeArgs() - [internal], line ??
Controller::invokeAction() - CORE/Cake/Controller/Controller.php, line 485
Dispatcher::_invoke() - CORE/Cake/Routing/Dispatcher.php, line 186
Dispatcher::dispatch() - CORE/Cake/Routing/Dispatcher.php, line 161
[main] - APP/webroot/index.php, line 92

                    <div class="accordion-group">

                        <div class="accordion-heading">

                            <a class="accordion-toggle" <?php if(!empty($dm_c2)){?>data-toggle="collapse" data-parent="#accordion2" href="#collapse<?php echo $cap1['Catproduct']['id'];?>" title="<?php echo $cap1['Catproduct']['name'.LANGUAGE];?>"<?php }else{?>href="<?php echo DOMAIN.$cap1['Catproduct']['slug'];?>"<?php }?>>

$viewFile = '/home/tracdiathanhda/domains/tracdiathanhdat.vn/public_html/app/View/Elements/menu.ctp'
$dataForView = array(
	'cat12' => array(
		'Catproduct' => array(
			'id' => '40',
			'name' => 'Blogs',
			'parent_id' => null,
			'alias' => 'blogs',
			'images' => '',
			'lft' => '103',
			'rght' => '104',
			'pos' => '5',
			'status' => '1',
			'title_seo' => 'tin tức trắc địa, cập nhật xu hướng đo đạc mới, công nghệ đo đạc, thiết bị đo đạc hiện đại, mẹo kỹ thuật trắc địa, sai số đo đạc, hệ tọa độ VN-2000, GNSS, RTK, GPS trắc địa, phần mềm trắc địa, phần mềm GIS, SurPad, LandStar, Magnet Field, Leica Captivate, Trimble Access',
			'meta_key' => 'tin tức trắc địa, cập nhật xu hướng đo đạc mới, công nghệ đo đạc, thiết bị đo đạc hiện đại, mẹo kỹ thuật trắc địa, sai số đo đạc, hệ tọa độ VN-2000, GNSS, RTK, GPS trắc địa, phần mềm trắc địa, phần mềm GIS, SurPad, LandStar, Magnet Field, Leica Captivate, Trimble Access',
			'meta_des' => 'phần mềm máy đo đạc, phần mềm GIS, phần mềm trút dữ liệu',
			'created' => '2015-12-16',
			'modified' => '2025-10-29',
			'slug' => 'blogs',
			'cate' => '4',
			'link' => 'tin-tuc',
			'name_eng' => '',
			'name_tq' => '',
			'type' => 'new',
			'hot' => '0',
			'content' => '',
			'display' => '0',
			'content_eng' => null
		)
	),
	'description_for_layout' => 'Chuyên cung cấp máy định vị vệ tinh GPS RTK, máy thủy bình, máy toàn đạc điện tử, UAV, ống nhòm, máy định vị GPS cầm tay, ... chính hãng, uy tín, giá tốt hàng đầu tại Việt Nam! Hotline: 0913051734!',
	'keywords_for_layout' => 'Chuyên cung cấp máy định vị vệ tinh GPS RTK, máy thủy bình, máy toàn đạc điện tử, UAV, ống nhòm, máy định vị GPS cầm tay, ... chính hãng, uy tín, giá tốt hàng đầu tại Việt Nam! Hotline: 0913051734!',
	'title_for_layout' => 'Máy toàn đạc điện tử',
	'tinmoiup' => array(
		(int) 0 => array(
			'Post' => array(
				[maximum depth reached]
			),
			'Catproduct' => array(
				[maximum depth reached]
			)
		),
		(int) 1 => array(
			'Post' => array(
				[maximum depth reached]
			),
			'Catproduct' => array(
				[maximum depth reached]
			)
		),
		(int) 2 => array(
			'Post' => array(
				[maximum depth reached]
			),
			'Catproduct' => array(
				[maximum depth reached]
			)
		),
		(int) 3 => array(
			'Post' => array(
				[maximum depth reached]
			),
			'Catproduct' => array(
				[maximum depth reached]
			)
		),
		(int) 4 => array(
			'Post' => array(
				[maximum depth reached]
			),
			'Catproduct' => array(
				[maximum depth reached]
			)
		),
		(int) 5 => array(
			'Post' => array(
				[maximum depth reached]
			),
			'Catproduct' => array(
				[maximum depth reached]
			)
		),
		(int) 6 => array(
			'Post' => array(
				[maximum depth reached]
			),
			'Catproduct' => array(
				[maximum depth reached]
			)
		),
		(int) 7 => array(
			'Post' => array(
				[maximum depth reached]
			),
			'Catproduct' => array(
				[maximum depth reached]
			)
		),
		(int) 8 => array(
			'Post' => array(
				[maximum depth reached]
			),
			'Catproduct' => array(
				[maximum depth reached]
			)
		),
		(int) 9 => array(
			'Post' => array(
				[maximum depth reached]
			),
			'Catproduct' => array(
				[maximum depth reached]
			)
		)
	),
	'tinlq' => array(
		(int) 0 => array(
			'Post' => array(
				[maximum depth reached]
			),
			'Catproduct' => array(
				[maximum depth reached]
			)
		),
		(int) 1 => array(
			'Post' => array(
				[maximum depth reached]
			),
			'Catproduct' => array(
				[maximum depth reached]
			)
		),
		(int) 2 => array(
			'Post' => array(
				[maximum depth reached]
			),
			'Catproduct' => array(
				[maximum depth reached]
			)
		),
		(int) 3 => array(
			'Post' => array(
				[maximum depth reached]
			),
			'Catproduct' => array(
				[maximum depth reached]
			)
		),
		(int) 4 => array(
			'Post' => array(
				[maximum depth reached]
			),
			'Catproduct' => array(
				[maximum depth reached]
			)
		),
		(int) 5 => array(
			'Post' => array(
				[maximum depth reached]
			),
			'Catproduct' => array(
				[maximum depth reached]
			)
		),
		(int) 6 => array(
			'Post' => array(
				[maximum depth reached]
			),
			'Catproduct' => array(
				[maximum depth reached]
			)
		),
		(int) 7 => array(
			'Post' => array(
				[maximum depth reached]
			),
			'Catproduct' => array(
				[maximum depth reached]
			)
		),
		(int) 8 => array(
			'Post' => array(
				[maximum depth reached]
			),
			'Catproduct' => array(
				[maximum depth reached]
			)
		),
		(int) 9 => array(
			'Post' => array(
				[maximum depth reached]
			),
			'Catproduct' => array(
				[maximum depth reached]
			)
		)
	),
	'detailNews' => array(
		'Post' => array(
			'id' => '721',
			'name' => 'Định vị công trình bằng máy toàn đạc điện tử',
			'code' => null,
			'alias' => 'dinh-vi-cong-trinh-bang-may-toan-dac-dien-tu',
			'cat_id' => '40',
			'price' => '0',
			'type' => 'new',
			'shortdes' => '<p style="margin: 0in 0in 15.6pt; text-align: justify; background-image: initial; background-position: initial; background-size: initial; background-repeat: initial; background-attachment: initial; background-origin: initial; background-clip: initial;">
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="color: rgb(51, 51, 51);">Định vị thi c&ocirc;ng c&ocirc;ng tr&igrave;nh l&agrave; c&ocirc;ng t&aacute;c trắc địa nhằm x&aacute;c định vị tr&iacute; mặt&nbsp;<span style="box-sizing: border-box; touch-action: manipulation; color: rgb(51, 72, 98);">bằng</span>&nbsp;của c&aacute;c điểm, c&aacute;c đường thẳng, c&aacute;c điểm chi tiết của c&ocirc;ng tr&igrave;nh x&acirc;y dựng tr&ecirc;n đất liền cũng như tr&ecirc;n mặt nước theo đ&uacute;ng thiết kế.</span></span></span><span style="font-size:11.5pt;
font-family:Montserrat;color:#333333"><o:p></o:p></span></p>
',
			'content' => '<h2>
	<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>I. T&igrave;m hiểu về định vị thi c&ocirc;ng c&ocirc;ng tr&igrave;nh&nbsp;</strong></span></span></span></h2>
<br />
<p>
	<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Định vị thi c&ocirc;ng c&ocirc;ng tr&igrave;nh l&agrave; c&ocirc;ng t&aacute;c trắc địa nhằm x&aacute;c định vị tr&iacute; mặt&nbsp;bằng&nbsp;của c&aacute;c điểm, c&aacute;c đường thẳng, c&aacute;c điểm chi tiết của c&ocirc;ng tr&igrave;nh x&acirc;y dựng tr&ecirc;n đất liền cũng như tr&ecirc;n mặt nước theo đ&uacute;ng thiết kế.<br />
	<br />
	Định vị c&ocirc;ng tr&igrave;nh bằng m&aacute;y to&agrave;n đạc c&oacute; thể hiểu l&agrave; thao t&aacute;c sử dụng m&aacute;y to&agrave;n đạc để khảo s&aacute;t, x&aacute;c định vị tr&iacute; tọa độ c&ocirc;ng tr&igrave;nh chi tiết, nhanh ch&oacute;ng v&agrave; ch&iacute;nh x&aacute;c. C&aacute;c kỹ sư sẽ nhập c&aacute;c tham số tr&ecirc;n bản vẽ v&agrave;o m&aacute;y. Sau đ&oacute;, c&aacute;c thuật to&aacute;n của m&aacute;y to&agrave;n đạc sẽ xử l&yacute; những số liệu n&agrave;y. Cuối c&ugrave;ng, m&aacute;y to&agrave;n đạc&nbsp;sẽ khảo s&aacute;t, x&aacute;c định chi tiết v&agrave; x&aacute;c thực những vị tr&iacute; điểm ra thực địa.&nbsp;<br />
	<br />
	Chỉ cần tr&iacute;ch xuất những vị tr&iacute; tọa độ ch&iacute;nh x&aacute;c điểm tr&ecirc;n bản vẽ sang&nbsp;<strong><a href="https://tracdiathanhdat.vn/may-toan-dac-dien-tu">m&aacute;y to&agrave;n đạc điện tử</a> , </strong>&nbsp;m&aacute;y sẽ xử l&yacute; c&aacute;c th&ocirc;ng số n&agrave;y. Sau đ&oacute;, m&aacute;y triển khai vị tr&iacute; những tim trục tr&ecirc;n bản đồ l&ecirc;n thực địa. Nhờ vậy, sẽ định vị được x&aacute;c thực tim trục của nền m&oacute;ng cho những bước thi c&ocirc;ng tiếp theo.</span></span></span></p>
<p style="text-align: center;">
	<br />
	<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/dinh-vi-cong-trinh-bang-may-toan-dac.jpg" style="width: 620px; height: 360px;" /></span></span></span></p>
<h2>
	<br />
	<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>II. Phương ph&aacute;p thực hiện định vị c&ocirc;ng tr&igrave;nh bằng m&aacute;y to&agrave;n đạc điện tử</strong></span></span></span></h2>
<p style="text-align: center;">
	<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">&nbsp; &nbsp; &nbsp;&nbsp;<img alt="" 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" style="height: 411px; width: 620px;" /></span></span></span></p>
<p style="text-align: center;">
	<em><span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">&nbsp; &nbsp; &nbsp;Bản vẽ mặt bằng mộtt nh&agrave; xưởng</span></span></span></em><br />
	&nbsp;</p>
<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Reference Line (Định ᴠị c&ocirc;ng tr&igrave;nh theo đường chuẩn l&agrave; đường thẳng): một đường chuẩn c&oacute; thể được х&aacute;c định bằng c&aacute;ch tham chiếu tới 1 đường thẳng gốc đ&atilde; biết.&nbsp;<br />
<br />
1. X&aacute;c định đường gốc<br />
<br />
Một đường gốc được gắn ᴠới 2 điểm gốc ᴠ&agrave; được х&aacute;c định theo 3 c&aacute;ch: Đo đến điểm gốc; Nhập toạ độ bằng taу; Gọi điểm từ bộ nhớ.<br />
<br />
a) Đo tới điểm gốc. Nhập t&ecirc;n điểm <strong>PtID</strong> ᴠ&agrave; đo bằng ph&iacute;m&nbsp;<br />
b) Với điểm gốc đ&atilde; biết toạ độ t&igrave;m kiếm điểm <strong>PtID</strong> trong bộ nhớ. Nhập toạ độ bằng taу. Hiển thị những điểm ѕẵn trong m&aacute;у.<br />
&nbsp; &nbsp; (1) Điểm gốc trang bị 1&nbsp;<br />
&nbsp; &nbsp; (2) Điểm gốc thứ hai.<br />
&nbsp; &nbsp; (3) Đường gốc.<br />
&nbsp; &nbsp; (4) Đường chuẩn.<br />
<br />
2. Dịch chuуển/Quaу đường gốc<br />
Đường gốc được dịch chuуển ѕong ѕong, chiều dọc, chiều đứng hoặc l&agrave; quaу. Tất cả c&aacute;c kết quả đo ѕau đ&oacute; ѕẽ ảnh hưởng đến đường chuẩn.<br />
&nbsp; &nbsp; <strong>BP</strong>: Điểm gốc.<br />
&nbsp; &nbsp; <strong>BL</strong>: Đường gốc.<br />
&nbsp; &nbsp; <strong>RP</strong>: Điểm chuẩn.<br />
&nbsp; &nbsp; <strong>RL</strong>: Đường chuẩn.<br />
&nbsp; &nbsp; <strong>Off</strong>: Dịch chuуển ѕong ѕong.<br />
&nbsp; &nbsp; <strong>L</strong>: Dịch chuуển theo chiều dọc.<br />
&nbsp; &nbsp; <strong>R</strong>: Th&ocirc;ng ѕố quaу.<br />
<br />
Nhập th&ocirc;ng ѕố: Sử dụng ph&iacute;m n&agrave;у để chuуển con trỏ đến trường th&ocirc;ng ѕố bắt buộc nhập.&nbsp;Ta c&oacute; thể nhập c&aacute;c th&ocirc;ng ѕố như ѕau:<br />
&nbsp; &nbsp; <strong>Offѕet</strong>: Dịch chuуển đường chuẩn ѕong ѕong ᴠề ph&iacute;a b&ecirc;n cần của đường gốc, ᴠ&agrave;o hướng của đường gốc (BP1-BP2).<br />
&nbsp; &nbsp; <strong>Line</strong>: Dịch chuуển đường chuẩn theo chiều dọc t&iacute;nh từ điểm gốc trước ti&ecirc;n theo hướng từ điểm gốc đầu ti&ecirc;n tới điểm gốc vật dụng hai.<br />
&nbsp; &nbsp; <strong>Rotate</strong>: Quaу đường chuẩn theo chiều kim đồng hồ хung quanh điểm gốc.<br />
&nbsp; &nbsp; <strong>Height</strong>: Đường chuẩn cao hơn đường gốc.<br />
&nbsp; &nbsp; <strong>Ref.Hgt:Point1:</strong> Ch&ecirc;nh cao ѕo ᴠới điểm gốc chuẩn nhất.<br />
&nbsp; &nbsp; <strong>Point 2</strong>: Ch&ecirc;nh cao ѕo ᴠới điểm gốc chuẩn hai.<br />
&nbsp; &nbsp; <strong>Interpolated:</strong> Ch&ecirc;nh cao dọc theo đường chuẩn.<br />
&nbsp; &nbsp; <strong>No height</strong>: Ch&ecirc;nh cao kh&ocirc;ng được t&iacute;nh to&aacute;n ᴠ&agrave; hiển thị.<br />
<br />
3. Tiến h&agrave;nh đo hoặc chuуển ѕang chế độ chuуển điểm bề ngo&agrave;i ra thực địa. Tiến h&agrave;nh đo đến điểm đ&iacute;ch. Chuуển ѕang chế độ chuуển điểm bề ngo&agrave;i ra thực địa.<br />
<br />
4. Ứng dụng tương trợ &ldquo;Line&amp;Offѕet&rdquo;:&nbsp;t&iacute;nh to&aacute;n ra ᴠị tr&iacute; của điểm đo ѕo ᴠới đường chuẩn bằng c&aacute;ch hiển thị c&aacute;c lệch dọc trục, lệch ngang, ch&ecirc;nh cao&hellip;<br />
&nbsp;</span></span></span><br />
<p style="box-sizing: border-box; margin-bottom: 1.3em; margin-top: 0px; color: rgb(66, 66, 66); font-family: Roboto, sans-serif; font-size: 15px; text-align: justify;">
	<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trắc đạc c&ocirc;ng tr&igrave;nh hay đo đạc c&ocirc;ng tr&igrave;nh l&agrave; khảo s&aacute;t v&agrave; khai triển bản vẽ thiết kế của c&ocirc;ng tr&igrave;nh ra thực địa, d&ugrave;ng cho thi c&ocirc;ng v&agrave; gi&aacute;m s&aacute;t x&acirc;y dựng c&ocirc;ng tr&igrave;nh đ&uacute;ng bản vẽ thiết kế. Quan trắc dịch chuyển của c&ocirc;ng tr&igrave;nh ra thực địa, chuy&ecirc;n dụng cho thi c&ocirc;ng v&agrave; gi&aacute;m s&aacute;t x&acirc;y dựng c&ocirc;ng tr&igrave;nh đ&uacute;ng bản vẽ thiết kế. C&ocirc;ng cụ đo bằng những mẫu m&aacute;y đo đạc như m&aacute;y kinh vĩ, m&aacute;y thủy b&igrave;nh,m&aacute;y đo khoảng c&aacute;ch laser, m&aacute;y to&agrave;n đạc điện tử&nbsp;&hellip;&nbsp;</span></span></span></p>
<p style="box-sizing: border-box; margin-bottom: 1.3em; margin-top: 0px; color: rgb(66, 66, 66); font-family: Roboto, sans-serif; font-size: 15px; text-align: justify;">
	<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Nhiệm vụ chủ đạo của c&ocirc;ng t&aacute;c trắc địa trong x&acirc;y dựng l&agrave; đảm bảo cho c&ocirc;ng tr&igrave;nh được x&acirc;y dựng đ&uacute;ng k&iacute;ch thước h&igrave;nh học v&agrave; đ&uacute;ng vị tr&iacute; thiết kế. Chỉ khi hai y&ecirc;u cầu n&agrave;y được đ&aacute;p ứng th&igrave; c&ocirc;ng tr&igrave;nh mới mang thể vận h&agrave;nh an to&agrave;n.&nbsp;</span></span></span></p>
<h2 style="box-sizing: border-box; margin-bottom: 1.3em; margin-top: 0px; color: rgb(66, 66, 66); font-family: Roboto, sans-serif; font-size: 15px; text-align: justify;">
	<span style="font-weight: var(--h2_typography-font-weight); font-family: tahoma, geneva, sans-serif; font-size: 14px; color: rgb(0, 0, 0);">III. Những thiết bị được sử dụng trong định vị thi c&ocirc;ng c&ocirc;ng tr&igrave;nh</span></h2>
<ul style="box-sizing: border-box; color: rgb(73, 73, 73); font-family: &quot;Open Sans&quot;, Arial, Helvetica, sans-serif; font-size: 15px;">
	<li style="box-sizing: border-box;">
		<span style="color:#ff0000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><a href="https://tracdiathanhdat.vn/may-thuy-binh-tu-dong"><strong>M&aacute;y thủy b&igrave;nh tự động, m&aacute;y thủy b&igrave;nh điện tử</strong></a></span></span></span><span style="color:#000080;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">:</span></span></span><span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> X&aacute;c định cao độ, dẫn mốc cao độ, đo ch&ecirc;nh cao, quan trắc l&uacute;n&hellip;</span></span></span></li>
</ul>
<ul style="box-sizing: border-box; color: rgb(73, 73, 73); font-family: &quot;Open Sans&quot;, Arial, Helvetica, sans-serif; font-size: 15px;">
	<li style="box-sizing: border-box;">
		<span style="color:#000080;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="box-sizing: border-box; font-weight: bolder;"><a href="https://tracdiathanhdat.vn/may-toan-dac-dien-tu">M&aacute;y to&agrave;n đạc điện tử</a></span></span></span></span><span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="box-sizing: border-box; font-weight: bolder;">:</span>&nbsp;Bố tr&iacute; tr&iacute; tọa độ thiết kế ra thực địa; t&iacute;nh to&aacute;n khoảng c&aacute;ch ngang, đứng, g&oacute;c phương vị của đường, tọa độ điểm, diện t&iacute;ch v&agrave; bố tr&iacute; đường thẳng, đường cong; dẫn lưới lập mốc đường chuyền&hellip;</span></span></span></li>
</ul>
<ul style="box-sizing: border-box; color: rgb(73, 73, 73); font-family: &quot;Open Sans&quot;, Arial, Helvetica, sans-serif; font-size: 15px;">
	<li style="box-sizing: border-box;">
		<span style="color:#000080;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="box-sizing: border-box; font-weight: bolder;"><a href="https://tracdiathanhdat.vn/may-dinh-vi-ve-tinh-gps-2-tan-so-rtk">M&aacute;y định vị GNSS</a></span></span></span></span><span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="box-sizing: border-box; font-weight: bolder;">:</span>&nbsp;Khảo s&aacute;t th&agrave;nh lập lưới khống chế tọa độ; bố tr&iacute; điểm phục vụ cho c&ocirc;ng t&aacute;c chuyển điểm thiết kế ra thực địa; giao hội, bố tr&iacute; đường cong, t&iacute;nh diện t&iacute;ch&hellip;</span></span></span></li>
</ul>
<p style="box-sizing: border-box; margin-bottom: 1.3em; margin-top: 0px; color: rgb(66, 66, 66); font-family: Roboto, sans-serif; font-size: 15px; text-align: center;">
	<span style="color:#000000;"><img alt="" src="/admin/webroot/upload/image/images/Banner (665 × 295 px) (31).png" style="width: 665px; height: 295px;" /></span></p>
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			'lft' => '103',
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			'title_seo' => 'tin tức trắc địa, cập nhật xu hướng đo đạc mới, công nghệ đo đạc, thiết bị đo đạc hiện đại, mẹo kỹ thuật trắc địa, sai số đo đạc, hệ tọa độ VN-2000, GNSS, RTK, GPS trắc địa, phần mềm trắc địa, phần mềm GIS, SurPad, LandStar, Magnet Field, Leica Captivate, Trimble Access',
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		'title' => 'Chuyên phân phối máy đo đạc, trắc địa: Máy GPS RTK, máy thủy bình, máy toàn đạc, máy scanner, UAV chính hãng (LEICA, TOPCON, NIKON, TRIMPLE, SOKKIA, DJI, PENTAX, GARMIN,...)',
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		'address' => '<p>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong><u>Văn ph&ograve;ng</u></strong></span></span><span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">: Số 157&nbsp;Đặng Văn Ngữ, Phường Kim Li&ecirc;n, H&agrave; Nội</span></span></p>
<p>
	<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">MST:<strong><a href="javascript: void(0)" style="font-size:11px;"><span style="color:#ffffff;"> 0103764857 </span></a></strong>do Sở KHĐT TP. H&agrave; Nội cấp ng&agrave;y 28-04-2009<br />
	Điện thoại:&nbsp;<a href="javascript: void(0)" style="font-family: tahoma, geneva, sans-serif;font-size:11px;"><span style="color: rgb(255, 255, 255);"><strong style="font-family: arial, helvetica, sans-serif;">(</strong><strong style="font-family: arial, helvetica, sans-serif;">024) 3776 4930</strong></span></a></span></span></p>
<div>
	<p>
		<strong style="font-size: 14px; font-family: tahoma, geneva, sans-serif;"><u>Cửa h&agrave;ng</u></strong><span style="font-size: 14px; font-family: tahoma, geneva, sans-serif;">:</span></p>
</div>
<p>
	<span style="font-family: tahoma, geneva, sans-serif;">- <span style="font-size:12px;">Số <strong><span style="font-size:14px;">145 </span></strong></span></span><span style="font-size:12px;"><span style="font-family: tahoma, geneva, sans-serif;">L&aacute;ng Hạ, Phường L&aacute;ng Hạ, H&agrave; Nội</span></span></p>
<p>
	<span style="font-size:12px;"><span style="font-family: tahoma, geneva, sans-serif;">- Số 5/161 Nguyễn Tu&acirc;n, Phường Thanh Xu&acirc;n, H&agrave; Nội</span></span><br />
	<br />
	&nbsp;</p>
',
		'contactinfo_eng' => '',
		'taikhoan' => '<strong><span style="color:#04529a;">Số T&agrave;i&nbsp; khoản c&aacute;c ng&acirc;n h&agrave;ng của c&ocirc;ng ty T&acirc;n &Aacute;</span></strong><br />
<br />
1. 13022-0506-5430 - Nguyễn Văn Hiệu - Agribank - CN Trung Y&ecirc;n, HN<br />
2. 0011-00404-0367 - Nguyễn Văn Hiệu - Vietcombank - CN Sở Giao dịch, HN<br />
3. 711A-6202-9713 - Nguyễn Văn Hiệu - Vietinbank - CN Thanh Xu&acirc;n, HN<br />
4. 190-256-018-210-13 - Nguyễn Văn Hiệu - Techcombank, H&agrave; Nội<br />
5. 1231-0000-368-767 - Nguyễn Văn Hiệu - BIDV CN Quang Trung, H&agrave; Nội',
		'contactinfo' => '<div dir="rtl" style="text-align: left;">
	<u style="font-family: tahoma, geneva, sans-serif; font-size: 14px;"><strong>Văn Ph&ograve;ng</strong></u></div>
<div style="">
	<br />
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Địa chỉ:&nbsp; Số 157 Đặng Văn Ngữ, Phường Kim Li&ecirc;n, H&agrave; Nội, Việt Nam<br />
	Tel:&nbsp; &nbsp; &nbsp; &nbsp; (024) 3776 4930 &nbsp; &nbsp;<br />
	Fax:&nbsp; &nbsp; &nbsp; &nbsp;(024) 3776 5908<br />
	Email:&nbsp; &nbsp; thanhdatsurvey.JSC@gmail.com/ tracdiathanhdat@gmail.com<br />
	Hotline:&nbsp; <strong>0913 051 734</strong><br />
	<br />
	<strong><u>C</u></strong><strong><u>ửa h&agrave;ng</u></strong></span></span><br />
	<br />
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">- Số 145 L&aacute;ng Hạ, Phường L&aacute;ng Hạ, H&agrave; Nội</span></span><br />
	<img alt="" src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADUAAAAoCAYAAABerrI1AAAIK0lEQVRoBdWZi1fTRxbH8/esW3W77Wnrqnva7XH7dNk+7Lq7h/Io8jIEGiCGN9XKK0SBJITwy+uXH8kvFgUEUZ4iWI5Va7UVH1sf1VWrq+261W0tIt89d+L8GkJegJ6VOWfOZCYzc+9n7p07k4kK80z3H0ziyu1zOHF1DINnZew4th3Wg3rUDWVgc18iirrfQn7na9B2vIqCztdR2PUmK6lO7cU9b2NLXyIMw5mwjZeg/YtG7P+6HV9ePYhrty+A5p9vUsU7cHLqZ0x8ewi9E06Yxwqg352ATP/vkOFf8chz5o6V0HcnwDJWyOSd+vazOUHGhDp9/TCkIzVMyOMAiHdOgvQercWZG0dj2iEi1KFv9qJm8INHboV4IaL1qx1Kx5FLAxHhZkFduDWB+uGsJxImFHT7iAZXb5+fBTcDauCMF+TPoYMXWs/asQrZn6wGlQudK3S8uv1FjJ7rmAGmQLUfb1qQwHT5eWzwPosP2n7LNje5B/n/5e/PstW89p+LrKT6P/51DJ9fHsLI1+3Q7lzDxmXIzy9IPgUwnhgUheTQFYhVL+l5G77PDcjveAVJ7l/jfdevWNb4f48f7n3P549ZbhvMVMbSPMmeZXAcqkR571/mrNORy4NMnurGnctxD87asRKGoQwcvtSPqQf32QQlXQmKUgS2ECi+MGTN6ekH7AxsGNHE7bY57S/hx8k7UFG4jmUV/n3l3r/OWvnHBRUsiA50rkOssu+0BBWd/rE68u9pU966ey1YHiJB3f7xJs7dPIHjV0ZBx8PY+S6MX9yDL66M4OyNY7h59yqbJ9j9gi3FhdDK53e+GreOjQfyoKIrDFc6nvLAuV1cHiuDoZLFpcj2r8TW/uSYiuTufBkf7fs7dJ1vsH3Egagk9+OJFiEevXifyn1/g0qz8w9zGtT1ZQvzdy60uCsBydJypPuem9M8XAleUvRMlZ5GomuJAjWNadAxw/vEU+btWgOV2r86/kHyChgGNihQhy/1gYJHNGFa35+wpS0bNVIhtkhq6HzvRO2fLr/AoiotGkFZRvORIcd/v9zQ9ixUWd4XkCItjyqIK03uVd2XyoxEN2veHqn8UH4NH7epYXLUwdTQCLPNiGpJCwKNNIa3f9yfxG7rtjE9ksVlMfvTuLS2Z5Dsfgqq4/88oITkJHEpSPFwmXw9RVyKi99NoHog+p1Q710Ps1gHl8vFcmuzALPBAluTTWmzig0o86ZEvelrdr6EI5f6kSY9jfddS5DiWc5cnUolS4G2ZPEpxrHruAns8P3s4j5s9K9ijUmuJQiX9Z1rceLKKMp734u4atn+1TB6yuEQHHA5A0AEZqmzoKnaxHJwO/UjeLUceV/Tta3/tARdx+vK4gcHFf451fMbyEcNzIsY1P2pn7Fvwo1tQ1loHM6BaX+ukhuG1Wjar0H/KQmFXW9EBCLzN4pVsJlsTHlLrQVOhxNOpwtOwYmWRhvsLYJiqWajlfWzGq1oERuRI78cdW7bwSJUdL8LCkxl3e8ouWT3n1HUuRaO8TLcuhM4JpS7H49m4crJqXugqML9PVxJe4WsQspzqxCU3y/D4xEhCHa43W6lbqkPWM9S38zGNXg2R52fZNKv4nhSXFCxTvRc+Y9wuhyKFQSrnVnJJ/vQUN+AEm0pdOpNKMorRn2VAT6fF6IoQrDZlTG0IJu867BRfjEiHEXa0MM/HGRMqLHznRGF0OpRUKiS8phydsHB3I0UJAsZa43ISdVAt1EHnUbPwDSpGlRVboXP71OA2B50uVAr6VHmTYoqz7h/YziOGW1RoX66/1/QyR/O3XhblaSFRTQoe8lUY1bAdDmbQLlEW4KiD4tRpC2GPq8I+ZkFsFlt8HrbQO5H7kpuS0GjRtJGlUdyv7r26QyI0EpUqJ6T9pgCaiUdLKIRzdsDG58UdDlccDgcioUIhkE9BNNm5sNssjAoU00gKlLAMIsG1EgFMWXS9SpaighFT1TajldiCqCzxiAVM1cSmgXYbRQQXKD9VFVRBU2KBpty9QGovGLkpuaiTFeONm8b21fksq2WVrYQdBxUeNNiyiRrnbp+OCJXRKjxCz1xTU4CCuS1yv6g/eR0OiFJHmaJqspq6NQ6FGQVoCC7EB8Vb2YwBOVwOGeMK/UmgoIOd+1opWlUO3eoWLeGUIEGT2nAWlYB5lozLAYL3C43ZL8MQRBgabKgpcXGLChJEqzbrKwfnWu0ELSfQueMVqc3x0iRMKyl6IU02oThvqPDs0VsYlchfk6RK5LCBOG2uyGJItxkSbsTfC9RoKDjQOtbO2eZeyYcYa0VFmrXCcucBRCoRl4Dq7sRglWAveWXM4iCAIGaa8zK9YnCeKu5Fa2OFhT63pqXPAoYdJMPTWGhKnrXz0sIgWX7V7Fzy+EOuhI9jIx0qSXL8VwvlUAd43oUziuC24J/UHK4WVDffHd63kDBwuiSWv4wMjYJdWhsMMJkq4fRU4bKtvS4A0LwnOE+7/6qlbMo5Syo7pPCI4EKp8DjaKN/TkLTLKiqgdRFBUULdf2HyzO4ZkDRKyp1oht5ac+6h/ldlPY8eblsz3vQ7Q5EzJ6QKKhAURTpPeVCxZ712CA9E/UHGf9h9v8uU8VlKOtZx/64o6c0nhSoO/f+DWG8dFHAhC5mUVcC6J2RJwWq96Rjxpt46MAnvU6/3HlSoIRPSxallfhiG/rTOFPg4YVqw2dkpHno1Sbw78ViK8nTeFIsRe8Qg2e8ixJq695ETE1PcaZfLMVbRs5+wl5nMr3PQS2vfGJztm8F0004WIyfJu9y9Vn5P2E2W2r6o5rUAAAAAElFTkSuQmCC" style="height: 12px; width: 16px;" /><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">&nbsp;<strong>0942 288 388</strong></span><br />
	&nbsp;</div>
<div style="">
	<span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">- Số 5/161 Nguyễn Tu&acirc;n, Phường Thanh Xu&acirc;n, H&agrave; Nội</span></div>
<div style="">
	<img alt="" src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADUAAAAoCAYAAABerrI1AAAIK0lEQVRoBdWZi1fTRxbH8/esW3W77Wnrqnva7XH7dNk+7Lq7h/Io8jIEGiCGN9XKK0SBJITwy+uXH8kvFgUEUZ4iWI5Va7UVH1sf1VWrq+261W0tIt89d+L8GkJegJ6VOWfOZCYzc+9n7p07k4kK80z3H0ziyu1zOHF1DINnZew4th3Wg3rUDWVgc18iirrfQn7na9B2vIqCztdR2PUmK6lO7cU9b2NLXyIMw5mwjZeg/YtG7P+6HV9ePYhrty+A5p9vUsU7cHLqZ0x8ewi9E06Yxwqg352ATP/vkOFf8chz5o6V0HcnwDJWyOSd+vazOUHGhDp9/TCkIzVMyOMAiHdOgvQercWZG0dj2iEi1KFv9qJm8INHboV4IaL1qx1Kx5FLAxHhZkFduDWB+uGsJxImFHT7iAZXb5+fBTcDauCMF+TPoYMXWs/asQrZn6wGlQudK3S8uv1FjJ7rmAGmQLUfb1qQwHT5eWzwPosP2n7LNje5B/n/5e/PstW89p+LrKT6P/51DJ9fHsLI1+3Q7lzDxmXIzy9IPgUwnhgUheTQFYhVL+l5G77PDcjveAVJ7l/jfdevWNb4f48f7n3P549ZbhvMVMbSPMmeZXAcqkR571/mrNORy4NMnurGnctxD87asRKGoQwcvtSPqQf32QQlXQmKUgS2ECi+MGTN6ekH7AxsGNHE7bY57S/hx8k7UFG4jmUV/n3l3r/OWvnHBRUsiA50rkOssu+0BBWd/rE68u9pU966ey1YHiJB3f7xJs7dPIHjV0ZBx8PY+S6MX9yDL66M4OyNY7h59yqbJ9j9gi3FhdDK53e+GreOjQfyoKIrDFc6nvLAuV1cHiuDoZLFpcj2r8TW/uSYiuTufBkf7fs7dJ1vsH3Egagk9+OJFiEevXifyn1/g0qz8w9zGtT1ZQvzdy60uCsBydJypPuem9M8XAleUvRMlZ5GomuJAjWNadAxw/vEU+btWgOV2r86/kHyChgGNihQhy/1gYJHNGFa35+wpS0bNVIhtkhq6HzvRO2fLr/AoiotGkFZRvORIcd/v9zQ9ixUWd4XkCItjyqIK03uVd2XyoxEN2veHqn8UH4NH7epYXLUwdTQCLPNiGpJCwKNNIa3f9yfxG7rtjE9ksVlMfvTuLS2Z5Dsfgqq4/88oITkJHEpSPFwmXw9RVyKi99NoHog+p1Q710Ps1gHl8vFcmuzALPBAluTTWmzig0o86ZEvelrdr6EI5f6kSY9jfddS5DiWc5cnUolS4G2ZPEpxrHruAns8P3s4j5s9K9ijUmuJQiX9Z1rceLKKMp734u4atn+1TB6yuEQHHA5A0AEZqmzoKnaxHJwO/UjeLUceV/Tta3/tARdx+vK4gcHFf451fMbyEcNzIsY1P2pn7Fvwo1tQ1loHM6BaX+ukhuG1Wjar0H/KQmFXW9EBCLzN4pVsJlsTHlLrQVOhxNOpwtOwYmWRhvsLYJiqWajlfWzGq1oERuRI78cdW7bwSJUdL8LCkxl3e8ouWT3n1HUuRaO8TLcuhM4JpS7H49m4crJqXugqML9PVxJe4WsQspzqxCU3y/D4xEhCHa43W6lbqkPWM9S38zGNXg2R52fZNKv4nhSXFCxTvRc+Y9wuhyKFQSrnVnJJ/vQUN+AEm0pdOpNKMorRn2VAT6fF6IoQrDZlTG0IJu867BRfjEiHEXa0MM/HGRMqLHznRGF0OpRUKiS8phydsHB3I0UJAsZa43ISdVAt1EHnUbPwDSpGlRVboXP71OA2B50uVAr6VHmTYoqz7h/YziOGW1RoX66/1/QyR/O3XhblaSFRTQoe8lUY1bAdDmbQLlEW4KiD4tRpC2GPq8I+ZkFsFlt8HrbQO5H7kpuS0GjRtJGlUdyv7r26QyI0EpUqJ6T9pgCaiUdLKIRzdsDG58UdDlccDgcioUIhkE9BNNm5sNssjAoU00gKlLAMIsG1EgFMWXS9SpaighFT1TajldiCqCzxiAVM1cSmgXYbRQQXKD9VFVRBU2KBpty9QGovGLkpuaiTFeONm8b21fksq2WVrYQdBxUeNNiyiRrnbp+OCJXRKjxCz1xTU4CCuS1yv6g/eR0OiFJHmaJqspq6NQ6FGQVoCC7EB8Vb2YwBOVwOGeMK/UmgoIOd+1opWlUO3eoWLeGUIEGT2nAWlYB5lozLAYL3C43ZL8MQRBgabKgpcXGLChJEqzbrKwfnWu0ELSfQueMVqc3x0iRMKyl6IU02oThvqPDs0VsYlchfk6RK5LCBOG2uyGJItxkSbsTfC9RoKDjQOtbO2eZeyYcYa0VFmrXCcucBRCoRl4Dq7sRglWAveWXM4iCAIGaa8zK9YnCeKu5Fa2OFhT63pqXPAoYdJMPTWGhKnrXz0sIgWX7V7Fzy+EOuhI9jIx0qSXL8VwvlUAd43oUziuC24J/UHK4WVDffHd63kDBwuiSWv4wMjYJdWhsMMJkq4fRU4bKtvS4A0LwnOE+7/6qlbMo5Syo7pPCI4EKp8DjaKN/TkLTLKiqgdRFBUULdf2HyzO4ZkDRKyp1oht5ac+6h/ldlPY8eblsz3vQ7Q5EzJ6QKKhAURTpPeVCxZ712CA9E/UHGf9h9v8uU8VlKOtZx/64o6c0nhSoO/f+DWG8dFHAhC5mUVcC6J2RJwWq96Rjxpt46MAnvU6/3HlSoIRPSxallfhiG/rTOFPg4YVqw2dkpHno1Sbw78ViK8nTeFIsRe8Qg2e8ixJq695ETE1PcaZfLMVbRs5+wl5nMr3PQS2vfGJztm8F0004WIyfJu9y9Vn5P2E2W2r6o5rUAAAAAElFTkSuQmCC" style="height: 12px; width: 16px;" /><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">&nbsp;<strong>0949 322 456</strong></span></div>
<div style="">
	<br />
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong><u>VPĐD tại Tp. Hồ Ch&iacute; Minh</u></strong><br />
	<br />
	- 1/56 Nguyễn Th&aacute;i Sơn, Phường Hạnh Th&ocirc;ng, Hồ Ch&iacute; Minh</span></span><br />
	<img alt="" src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADUAAAAoCAYAAABerrI1AAAIK0lEQVRoBdWZi1fTRxbH8/esW3W77Wnrqnva7XH7dNk+7Lq7h/Io8jIEGiCGN9XKK0SBJITwy+uXH8kvFgUEUZ4iWI5Va7UVH1sf1VWrq+261W0tIt89d+L8GkJegJ6VOWfOZCYzc+9n7p07k4kK80z3H0ziyu1zOHF1DINnZew4th3Wg3rUDWVgc18iirrfQn7na9B2vIqCztdR2PUmK6lO7cU9b2NLXyIMw5mwjZeg/YtG7P+6HV9ePYhrty+A5p9vUsU7cHLqZ0x8ewi9E06Yxwqg352ATP/vkOFf8chz5o6V0HcnwDJWyOSd+vazOUHGhDp9/TCkIzVMyOMAiHdOgvQercWZG0dj2iEi1KFv9qJm8INHboV4IaL1qx1Kx5FLAxHhZkFduDWB+uGsJxImFHT7iAZXb5+fBTcDauCMF+TPoYMXWs/asQrZn6wGlQudK3S8uv1FjJ7rmAGmQLUfb1qQwHT5eWzwPosP2n7LNje5B/n/5e/PstW89p+LrKT6P/51DJ9fHsLI1+3Q7lzDxmXIzy9IPgUwnhgUheTQFYhVL+l5G77PDcjveAVJ7l/jfdevWNb4f48f7n3P549ZbhvMVMbSPMmeZXAcqkR571/mrNORy4NMnurGnctxD87asRKGoQwcvtSPqQf32QQlXQmKUgS2ECi+MGTN6ekH7AxsGNHE7bY57S/hx8k7UFG4jmUV/n3l3r/OWvnHBRUsiA50rkOssu+0BBWd/rE68u9pU966ey1YHiJB3f7xJs7dPIHjV0ZBx8PY+S6MX9yDL66M4OyNY7h59yqbJ9j9gi3FhdDK53e+GreOjQfyoKIrDFc6nvLAuV1cHiuDoZLFpcj2r8TW/uSYiuTufBkf7fs7dJ1vsH3Egagk9+OJFiEevXifyn1/g0qz8w9zGtT1ZQvzdy60uCsBydJypPuem9M8XAleUvRMlZ5GomuJAjWNadAxw/vEU+btWgOV2r86/kHyChgGNihQhy/1gYJHNGFa35+wpS0bNVIhtkhq6HzvRO2fLr/AoiotGkFZRvORIcd/v9zQ9ixUWd4XkCItjyqIK03uVd2XyoxEN2veHqn8UH4NH7epYXLUwdTQCLPNiGpJCwKNNIa3f9yfxG7rtjE9ksVlMfvTuLS2Z5Dsfgqq4/88oITkJHEpSPFwmXw9RVyKi99NoHog+p1Q710Ps1gHl8vFcmuzALPBAluTTWmzig0o86ZEvelrdr6EI5f6kSY9jfddS5DiWc5cnUolS4G2ZPEpxrHruAns8P3s4j5s9K9ijUmuJQiX9Z1rceLKKMp734u4atn+1TB6yuEQHHA5A0AEZqmzoKnaxHJwO/UjeLUceV/Tta3/tARdx+vK4gcHFf451fMbyEcNzIsY1P2pn7Fvwo1tQ1loHM6BaX+ukhuG1Wjar0H/KQmFXW9EBCLzN4pVsJlsTHlLrQVOhxNOpwtOwYmWRhvsLYJiqWajlfWzGq1oERuRI78cdW7bwSJUdL8LCkxl3e8ouWT3n1HUuRaO8TLcuhM4JpS7H49m4crJqXugqML9PVxJe4WsQspzqxCU3y/D4xEhCHa43W6lbqkPWM9S38zGNXg2R52fZNKv4nhSXFCxTvRc+Y9wuhyKFQSrnVnJJ/vQUN+AEm0pdOpNKMorRn2VAT6fF6IoQrDZlTG0IJu867BRfjEiHEXa0MM/HGRMqLHznRGF0OpRUKiS8phydsHB3I0UJAsZa43ISdVAt1EHnUbPwDSpGlRVboXP71OA2B50uVAr6VHmTYoqz7h/YziOGW1RoX66/1/QyR/O3XhblaSFRTQoe8lUY1bAdDmbQLlEW4KiD4tRpC2GPq8I+ZkFsFlt8HrbQO5H7kpuS0GjRtJGlUdyv7r26QyI0EpUqJ6T9pgCaiUdLKIRzdsDG58UdDlccDgcioUIhkE9BNNm5sNssjAoU00gKlLAMIsG1EgFMWXS9SpaighFT1TajldiCqCzxiAVM1cSmgXYbRQQXKD9VFVRBU2KBpty9QGovGLkpuaiTFeONm8b21fksq2WVrYQdBxUeNNiyiRrnbp+OCJXRKjxCz1xTU4CCuS1yv6g/eR0OiFJHmaJqspq6NQ6FGQVoCC7EB8Vb2YwBOVwOGeMK/UmgoIOd+1opWlUO3eoWLeGUIEGT2nAWlYB5lozLAYL3C43ZL8MQRBgabKgpcXGLChJEqzbrKwfnWu0ELSfQueMVqc3x0iRMKyl6IU02oThvqPDs0VsYlchfk6RK5LCBOG2uyGJItxkSbsTfC9RoKDjQOtbO2eZeyYcYa0VFmrXCcucBRCoRl4Dq7sRglWAveWXM4iCAIGaa8zK9YnCeKu5Fa2OFhT63pqXPAoYdJMPTWGhKnrXz0sIgWX7V7Fzy+EOuhI9jIx0qSXL8VwvlUAd43oUziuC24J/UHK4WVDffHd63kDBwuiSWv4wMjYJdWhsMMJkq4fRU4bKtvS4A0LwnOE+7/6qlbMo5Syo7pPCI4EKp8DjaKN/TkLTLKiqgdRFBUULdf2HyzO4ZkDRKyp1oht5ac+6h/ldlPY8eblsz3vQ7Q5EzJ6QKKhAURTpPeVCxZ712CA9E/UHGf9h9v8uU8VlKOtZx/64o6c0nhSoO/f+DWG8dFHAhC5mUVcC6J2RJwWq96Rjxpt46MAnvU6/3HlSoIRPSxallfhiG/rTOFPg4YVqw2dkpHno1Sbw78ViK8nTeFIsRe8Qg2e8ixJq695ETE1PcaZfLMVbRs5+wl5nMr3PQS2vfGJztm8F0004WIyfJu9y9Vn5P2E2W2r6o5rUAAAAAElFTkSuQmCC" style="height: 12px; width: 16px;" /><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">&nbsp;<strong>0904 925 936</strong></span></div>
',
		'telephone' => '01659 014592',
		'hotline' => '0913051734',
		'email' => 'tracdiathanhdat@yahoo.com',
		'url' => '',
		'meta_key' => 'Leica Geosystems, Máy RTK, máy định vị GPS, GNSS, vngeonet, máy laser, thước đo, Yamayo, máy toàn đạc điện tử, máy toàn đạc robotic, máy toàn đạc tự động, Leica, Sokkia, Nikon, Trimple, Nikon, Spectra, Topcon, ống nhòm, máy bộ đàm, thước đo Yamayo, Máy toàn đạc điện tử, Máy toàn đạc Leica, Máy toàn đạc Sokkia, máy toàn đạc Nikon, Máy toàn đạc Geomax,	Máy toàn đạc Topcon, Máy toàn đạc Trimble, Máy thủy bình tự động, Máy thủy bình leica, Máy thủy bình sokkia, Máy thủy bình Nikon, Máy thủy bình Topcon, Máy thủy bình pentax, Máy thủy bình điện tử, Máy cân bằng laser, Máy kinh vĩ nikon, Máy kinh vĩ Topcon, Máy kinh vĩ sokkia, Máy kinh vĩ geomax, Máy cân bằng laser sabaru, Máy cân bằng laser sincon, Máy cân bằng laser fukuda, Máy cân bằng laser acuza, Máy đo khoảng cách laser leica, Máy đo khoảng cách laser sincon, Máy đo khoảng cách laser bosch, Máy định vị gps 2 tần, Máy định vị gps cầm tay, Máy đo sâu, Máy bộ đàm, Phụ kiện trắc địa, Máy định vị GPS RTK GNSS, Máy định vị GPS RTK Trimble, Máy định vị GPS RTK Sokkia, Máy định vị GPS RTK Sanding, Máy định vị GPS RTK CHC, Máy định vị GPS RTK Comnav, Máy định vị GPS RTK Efix, Máy định vị GPS RTK FOIF, Máy định vị GPS RTK Geomax, Máy định vị GPS RTK Topcon, Máy định vị GPS RTK Nikon, Máy định vị GPS RTK South, Máy định vị GPS RTK Ruide, Máy định vị GPS RTK Kolida, Máy định vị GPS RTK Leica, máy định vị điểm, đo đạc, khảo sát, bản đồ, RINEX, CORS, ',
		'meta_des' => 'Chuyên cung cấp máy định vị vệ tinh GNSS RTK, máy thủy bình, máy toàn đạc, máy laser, máy GPS cầm tay, UAV, ống nhòm (LEICA, TOPCON, NIKON, TRIMPLE, SOKKIA, DJI, PENTAX, GARMIN,...). Uy tín, chất lượng, giá tốt hàng đầu tại Việt Nam!',
		'created' => '2012-06-05',
		'modified' => '1769758152',
		'youtube' => 'http://youtube.com',
		'twitter' => 'https://twitter.com/',
		'myspace' => 'https://myspace.com/',
		'facebook' => 'https://www.facebook.com/thanhdatsurvey.jsc/',
		'email2' => 'duycuong7640',
		'skype' => 'hothihuyen.hn',
		'yahoo' => 'duycuong7640',
		'yahoo1' => 'duycuong7640',
		'content' => 'Thanks for your interest in Vn Discoverytours. For a fast response, please submit this basic Quick Enquiry form below by clicking &ldquo;Submit&rdquo;, and we&rsquo;ll get back to you by e-mail within 12 to 24 hours (in working days). For urgent booking, call us at +84 974 839 873',
		'video' => '<iframe width="1280" height="720" src="https://www.youtube.com/embed/mR4kOuAkEtY" title="YouTube video player" frameborder="0" allow="accelerometer; autoplay; clipboard-write; encrypted-media; gyroscope; picture-in-picture" allowfullscreen></iframe>',
		'slogan' => 'trung tâm sửa chữa và bảo hành máy giặt electrolux',
		'slogan_eng' => '',
		'printer' => '',
		'googleplus' => '',
		'bando' => '<p>
	<iframe allowfullscreen="" frameborder="0" height="410" src="https://www.google.com/maps/embed?pb=!1m18!1m12!1m3!1d1680.2372398112452!2d105.81212934716025!3d21.01437303922492!2m3!1f0!2f0!3f0!3m2!1i1024!2i768!4f13.1!3m3!1m2!1s0x3135ab63b645b665%3A0xa6797ac6008687bf!2zQ-G7rWEgSMOgbmcgVHLhuq9jIMSQ4buLYQ!5e0!3m2!1svi!2s!4v1449908805279" style="border:0" width="600"></iframe></p>
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		'gioithieu' => '<p style="text-align: center;">
	<img alt="" src="/admin/webroot/upload/image/images/gioithieu.png" /></p>
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		'thongtincongty' => 'Sửa máy lạnh tại nhà
Sửa máy lạnh tại HCM
Sửa tủ lạnh
Bơm ga máy lạnh ',
		'trogiupkh' => 'Tai nghe Iphone
Sua may tinh tai nha
Máy Ozone Z755',
		'dichvuft' => 'Sửa máy lạnh
Bảo dưỡng máy lạnh
Vệ sinh máy lạnh
Lắp đặt máy lạnh',
		'bb' => '',
		'zing' => '',
		'hotline2' => '0912 35 65 75',
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		'theh1' => 'thanhdatsurvey.JSC',
		'hanoi' => '<div>
	<strong>C&Ocirc;NG TY CỔ PHẦN THƯƠNG MẠI HMH VIỆT NAM</strong></div>
<div>
	<strong>Địa chỉ</strong> &nbsp;: Số 51 - Trần Duy Hưng, Trung H&ograve;a, Cầu Giấy, H&agrave; Nội</div>
<div>
	<strong>Điện thoại </strong>: (04) 3641.7498 - <strong>Fax</strong>: (04) 3543.0479</div>
<div>
	<strong>Email </strong>: info@ifes.vn</div>
',
		'tphcm' => '<div>
	<strong>C&Ocirc;NG TY CỔ PHẦN THƯƠNG MẠI HMH VIỆT NAM</strong></div>
<div>
	<strong>Địa chỉ</strong>&nbsp;&nbsp;: Số 51 - Trần Duy Hưng, Trung H&ograve;a, Cầu Giấy, H&agrave; Nội</div>
<div>
	<strong>Điện thoại&nbsp;</strong>: (04) 3641.7498 -&nbsp;<strong>Fax</strong>: (04) 3543.0479</div>
<div>
	<strong>Email&nbsp;</strong>: info@ifes.vn</div>
',
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			'id' => '802',
			'name' => 'Dữ liệu RINEX – Nền tảng cốt lõi của hạ tầng trắc địa hiện đại',
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			'alias' => 'du-lieu-rinex-–-nen-tang-cot-loi-cua-ha-tang-trac-dia-hien-dai',
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			'price' => '0',
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			'shortdes' => '<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trong hạ tầng trắc địa hiện đại, RINEX kh&ocirc;ng phải dữ liệu phụ, m&agrave; l&agrave; nền m&oacute;ng kỹ thuật của hệ tọa độ quốc gia.&nbsp;RTK gi&uacute;p đo nhanh h&ocirc;m nay,&nbsp;nhưng RINEX mới l&agrave; yếu tố đảm bảo bản đồ, mốc v&agrave; c&ocirc;ng tr&igrave;nh đứng vững trong nhiều năm tới.</span></span>',
			'content' => '<p>
	<em><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">Trong những năm gần đ&acirc;y, c&ocirc;ng nghệ GNSS RTK c&ugrave;ng c&aacute;c mạng trạm CORS ph&aacute;t triển mạnh mẽ, gi&uacute;p c&ocirc;ng t&aacute;c đo đạc, thi c&ocirc;ng v&agrave; bố tr&iacute; c&ocirc;ng tr&igrave;nh đạt được kết quả gần như tức thời với độ ch&iacute;nh x&aacute;c cao.</span></em></p>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><em>Tuy nhi&ecirc;n, nếu nh&igrave;n ở g&oacute;c độ x&acirc;y dựng v&agrave; duy tr&igrave; hạ tầng trắc địa quốc gia d&agrave;i hạn, nhiều quốc gia ph&aacute;t triển như Mỹ, ch&acirc;u &Acirc;u, Nhật Bản đều c&oacute; chung một quan điểm:&nbsp;RTK l&agrave; lớp ứng dụng đo nhanh ngo&agrave;i hiện trường,&nbsp;trong khi RINEX &ndash; dữ liệu GNSS đo tĩnh &ndash; mới l&agrave; lớp nền cốt l&otilde;i của hệ tọa độ.</em><br />
<br />
<em>RTK cho ph&eacute;p định vị nhanh theo thời gian thực, nhưng độ ổn định v&agrave; khả năng kiểm chứng của kết quả RTK phụ thuộc mạnh v&agrave;o điều kiện truyền cải ch&iacute;nh tại thời điểm đo.&nbsp;Ngược lại, dữ liệu RINEX cho ph&eacute;p xử l&yacute; hậu kỳ, kiểm chứng, đối so&aacute;t v&agrave; duy tr&igrave; độ ổn định tọa độ trong thời gian d&agrave;i.<br />
&nbsp;</em></span></span>
<h2>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">1. RINEX l&agrave; g&igrave;?</span></span></h2>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">RINEX (<em>Receiver Independent Exchange Format</em>) l&agrave; định dạng dữ liệu GNSS th&ocirc; chuẩn quốc tế, được ph&aacute;t triển v&agrave; duy tr&igrave; bởi cộng đồng GNSS to&agrave;n cầu dưới sự điều phối&nbsp;của c&aacute;c tổ chức quốc tế như IGS (International GNSS Service) v&agrave; RTCM SC-104.</span></span><br />
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">RINEX cho ph&eacute;p trao đổi dữ liệu GNSS giữa c&aacute;c thiết bị v&agrave; phần mềm kh&aacute;c nhau, kh&ocirc;ng phụ thuộc h&atilde;ng sản xuất, v&agrave; được sử dụng rộng r&atilde;i tr&ecirc;n to&agrave;n thế giới cho c&aacute;c mục đ&iacute;ch kỹ thuật chuy&ecirc;n s&acirc;u.&nbsp;Dữ liệu RINEX cho ph&eacute;p:</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Xử l&yacute; hậu kỳ GNSS (Static / PPK)</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">B&igrave;nh sai mạng lưới GNSS</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kiểm so&aacute;t chất lượng v&agrave; truy xuất nguồn gốc số liệu</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Duy tr&igrave; v&agrave; kiểm chứng hệ tọa độ theo thời gian d&agrave;i</span></span></li>
</ul>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">RTK cho kết quả nhanh &ndash; RINEX cho kết quả bền v&agrave; kiểm chứng được.<br />
&nbsp;</span></span>
<h2>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">2. C&aacute;ch c&aacute;c quốc gia khai th&aacute;c RINEX trong hạ tầng trắc địa</span></span></h2>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tại nhiều quốc gia, mạng CORS quốc gia kh&ocirc;ng chỉ phục vụ RTK thời gian thực m&agrave; c&ograve;n coi dữ liệu RINEX li&ecirc;n tục l&agrave; t&agrave;i sản dữ liệu cốt l&otilde;i.&nbsp;M&ocirc; h&igrave;nh khai th&aacute;c phổ biến:</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Lưu trữ dữ liệu GNSS 24/7.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Cho ph&eacute;p tải RINEX theo c&aacute;c khoảng thời gian:</span></span>
		<ul>
			<li>
				<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">15 ph&uacute;t</span></span></li>
			<li>
				<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">1 giờ</span></span></li>
			<li>
				<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">6 giờ</span></span></li>
			<li>
				<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">24 giờ</span></span></li>
		</ul>
	</li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Cung cấp đầy đủ metadata:</span></span>
		<ul>
			<li>
				<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Th&ocirc;ng tin trạm GNSS</span></span></li>
			<li>
				<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Thời gian quan s&aacute;t</span></span></li>
			<li>
				<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Chu kỳ ghi (1s, 15s, 30s&hellip;)</span></span></li>
			<li>
				<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hệ quy chiếu v&agrave; m&ocirc; h&igrave;nh tham chiếu.</span></span></li>
		</ul>
	</li>
</ul>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">&gt; V&iacute; dụ ti&ecirc;u biểu:</span></span><br />
<br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Mỹ: NOAA CORS Network cung cấp dữ liệu RINEX phục vụ đo tĩnh v&agrave; xử l&yacute; hậu kỳ.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Ch&acirc;u &Acirc;u: EUREF Permanent Network (EPN) lưu trữ dữ liệu RINEX cho b&igrave;nh sai lưới khu vực.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Nhật Bản: GEONET do GSI vận h&agrave;nh, cung cấp dữ liệu RINEX cho xử l&yacute; hậu kỳ v&agrave; nghi&ecirc;n cứu GNSS.</span></span></li>
</ul>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Điểm chung của c&aacute;c m&ocirc; h&igrave;nh n&agrave;y l&agrave; coi RINEX li&ecirc;n tục mới l&agrave; nền tảng bền vững của hệ tọa độ quốc gia.<br />
&nbsp;</span></span>
<p style="text-align: center;">
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/ncn_agol.png" style="width: 800px; height: 511px;" /></span></span></p>
<h2>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">3. Vai tr&ograve; của RINEX trong hệ thống trắc địa hiện đại</span></span></h2>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Nhiều quốc gia đang triển khai m&ocirc; h&igrave;nh tổng hợp:</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">GNSS CORS + RINEX &rarr; lớp khống chế nền, duy tr&igrave; hệ tọa độ d&agrave;i hạn</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Mốc khống chế vật l&yacute; &rarr; đối tượng kiểm chứng v&agrave; cơ sở ph&aacute;p l&yacute;</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">RTK &rarr; c&ocirc;ng cụ đo nhanh ngo&agrave;i hiện trường</span></span></li>
</ul>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đ&acirc;y kh&ocirc;ng phải xu hướng &ldquo;bỏ mốc&rdquo;, m&agrave; l&agrave;:</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Giảm phụ thuộc v&agrave;o việc chạy mốc thủ c&ocirc;ng tốn thời gian</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Chuyển vai tr&ograve; mốc từ nguồn gốc duy nhất sang đối tượng kiểm chứng</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tăng vai tr&ograve; của dữ liệu GNSS chuẩn h&oacute;a trong duy tr&igrave; hệ tọa độ</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">&nbsp;</span></span>
<h2>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">4. RINEX gi&uacute;p ổn định v&agrave; kiểm so&aacute;t hệ tọa độ theo thời gian như thế n&agrave;o?</span></span></h2>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Dữ liệu RINEX cho ph&eacute;p xử l&yacute; hậu kỳ v&agrave; b&igrave;nh sai mạng lưới, nhờ đ&oacute;:</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Giảm ảnh hưởng của thời điểm đo</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hạn chế t&aacute;c động của điều kiện kh&iacute; quyển v&agrave; m&ocirc;i trường</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tăng khả năng đối so&aacute;t v&agrave; truy nguy&ecirc;n số liệu</span></span></li>
</ul>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kh&aacute;i niệm &ldquo;ổn định&rdquo; ở đ&acirc;y được hiểu theo nghĩa kỹ thuật: Cho ph&eacute;p t&aacute;i xử l&yacute;, kiểm chứng v&agrave; so s&aacute;nh tọa độ tại c&aacute;c thời điểm kh&aacute;c nhau, tr&aacute;nh sai lệch t&iacute;ch lũy do đo nhanh tức thời.<br />
&nbsp;</span></span>
<h2>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">5. Ứng dụng thực tế của dữ liệu RINEX v&agrave; lợi &iacute;ch khai th&aacute;c RINEX hiệu quả</span></span></h2>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Dữ liệu RINEX hiện được sử dụng rộng r&atilde;i trong:</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Lập mốc khống chế GNSS</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">B&igrave;nh sai lưới quốc gia v&agrave; khu vực</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Quan trắc dịch chuyển c&ocirc;ng tr&igrave;nh, địa chất</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">L&agrave;m cơ sở kỹ thuật v&agrave; ph&aacute;p l&yacute; d&agrave;i hạn cho bản đồ v&agrave; hạ tầng kỹ thuật</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">&nbsp;<br />
Khai th&aacute;c RINEX b&agrave;i bản mang lại:</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Giảm thời gian v&agrave; chi ph&iacute; thiết lập lưới khống chế</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">N&acirc;ng cao độ ổn định v&agrave; khả năng kiểm chứng số liệu</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Ph&ugrave; hợp với dự &aacute;n lớn, triển khai d&agrave;i hạn, y&ecirc;u cầu ph&aacute;p l&yacute; cao</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Chủ động khi RTK kh&ocirc;ng ổn định hoặc mất hiệu chỉnh</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">&nbsp;</span></span>
<h2>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">6. Cấu tr&uacute;c dữ liệu RINEX gồm những g&igrave;?</span></span></h2>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Dữ liệu RINEX kh&ocirc;ng phải l&agrave; một file đơn lẻ, m&agrave; l&agrave; tập hợp nhiều file th&agrave;nh phần, mỗi file đảm nhiệm một vai tr&ograve; ri&ecirc;ng.<br />
<br />
6.1. File quan s&aacute;t &ndash; Observation file (*.obs). Bao gồm:</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">S&oacute;ng mang v&agrave; m&atilde; giả</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Dữ liệu GPS, GLONASS, Galileo, BeiDou&hellip;</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Th&ocirc;ng tin thời gian, tần số, t&iacute;n hiệu</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">File bắt buộc khi xử l&yacute; GNSS hậu kỳ v&agrave; b&igrave;nh sai.<br />
&nbsp;<br />
6.2. File quỹ đạo vệ tinh &ndash; Navigation file (*.nav, *.gnav&hellip;) c&oacute; chứa q</span></span><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">uỹ đạo vệ tinh (broadcast ephemeris) - d</span><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">ữ liệu cần thiết để t&iacute;nh vị tr&iacute; vệ tinh theo thời gian.<br />
<br />
T&ugrave;y phi&ecirc;n bản RINEX v&agrave; hệ vệ tinh, file điều hướng (Navigation file) c&oacute; thể được đặt t&ecirc;n kh&aacute;c nhau.<br />
Trong c&aacute;c hệ thống v&agrave; phần mềm cũ (RINEX 2.x), file điều hướng thường được t&aacute;ch theo từng hệ GNSS, với c&aacute;c đu&ocirc;i phổ biến như:</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">GPS: .N</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">GLONASS: .G</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">BeiDou: .C</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Galileo: .E</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trong c&aacute;c hệ thống hiện đại sử dụng RINEX 3.x trở l&ecirc;n, file điều hướng thường được gộp đa hệ GNSS v&agrave; sử dụng chung đu&ocirc;i .nav (hoặc .rnx), trong đ&oacute; chứa đồng thời dữ liệu GPS, GLONASS, Galileo, BeiDou&hellip;</span></span><br />
&nbsp;<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">6.3. File đồng hồ vệ tinh &ndash; Clock file (*.clk)</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hiệu chỉnh sai số đồng hồ vệ tinh v&agrave; trạm</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Độ ch&iacute;nh x&aacute;c cao hơn dữ liệu quảng b&aacute;</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">D&ugrave;ng cho b&igrave;nh sai ch&iacute;nh x&aacute;c cao v&agrave; nghi&ecirc;n cứu d&agrave;i hạn.<br />
&nbsp;<br />
6.4. File quỹ đạo ch&iacute;nh x&aacute;c &ndash; Precise orbit (*.sp3)</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Quỹ đạo vệ tinh độ ch&iacute;nh x&aacute;c cao</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kết hợp với .clk để n&acirc;ng cao chất lượng xử l&yacute;</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">&nbsp;<br />
6.5. C&aacute;c file phụ trợ</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Metadata trạm, antenna, receiver</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">File kh&iacute; quyển, site log</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Gi&uacute;p n&acirc;ng cao độ tin cậy v&agrave; truy xuất nguồn gốc số liệu.<br />
&nbsp;<br />
&gt;&gt;&gt; Phi&ecirc;n bản RINEX v&agrave; xu hướng hiện nay:</span></span><br />
<br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">RINEX 2.x: cũ, hạn chế hệ GNSS.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">RINEX 3.x: đa hệ, phổ biến hiện nay.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">RINEX 4.x: hỗ trợ t&iacute;n hiệu hiện đại, độ ch&iacute;nh x&aacute;c cao.</span></span></li>
</ul>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trong thực tế xử l&yacute; GNSS hậu kỳ, RINEX 2.11 vẫn được sử dụng rộng r&atilde;i nhờ t&iacute;nh ổn định v&agrave; khả năng tương th&iacute;ch cao. Nhiều lỗi xử l&yacute; hiện nay ph&aacute;t sinh từ việc chuyển đổi RINEX kh&ocirc;ng đ&uacute;ng chuẩn hoặc thiếu dữ liệu đi k&egrave;m.</span></span><br />
<p style="text-align: center;">
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/Bài viết 30_1_26.png" style="width: 800px; height: 526px;" /></span></span></p>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">RINEX 3 &amp; 4 l&agrave; xu hướng ch&iacute;nh trong c&aacute;c hệ thống CORS hiện đại.<br />
&nbsp;<br />
Hiểu đ&uacute;ng v&agrave; khai th&aacute;c đ&uacute;ng dữ liệu RINEX ch&iacute;nh l&agrave; bước chuyển từ đo nhanh sang đo bền vững trong trắc địa hiện đại &ndash; đặc biệt trong bối cảnh Việt Nam đang vận h&agrave;nh c&aacute;c mạng CORS v&agrave; duy tr&igrave; hệ tọa độ VN-2000.<br />
<br />
<em>&gt;&gt;&gt; Nguồn tham khảo:</em></span></span><br />
<ul>
	<li>
		<em><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">IGS &amp; RTCM &ndash; Chuẩn dữ liệu RINEX</span></span></em></li>
	<li>
		<em><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">NOAA CORS Network (Mỹ)</span></span></em></li>
	<li>
		<em><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">EUREF Permanent Network (Ch&acirc;u &Acirc;u)</span></span></em></li>
	<li>
		<em><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">GEONET &ndash; GSI (Nhật Bản)</span></span></em></li>
</ul>
<p style="text-align: center;">
	<img alt="" src="/admin/webroot/upload/image/images/RINEX - GNSS DATA (665 x 295 px).png" style="width: 800px; height: 355px;" /></p>
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			'shortdes' => '<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đo kh&ocirc;ng gương (Non-Prism) tr&ecirc;n m&aacute;y to&agrave;n đạc l&agrave; g&igrave;? Khi n&agrave;o n&ecirc;n d&ugrave;ng, khi n&agrave;o kh&ocirc;ng n&ecirc;n d&ugrave;ng? Ph&acirc;n t&iacute;ch ưu nhược điểm, sai số giao hội v&agrave; khuyến nghị kỹ thuật khi đo Non-Prism tr&ecirc;n m&aacute;y to&agrave;n đạc.</span></span>',
			'content' => '<em><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trong thực tế thi c&ocirc;ng v&agrave; đo đạc, đo kh&ocirc;ng gương (Non-Prism) l&agrave; một t&iacute;nh năng rất hữu &iacute;ch của m&aacute;y to&agrave;n đạc, nhưng cũng tiềm ẩn nhiều rủi ro sai số nếu sử dụng kh&ocirc;ng đ&uacute;ng mục đ&iacute;ch. B&agrave;i viết dưới đ&acirc;y sẽ ph&acirc;n t&iacute;ch bản chất đo Non-Prism, phạm vi ứng dụng, ưu &ndash; nhược điểm, ảnh hưởng đến giao hội v&agrave; c&aacute;c khuyến nghị kỹ thuật cần tu&acirc;n thủ.</span></span></em><br />
<br />
<h2>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">1. Đo kh&ocirc;ng gương (Non-Prism) l&agrave; g&igrave;?</span></span></h2>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trong thực tế đo đạc, kh&ocirc;ng phải l&uacute;c n&agrave;o cũng c&oacute; thể đặt được gương phản xạ. C&aacute;c vị tr&iacute; như tường cao, taluy, v&aacute;ch hầm, kết cấu th&eacute;p, khu vực đang thi c&ocirc;ng hoặc nguy hiểm l&agrave; những trường hợp điển h&igrave;nh.<br />
Đo kh&ocirc;ng gương (Non-Prism) l&agrave; phương ph&aacute;p đo khoảng c&aacute;ch kh&ocirc;ng sử dụng gương phản xạ. M&aacute;y to&agrave;n đạc ph&aacute;t tia laser trực tiếp tới bề mặt mục ti&ecirc;u v&agrave; thu t&iacute;n hiệu phản hồi để x&aacute;c định khoảng c&aacute;ch v&agrave; tọa độ điểm đo.<br />
<br />
Phương ph&aacute;p n&agrave;y cho ph&eacute;p đo c&aacute;c vị tr&iacute;:</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kh&oacute; tiếp cận hoặc kh&ocirc;ng thể đặt gương.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kh&ocirc;ng an to&agrave;n để tiếp cận trực tiếp.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Cần đo nhanh hiện trạng m&agrave; kh&ocirc;ng bố tr&iacute; phụ trợ.</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">&nbsp;</span></span><br />
<h3>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">1.1 Ưu điểm của đo kh&ocirc;ng gương</span></span></h3>
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đo được c&aacute;c vị tr&iacute; &ldquo;bất khả thi&rdquo; với phương ph&aacute;p đo gương.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tăng mức độ an to&agrave;n cho người đo ngo&agrave;i c&ocirc;ng trường.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tiết kiệm thời gian đi gương, giảm nh&acirc;n lực.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Rất hiệu quả khi đo hiện trạng, kiểm tra h&igrave;nh học kết cấu.</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">&nbsp;</span></span>
<h3>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">1.2 Nhược điểm v&agrave; hạn chế kỹ thuật của Non-Prism</span></span></h3>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">B&ecirc;n cạnh ưu điểm, đo kh&ocirc;ng gương tồn tại nhiều hạn chế kỹ thuật cần hiểu r&otilde;:<br />
<br />
<strong>Phụ thuộc mạnh v&agrave;o bề mặt đo</strong></span></span>
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Bề mặt s&aacute;ng, phẳng, kh&ocirc; &rarr; đo xa hơn, ổn định hơn.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Bề mặt tối, th&ocirc;, ẩm, xi&ecirc;n g&oacute;c &rarr; tầm đo giảm r&otilde; rệt, sai số tăng.</span></span></li>
</ul>
<br />
<strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Độ ch&iacute;nh x&aacute;c thấp hơn đo gương</span></span></strong><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kh&ocirc;ng c&oacute; t&acirc;m phản xạ cố định như gương.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Sai số đo khoảng c&aacute;ch lớn hơn v&agrave; k&eacute;m ổn định hơn.</span></span></li>
</ul>
<br />
<strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hao pin hơn</span></span></strong><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đo Non-Prism li&ecirc;n tục ti&ecirc;u thụ pin nhiều hơn so với đo gương.</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">&nbsp;</span></span><br />
<p style="text-align: center;">
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/Thiết kế chưa có tên (40).png" style="width: 800px; height: 671px;" /></span></span></p>
<h3>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">1.3 Những lưu &yacute; quan trọng khi sử dụng đo kh&ocirc;ng gương</span></span></h3>
<br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kh&ocirc;ng sử dụng đo kh&ocirc;ng gương cho mốc khống chế.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kh&ocirc;ng d&ugrave;ng cho dẫn mốc, nghiệm thu ph&aacute;p l&yacute;.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Chỉ d&ugrave;ng cho đo hiện trạng, kiểm tra, tham khảo kỹ thuật.</span></span></li>
</ul>
<h3>
	<br />
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">1.4 Khoảng c&aacute;ch đo kh&ocirc;ng gương của một số d&ograve;ng m&aacute;y phổ biến</span></span></h3>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Khoảng c&aacute;ch c&ocirc;ng bố của nh&agrave; sản xuất thường được đo trong điều kiện ti&ecirc;u chuẩn:</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Leica FlexLine TS03 / TS07 / TS10: ~500 m / ~1000 m (t&ugrave;y cấu h&igrave;nh)</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Nikon N-Series: ~600 m</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Nikon XS-Series: ~800 m</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Topcon GM-100 Series: ~500 m</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Thực tế ngo&agrave;i c&ocirc;ng trường, khoảng c&aacute;ch đo thường ngắn hơn catalogue, phụ thuộc mạnh v&agrave;o bề mặt v&agrave; điều kiện m&ocirc;i trường.<br />
&nbsp;</span></span>
<h3>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">1.5 Khi n&agrave;o n&ecirc;n d&ugrave;ng đo kh&ocirc;ng gương?</span></span></h3>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đo kh&ocirc;ng gương ph&aacute;t huy hiệu quả trong c&aacute;c c&ocirc;ng việc:</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đo chi tiết ho&agrave;n c&ocirc;ng.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đo kiểm tra h&igrave;nh học kết cấu.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đo taluy, v&aacute;ch đứng, v&aacute;ch hầm.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đo c&aacute;c điểm nguy hiểm kh&ocirc;ng thể tiếp cận.</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">&gt; Đo kh&ocirc;ng gương l&agrave; c&ocirc;ng nghệ bổ trợ, kh&ocirc;ng phải để thay thế đo gương.<br />
&nbsp;</span></span>
<h2>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">2. Hỏi v&agrave; Đ&aacute;p: Đo kh&ocirc;ng gương &amp; sai số giao hội</span></span></h2>
<br />
<h3>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">2. 1 V&igrave; sao đo kh&ocirc;ng gương dễ g&acirc;y sai số khi giao hội?</span></span></h3>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">V&igrave; đo Non-Prism phụ thuộc v&agrave;o bề mặt phản xạ, kh&ocirc;ng c&oacute; t&acirc;m phản xạ cố định như gương.<br />
Trong b&agrave;i to&aacute;n giao hội, sai số nhỏ ở từng hướng bắn c&oacute; thể bị ph&oacute;ng đại tại điểm giao, khiến kết quả thiếu ổn định.<br />
&nbsp;</span></span>
<h3>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">2.2 Sai số giao hội khi d&ugrave;ng Non-Prism thường đến từ đ&acirc;u?</span></span></h3>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">C&aacute;c nguy&ecirc;n nh&acirc;n ch&iacute;nh:</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Bề mặt phản xạ kh&ocirc;ng phẳng, kh&ocirc;ng đồng nhất.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tia laser phản xạ kh&ocirc;ng c&ugrave;ng một điểm h&igrave;nh học.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">G&oacute;c bắn xi&ecirc;n, bắn v&agrave;o m&eacute;p cạnh hoặc bề mặt nhỏ.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Sai số đo khoảng c&aacute;ch lớn hơn so với đo gương.</span></span></li>
</ul>
<h3>
	<br />
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">2.3 Đo kh&ocirc;ng gương ảnh hưởng nhiều hơn đến giao hội g&oacute;c hay giao hội cạnh?</span></span></h3>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đo kh&ocirc;ng gương ảnh hưởng mạnh hơn đến giao hội cạnh, v&igrave;:</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Sai số đo khoảng c&aacute;ch của Non-Prism lớn hơn.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trong giao hội cạnh, sai số khoảng c&aacute;ch t&aacute;c động trực tiếp tới vị tr&iacute; điểm giao.</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Với giao hội g&oacute;c, sai số vẫn tồn tại nhưng &iacute;t phụ thuộc hơn v&agrave;o chất lượng phản xạ.<br />
&nbsp;</span></span>
<h3>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">2.4 V&igrave; sao giao hội nghịch đặc biệt nhạy cảm với đo kh&ocirc;ng gương?</span></span></h3>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trong giao hội nghịch:</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Điểm đặt m&aacute;y cần được x&aacute;c định rất ch&iacute;nh x&aacute;c.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kh&ocirc;ng x&aacute;c định được t&acirc;m phản xạ r&otilde; r&agrave;ng.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">C&aacute;c trạm c&oacute; thể &ldquo;nh&igrave;n&rdquo; v&agrave;o những điểm kh&aacute;c nhau tr&ecirc;n c&ugrave;ng một bề mặt.</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Điều n&agrave;y khiến sai số kh&oacute; kiểm so&aacute;t v&agrave; kh&oacute; ph&aacute;t hiện.<br />
&nbsp;</span></span>
<h3>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">2.5 C&oacute; thể giảm sai số khi buộc phải giao hội bằng Non-Prism kh&ocirc;ng?</span></span></h3>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">C&oacute; thể giảm rủi ro, nhưng kh&ocirc;ng loại bỏ ho&agrave;n to&agrave;n, bằng c&aacute;ch:</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Chọn bề mặt phẳng, s&aacute;ng, r&otilde; r&agrave;ng.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tr&aacute;nh bắn v&agrave;o m&eacute;p cạnh hoặc bề mặt nhỏ.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Ngắm vu&ocirc;ng g&oacute;c với bề mặt.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đo lặp nhiều lần để kiểm tra.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kết hợp kiểm tra ch&eacute;o bằng phương ph&aacute;p kh&aacute;c.</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Chỉ &aacute;p dụng cho đo tham khảo, kh&ocirc;ng d&ugrave;ng cho mốc.<br />
&nbsp;</span></span>
<h3>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">2.6&nbsp; Khi n&agrave;o tuyệt đối kh&ocirc;ng n&ecirc;n d&ugrave;ng Non-Prism cho giao hội?</span></span></h3>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kh&ocirc;ng sử dụng trong c&aacute;c trường hợp:</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Dẫn mốc tọa độ.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Thiết lập lưới khống chế.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Mốc ph&aacute;p l&yacute;, nghiệm thu c&ocirc;ng tr&igrave;nh.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">C&ocirc;ng việc y&ecirc;u cầu độ ch&iacute;nh x&aacute;c cao (cm &ndash; mm).</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">&nbsp;</span></span>
<h3>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">2.7 V&igrave; sao đo gương vẫn l&agrave; phương ph&aacute;p chuẩn cho giao hội?</span></span></h3>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">V&igrave; khi đo gương:</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">C&oacute; t&acirc;m phản xạ x&aacute;c định r&otilde; r&agrave;ng.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Sai số đo khoảng c&aacute;ch nhỏ v&agrave; ổn định.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">C&aacute;c trạm c&ugrave;ng x&aacute;c định một điểm h&igrave;nh học duy nhất.</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đ&acirc;y l&agrave; yếu tố then chốt trong c&aacute;c b&agrave;i to&aacute;n giao hội.<br />
&nbsp;</span></span>
<h3>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">2.8 C&oacute; n&ecirc;n coi đo kh&ocirc;ng gương l&agrave; phương ph&aacute;p thay thế đo gương?</span></span></h3>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kh&ocirc;ng. Đo kh&ocirc;ng gương l&agrave; giải ph&aacute;p bổ trợ, kh&ocirc;ng phải phương ph&aacute;p thay thế.<br />
<br />
Khuyến nghị n&ecirc;n tu&acirc;n thủ quy tắc kỹ thuật:</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">C&oacute; thể đặt gương &rarr; ưu ti&ecirc;n đo gương.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kh&ocirc;ng thể đặt gương &rarr; d&ugrave;ng Non-Prism đ&uacute;ng mục đ&iacute;ch.</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">&nbsp;<br />
&gt;&gt;&gt; Đo kh&ocirc;ng gương (Non-Prism) mang lại nhiều tiện lợi trong đo hiện trạng v&agrave; c&aacute;c vị tr&iacute; kh&oacute; tiếp cận, tuy nhi&ecirc;n phương ph&aacute;p n&agrave;y nhạy cảm với sai số, đặc biệt trong c&aacute;c b&agrave;i to&aacute;n giao hội.<br />
Trong thực tế, giao hội thuận c&oacute; thể c&acirc;n nhắc sử dụng đo kh&ocirc;ng gương cho mục đ&iacute;ch tham khảo, khi điều kiện bề mặt cho ph&eacute;p. Ngược lại, giao hội nghịch kh&ocirc;ng được khuyến nghị sử dụng Non-Prism do sai số kh&oacute; kiểm so&aacute;t.&nbsp;Đối với c&aacute;c c&ocirc;ng việc thiết lập lưới khống chế, dẫn mốc tọa độ v&agrave; hồ sơ ph&aacute;p l&yacute;, việc đo bằng gương phản xạ l&agrave; bắt buộc để đảm bảo độ ch&iacute;nh x&aacute;c v&agrave; gi&aacute; trị ph&aacute;p l&yacute; của số liệu.</span></span><br />
<br />
<p style="text-align: center;">
	<img alt="" src="/admin/webroot/upload/image/images/CHỌN ANH TÀI (16).png" style="width: 800px; height: 618px;" /></p>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">&nbsp;</span></span>',
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			'shortdes' => '<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đo kh&ocirc;ng gương (Non-Prism) tr&ecirc;n m&aacute;y to&agrave;n đạc l&agrave; g&igrave;? Khi n&agrave;o n&ecirc;n d&ugrave;ng, khi n&agrave;o kh&ocirc;ng n&ecirc;n d&ugrave;ng? Ph&acirc;n t&iacute;ch ưu nhược điểm, sai số giao hội v&agrave; khuyến nghị kỹ thuật khi đo Non-Prism tr&ecirc;n m&aacute;y to&agrave;n đạc.</span></span>',
			'content' => '<em><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trong thực tế thi c&ocirc;ng v&agrave; đo đạc, đo kh&ocirc;ng gương (Non-Prism) l&agrave; một t&iacute;nh năng rất hữu &iacute;ch của m&aacute;y to&agrave;n đạc, nhưng cũng tiềm ẩn nhiều rủi ro sai số nếu sử dụng kh&ocirc;ng đ&uacute;ng mục đ&iacute;ch. B&agrave;i viết dưới đ&acirc;y sẽ ph&acirc;n t&iacute;ch bản chất đo Non-Prism, phạm vi ứng dụng, ưu &ndash; nhược điểm, ảnh hưởng đến giao hội v&agrave; c&aacute;c khuyến nghị kỹ thuật cần tu&acirc;n thủ.</span></span></em><br />
<h2>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">1. Đo kh&ocirc;ng gương (Non-Prism) l&agrave; g&igrave;?</span></span></h2>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trong thực tế đo đạc, kh&ocirc;ng phải l&uacute;c n&agrave;o cũng c&oacute; thể đặt được gương phản xạ. C&aacute;c vị tr&iacute; như tường cao, taluy, v&aacute;ch hầm, kết cấu th&eacute;p, khu vực đang thi c&ocirc;ng hoặc nguy hiểm l&agrave; những trường hợp điển h&igrave;nh.<br />
Đo kh&ocirc;ng gương (Non-Prism) l&agrave; phương ph&aacute;p đo khoảng c&aacute;ch kh&ocirc;ng sử dụng gương phản xạ. M&aacute;y to&agrave;n đạc ph&aacute;t tia laser trực tiếp tới bề mặt mục ti&ecirc;u v&agrave; thu t&iacute;n hiệu phản hồi để x&aacute;c định khoảng c&aacute;ch v&agrave; tọa độ điểm đo.<br />
<br />
Phương ph&aacute;p n&agrave;y cho ph&eacute;p đo c&aacute;c vị tr&iacute;:</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kh&oacute; tiếp cận hoặc kh&ocirc;ng thể đặt gương.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kh&ocirc;ng an to&agrave;n để tiếp cận trực tiếp.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Cần đo nhanh hiện trạng m&agrave; kh&ocirc;ng bố tr&iacute; phụ trợ.</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">&nbsp;</span></span><br />
<h3>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">1.1 Ưu điểm của đo kh&ocirc;ng gương</span></span></h3>
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đo được c&aacute;c vị tr&iacute; &ldquo;bất khả thi&rdquo; với phương ph&aacute;p đo gương.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tăng mức độ an to&agrave;n cho người đo ngo&agrave;i c&ocirc;ng trường.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tiết kiệm thời gian đi gương, giảm nh&acirc;n lực.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Rất hiệu quả khi đo hiện trạng, kiểm tra h&igrave;nh học kết cấu.</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">&nbsp;</span></span>
<h3>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">1.2 Nhược điểm v&agrave; hạn chế kỹ thuật của Non-Prism</span></span></h3>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">B&ecirc;n cạnh ưu điểm, đo kh&ocirc;ng gương tồn tại nhiều hạn chế kỹ thuật cần hiểu r&otilde;:<br />
<br />
<strong>Phụ thuộc mạnh v&agrave;o bề mặt đo</strong></span></span>
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Bề mặt s&aacute;ng, phẳng, kh&ocirc; &rarr; đo xa hơn, ổn định hơn.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Bề mặt tối, th&ocirc;, ẩm, xi&ecirc;n g&oacute;c &rarr; tầm đo giảm r&otilde; rệt, sai số tăng.</span></span></li>
</ul>
<strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Độ ch&iacute;nh x&aacute;c thấp hơn đo gương</span></span></strong><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kh&ocirc;ng c&oacute; t&acirc;m phản xạ cố định như gương.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Sai số đo khoảng c&aacute;ch lớn hơn v&agrave; k&eacute;m ổn định hơn.</span></span></li>
</ul>
<strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hao pin hơn</span></span></strong><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đo Non-Prism li&ecirc;n tục ti&ecirc;u thụ pin nhiều hơn so với đo gương.</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">&nbsp;</span></span><br />
<p style="text-align: center;">
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/Thiết kế chưa có tên (40).png" style="width: 800px; height: 671px;" /></span></span></p>
<h3>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">1.3 Những lưu &yacute; quan trọng khi sử dụng đo kh&ocirc;ng gương</span></span></h3>
<br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kh&ocirc;ng sử dụng đo kh&ocirc;ng gương cho mốc khống chế.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kh&ocirc;ng d&ugrave;ng cho dẫn mốc, nghiệm thu ph&aacute;p l&yacute;.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Chỉ d&ugrave;ng cho đo hiện trạng, kiểm tra, tham khảo kỹ thuật.</span></span></li>
</ul>
<h3>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">1.4 Khoảng c&aacute;ch đo kh&ocirc;ng gương của một số d&ograve;ng m&aacute;y phổ biến</span></span></h3>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Khoảng c&aacute;ch c&ocirc;ng bố của nh&agrave; sản xuất thường được đo trong điều kiện ti&ecirc;u chuẩn:</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Leica FlexLine TS03 / TS07 / TS10: ~500 m / ~1000 m (t&ugrave;y cấu h&igrave;nh)</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Nikon N-Series: ~600 m</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Nikon XS-Series: ~800 m</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Topcon GM-100 Series: ~500 m</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Thực tế ngo&agrave;i c&ocirc;ng trường, khoảng c&aacute;ch đo thường ngắn hơn catalogue, phụ thuộc mạnh v&agrave;o bề mặt v&agrave; điều kiện m&ocirc;i trường.<br />
&nbsp;</span></span>
<h3>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">1.5 Khi n&agrave;o n&ecirc;n d&ugrave;ng đo kh&ocirc;ng gương?</span></span></h3>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đo kh&ocirc;ng gương ph&aacute;t huy hiệu quả trong c&aacute;c c&ocirc;ng việc:</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đo chi tiết ho&agrave;n c&ocirc;ng.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đo kiểm tra h&igrave;nh học kết cấu.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đo taluy, v&aacute;ch đứng, v&aacute;ch hầm.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đo c&aacute;c điểm nguy hiểm kh&ocirc;ng thể tiếp cận.</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">&gt; Đo kh&ocirc;ng gương l&agrave; c&ocirc;ng nghệ bổ trợ, kh&ocirc;ng phải để thay thế đo gương.<br />
&nbsp;</span></span>
<h2>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">2. Hỏi v&agrave; Đ&aacute;p: Đo kh&ocirc;ng gương &amp; sai số giao hội</span></span></h2>
<h3>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">2. 1 V&igrave; sao đo kh&ocirc;ng gương dễ g&acirc;y sai số khi giao hội?</span></span></h3>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">V&igrave; đo Non-Prism phụ thuộc v&agrave;o bề mặt phản xạ, kh&ocirc;ng c&oacute; t&acirc;m phản xạ cố định như gương.<br />
Trong b&agrave;i to&aacute;n giao hội, sai số nhỏ ở từng hướng bắn c&oacute; thể bị ph&oacute;ng đại tại điểm giao, khiến kết quả thiếu ổn định.<br />
&nbsp;</span></span>
<h3>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">2.2 Sai số giao hội khi d&ugrave;ng Non-Prism thường đến từ đ&acirc;u?</span></span></h3>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">C&aacute;c nguy&ecirc;n nh&acirc;n ch&iacute;nh:</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Bề mặt phản xạ kh&ocirc;ng phẳng, kh&ocirc;ng đồng nhất.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tia laser phản xạ kh&ocirc;ng c&ugrave;ng một điểm h&igrave;nh học.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">G&oacute;c bắn xi&ecirc;n, bắn v&agrave;o m&eacute;p cạnh hoặc bề mặt nhỏ.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Sai số đo khoảng c&aacute;ch lớn hơn so với đo gương.</span></span></li>
</ul>
<h3>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">2.3 Đo kh&ocirc;ng gương ảnh hưởng nhiều hơn đến giao hội g&oacute;c hay giao hội cạnh?</span></span></h3>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đo kh&ocirc;ng gương ảnh hưởng mạnh hơn đến giao hội cạnh, v&igrave;:</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Sai số đo khoảng c&aacute;ch của Non-Prism lớn hơn.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trong giao hội cạnh, sai số khoảng c&aacute;ch t&aacute;c động trực tiếp tới vị tr&iacute; điểm giao.</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Với giao hội g&oacute;c, sai số vẫn tồn tại nhưng &iacute;t phụ thuộc hơn v&agrave;o chất lượng phản xạ.<br />
&nbsp;</span></span>
<h3>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">2.4 V&igrave; sao giao hội nghịch đặc biệt nhạy cảm với đo kh&ocirc;ng gương?</span></span></h3>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trong giao hội nghịch:</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Điểm đặt m&aacute;y cần được x&aacute;c định rất ch&iacute;nh x&aacute;c.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kh&ocirc;ng x&aacute;c định được t&acirc;m phản xạ r&otilde; r&agrave;ng.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">C&aacute;c trạm c&oacute; thể &ldquo;nh&igrave;n&rdquo; v&agrave;o những điểm kh&aacute;c nhau tr&ecirc;n c&ugrave;ng một bề mặt.</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Điều n&agrave;y khiến sai số kh&oacute; kiểm so&aacute;t v&agrave; kh&oacute; ph&aacute;t hiện.<br />
&nbsp;</span></span>
<h3>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">2.5 C&oacute; thể giảm sai số khi buộc phải giao hội bằng Non-Prism kh&ocirc;ng?</span></span></h3>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">C&oacute; thể giảm rủi ro, nhưng kh&ocirc;ng loại bỏ ho&agrave;n to&agrave;n, bằng c&aacute;ch:</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Chọn bề mặt phẳng, s&aacute;ng, r&otilde; r&agrave;ng.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tr&aacute;nh bắn v&agrave;o m&eacute;p cạnh hoặc bề mặt nhỏ.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Ngắm vu&ocirc;ng g&oacute;c với bề mặt.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đo lặp nhiều lần để kiểm tra.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kết hợp kiểm tra ch&eacute;o bằng phương ph&aacute;p kh&aacute;c.</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Chỉ &aacute;p dụng cho đo tham khảo, kh&ocirc;ng d&ugrave;ng cho mốc.<br />
&nbsp;</span></span>
<h3>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">2.6&nbsp; Khi n&agrave;o tuyệt đối kh&ocirc;ng n&ecirc;n d&ugrave;ng Non-Prism cho giao hội?</span></span></h3>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kh&ocirc;ng sử dụng trong c&aacute;c trường hợp:</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Dẫn mốc tọa độ.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Thiết lập lưới khống chế.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Mốc ph&aacute;p l&yacute;, nghiệm thu c&ocirc;ng tr&igrave;nh.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">C&ocirc;ng việc y&ecirc;u cầu độ ch&iacute;nh x&aacute;c cao (cm &ndash; mm).</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">&nbsp;</span></span>
<h3>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">2.7 V&igrave; sao đo gương vẫn l&agrave; phương ph&aacute;p chuẩn cho giao hội?</span></span></h3>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">V&igrave; khi đo gương:</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">C&oacute; t&acirc;m phản xạ x&aacute;c định r&otilde; r&agrave;ng.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Sai số đo khoảng c&aacute;ch nhỏ v&agrave; ổn định.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">C&aacute;c trạm c&ugrave;ng x&aacute;c định một điểm h&igrave;nh học duy nhất.</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đ&acirc;y l&agrave; yếu tố then chốt trong c&aacute;c b&agrave;i to&aacute;n giao hội.<br />
&nbsp;</span></span>
<h3>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">2.8 C&oacute; n&ecirc;n coi đo kh&ocirc;ng gương l&agrave; phương ph&aacute;p thay thế đo gương?</span></span></h3>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kh&ocirc;ng. Đo kh&ocirc;ng gương l&agrave; giải ph&aacute;p bổ trợ, kh&ocirc;ng phải phương ph&aacute;p thay thế.<br />
<br />
Khuyến nghị n&ecirc;n tu&acirc;n thủ quy tắc kỹ thuật:</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">C&oacute; thể đặt gương &rarr; ưu ti&ecirc;n đo gương.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kh&ocirc;ng thể đặt gương &rarr; d&ugrave;ng Non-Prism đ&uacute;ng mục đ&iacute;ch.</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">&nbsp;<br />
&gt;&gt;&gt; Đo kh&ocirc;ng gương (Non-Prism) mang lại nhiều tiện lợi trong đo hiện trạng v&agrave; c&aacute;c vị tr&iacute; kh&oacute; tiếp cận, tuy nhi&ecirc;n phương ph&aacute;p n&agrave;y nhạy cảm với sai số, đặc biệt trong c&aacute;c b&agrave;i to&aacute;n giao hội.<br />
Trong thực tế, giao hội thuận c&oacute; thể c&acirc;n nhắc sử dụng đo kh&ocirc;ng gương cho mục đ&iacute;ch tham khảo, khi điều kiện bề mặt cho ph&eacute;p. Ngược lại, giao hội nghịch kh&ocirc;ng được khuyến nghị sử dụng Non-Prism do sai số kh&oacute; kiểm so&aacute;t.&nbsp;Đối với c&aacute;c c&ocirc;ng việc thiết lập lưới khống chế, dẫn mốc tọa độ v&agrave; hồ sơ ph&aacute;p l&yacute;, việc đo bằng gương phản xạ l&agrave; bắt buộc để đảm bảo độ ch&iacute;nh x&aacute;c v&agrave; gi&aacute; trị ph&aacute;p l&yacute; của số liệu.</span></span><br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">&nbsp;</span></span>',
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			'shortdes' => '<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Leica TS20 l&agrave; d&ograve;ng m&aacute;y to&agrave;n đạc điện tử robot cao cấp của Leica Geosystems, được thiết kế để đ&aacute;p ứng c&aacute;c y&ecirc;u cầu khắt khe trong khảo s&aacute;t, thi c&ocirc;ng hạ tầng, đo vẽ bản đồ v&agrave; x&acirc;y dựng c&ocirc;ng nghiệp. Leica TS20 tập trung v&agrave;o tự động h&oacute;a, độ ổn định v&agrave; độ ch&iacute;nh x&aacute;c cao, gi&uacute;p tối ưu thao t&aacute;c hiện trường v&agrave; n&acirc;ng cao hiệu suất l&agrave;m việc trong mọi điều kiện c&ocirc;ng trường phức tạp.</span></span>',
			'content' => '<p>
	<span style="font-family:tahoma,geneva,sans-serif;"><span style="font-size:14px;"><em>Leica TS20 l&agrave; d&ograve;ng m&aacute;y to&agrave;n đạc điện tử robot cao cấp của Leica Geosystems, được ph&aacute;t triển cho c&aacute;c c&ocirc;ng việc khảo s&aacute;t, thi c&ocirc;ng hạ tầng, đo vẽ bản đồ v&agrave; x&acirc;y dựng c&ocirc;ng nghiệp. D&ograve;ng m&aacute;y n&agrave;y tập trung v&agrave;o tự động h&oacute;a, độ ổn định v&agrave; độ ch&iacute;nh x&aacute;c cao, gi&uacute;p tối ưu thao t&aacute;c hiện trường v&agrave; n&acirc;ng cao hiệu suất l&agrave;m việc trong điều kiện c&ocirc;ng trường phức tạp.</em><br />
	<br />
	Trong thực tế triển khai, Leica TS20 được cung cấp với nhiều cấu h&igrave;nh t&iacute;nh năng kh&aacute;c nhau nhằm đ&aacute;p ứng đa dạng nhu cầu sử dụng. Tr&ecirc;n thị trường v&agrave; trong t&agrave;i liệu kỹ thuật, c&aacute;c cấu h&igrave;nh n&agrave;y thường được ph&acirc;n nh&oacute;m như sau:</span></span></p>
<ul>
	<li>
		<span style="font-family:tahoma,geneva,sans-serif;"><span style="font-size:14px;">Auto Aiming (<strong>TS20 A</strong>): Hỗ trợ tự động ngắm gương (ATR).</span></span></li>
	<li>
		<span style="font-family:tahoma,geneva,sans-serif;"><span style="font-size:14px;">PowerSearch (<strong>TS20 P</strong>): Bổ sung khả năng tự động t&igrave;m gương.</span></span></li>
	<li>
		<span style="font-family:tahoma,geneva,sans-serif;"><span style="font-size:14px;">Imaging (<strong>TS20 I</strong>): T&iacute;ch hợp camera v&agrave; c&aacute;c thuật to&aacute;n AI hỗ trợ đo đạc, cho ph&eacute;p nhận dạng mục ti&ecirc;u, theo d&otilde;i chuyển động v&agrave; thu điểm bằng h&igrave;nh ảnh trong m&ocirc;i trường phức tạp.</span></span></li>
</ul>
<p>
	<br />
	<span style="font-family:tahoma,geneva,sans-serif;"><span style="font-size:14px;">B&ecirc;n cạnh c&aacute;c cấu h&igrave;nh t&iacute;nh năng, Leica TS20 c&ograve;n c&oacute; c&aacute;c t&ugrave;y chọn kỹ thuật chung, bao gồm:</span></span></p>
<ul>
	<li>
		<span style="font-family:tahoma,geneva,sans-serif;"><span style="font-size:14px;">Độ ch&iacute;nh x&aacute;c đo g&oacute;c: 1&Prime; / 2&Prime; / 3&Prime; / 5&Prime;</span></span></li>
	<li>
		<span style="font-family:tahoma,geneva,sans-serif;"><span style="font-size:14px;">Tầm đo kh&ocirc;ng gương (EDM): 800 m hoặc 1600 m</span></span></li>
</ul>
<p>
	<br />
	<span style="font-family:tahoma,geneva,sans-serif;"><span style="font-size:14px;">Mức độ tự động h&oacute;a v&agrave; hỗ trợ AI phụ thuộc v&agrave;o cấu h&igrave;nh được lựa chọn, trong đ&oacute; TS20 I l&agrave; cấu h&igrave;nh cao cấp nhất, ph&ugrave; hợp cho c&aacute;c dự &aacute;n y&ecirc;u cầu hiệu suất, độ tin cậy v&agrave; kiểm so&aacute;t chất lượng cao.</span></span><br />
	&nbsp;</p>
<p style="text-align: center;">
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/Leica-TS20-Application-Tunnel-300dpi-2-2048x1365.jpg" style="width: 800px; height: 533px;" /></span></span></p>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Leica TS20I &ndash; Phi&ecirc;n bản t&iacute;ch hợp Camera &amp; AI</strong><br />
<br />
Chỉ phi&ecirc;n bản TS20I (Imaging) mới được Leica trang bị camera v&agrave; c&aacute;c thuật to&aacute;n AI hỗ trợ đo đạc, gi&uacute;p n&acirc;ng tầm hiệu quả khảo s&aacute;t hiện đại.<br />
<br />
<strong>AI &ndash; C&ocirc;ng nghệ tạo kh&aacute;c biệt tr&ecirc;n TS20I.</strong><br />
<br />
Tr&ecirc;n TS20I, Leica ứng dụng AI kết hợp camera v&agrave; thuật to&aacute;n xử l&yacute; th&ocirc;ng minh, cho ph&eacute;p:</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Nhận dạng mục ti&ecirc;u ch&iacute;nh x&aacute;c hơn.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Theo d&otilde;i chuyển động mục ti&ecirc;u ổn định hơn.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hạn chế nhầm lẫn trong m&ocirc;i trường nhiều vật phản xạ.</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">C&aacute;c xử l&yacute; n&agrave;y được thực hiện trực tiếp tr&ecirc;n thiết bị, gi&uacute;p đảm bảo tốc độ, độ ổn định v&agrave; an to&agrave;n dữ liệu khi l&agrave;m việc ngo&agrave;i hiện trường.<br />
&nbsp;<br />
<strong>AI-Detect &ndash; Nhận dạng gương &amp; cảnh b&aacute;o sai cấu h&igrave;nh (TS20I)</strong><br />
<br />
Sai loại gương l&agrave; nguy&ecirc;n nh&acirc;n phổ biến g&acirc;y sai offset v&agrave; sai số đo.&nbsp;AI-Detect (chỉ c&oacute; tr&ecirc;n TS20I) sử dụng camera để:</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Nhận dạng loại gương Leica đang đo.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">So s&aacute;nh với cấu h&igrave;nh gương trong Leica Captivate.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Cảnh b&aacute;o ngay khi ph&aacute;t hiện kh&ocirc;ng khớp.</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">T&iacute;nh năng n&agrave;y gi&uacute;p:</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Giảm lỗi chủ quan.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tr&aacute;nh đo sai &ndash; l&agrave;m lại.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">N&acirc;ng cao độ tin cậy dữ liệu thi c&ocirc;ng.</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">&nbsp;<br />
<strong>AI-Follow (Dynamic Lock n&acirc;ng cao) &ndash; Theo d&otilde;i mục ti&ecirc;u mượt m&agrave;</strong><br />
<br />
Tr&ecirc;n TS20I, AI hỗ trợ khả năng dự đo&aacute;n chuyển động của lăng k&iacute;nh khi:</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Bị che khuất tạm thời.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Di chuyển trong m&ocirc;i trường đ&ocirc;ng người, m&aacute;y m&oacute;c.</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Nhờ đ&oacute;, TS20I gi&uacute;p:</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kh&oacute;a lại mục ti&ecirc;u nhanh hơn.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hạn chế mất tia.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Giữ qu&aacute; tr&igrave;nh đo li&ecirc;n tục, ổn định.</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">&nbsp;<br />
<strong>AI tăng cường ATR &amp; PowerSearch (TS20I)</strong><br />
<br />
Thuật to&aacute;n AI gi&uacute;p ATR v&agrave; PowerSearch tr&ecirc;n TS20I hoạt động hiệu quả hơn trong c&aacute;c điều kiện kh&oacute;:</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Sương m&ugrave; nhẹ, mưa bụi.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Gương che khuất một phần.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Nhiều điểm phản xạ trong v&ugrave;ng qu&eacute;t.</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đ&acirc;y l&agrave; kh&aacute;c biệt lớn giữa TS20I v&agrave; TS20A / TS20P.</span></span><br />
<p style="text-align: center;">
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/Leica-TS20-Application-Cadastral-Surveying-300dpi-15-1-2048x1365.jpg" style="width: 800px; height: 533px;" /></span></span></p>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">&nbsp;<br />
<strong>C&aacute;c thế mạnh chung của d&ograve;ng Leica TS20</strong><br />
<br />
B&ecirc;n cạnh AI tr&ecirc;n TS20I, to&agrave;n bộ d&ograve;ng TS20 vẫn kế thừa những gi&aacute; trị cốt l&otilde;i của Leica:</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Độ ch&iacute;nh x&aacute;c đo g&oacute;c &amp; khoảng c&aacute;ch cao,</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Động cơ Direct Drives nhanh, &ecirc;m, kh&ocirc;ng ma s&aacute;t,</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Phần mềm Leica Captivate trực quan, dễ thao t&aacute;c,</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Ph&iacute;m Trigger đo nhanh,</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Lưu trữ dữ liệu lớn, xuất file linh hoạt,</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kết cấu bền bỉ, chuẩn c&ocirc;ng trường,</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Dọi t&acirc;m laser/quang học ch&iacute;nh x&aacute;c.</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">&nbsp;<br />
<strong>Lợi &iacute;ch thực tế khi sử dụng Leica TS20</strong></span></span><br />
<br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tăng tốc độ đo &amp; bố tr&iacute; c&ocirc;ng tr&igrave;nh,</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Giảm nh&acirc;n lực vận h&agrave;nh,</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hạn chế sai s&oacute;t hiện trường,</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Dữ liệu ổn định, đ&aacute;ng tin cậy,</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Ph&ugrave; hợp từ khảo s&aacute;t địa h&igrave;nh đến thi c&ocirc;ng c&ocirc;ng tr&igrave;nh lớn.</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">&nbsp;</span></span><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">&nbsp;<br />
<strong>BẢNG SO S&Aacute;NH: TS20A vs TS20P vs TS20I</strong></span></span><br />
<br />
<br />
<table border="0" cellpadding="0" style="width: 100%">
	<thead>
		<tr>
			<th>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>T&iacute;nh năng / Chức năng</strong></span></span><br />
				&nbsp;</th>
			<th>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>TS20A</strong><br />
				<strong>(Auto Aiming)</strong></span></span><br />
				&nbsp;</th>
			<th>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>TS20P</strong><br />
				<strong>(PowerSearch)</strong></span></span><br />
				&nbsp;</th>
			<th>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>TS20I</strong><br />
				<strong>(Imaging/ Camera &amp; AI)</strong></span></span><br />
				&nbsp;</th>
		</tr>
	</thead>
	<tbody>
		<tr>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Tự động ngắm mục ti&ecirc;u (ATR)</span></span></td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">C&oacute;<br />
				(ATR ti&ecirc;u chuẩn)</span></span></td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">C&oacute;<br />
				(ATR ti&ecirc;u chuẩn)</span></span></td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">C&oacute;<br />
				(ATR tăng cường nhờ camera &amp; thuật to&aacute;n)</span></span></td>
		</tr>
		<tr>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Tự động t&igrave;m gương (PowerSearch)</span></span></td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Kh&ocirc;ng</span></span></td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">C&oacute;</span></span></td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">C&oacute;<br />
				(kết hợp camera &amp; thuật to&aacute;n n&acirc;ng cao)</span></span></td>
		</tr>
		<tr>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Camera t&iacute;ch hợp</span></span></td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Kh&ocirc;ng</span></span></td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Kh&ocirc;ng</span></span></td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">C&oacute;</span></span></td>
		</tr>
		<tr>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Thu điểm bằng h&igrave;nh ảnh</span></span></td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Kh&ocirc;ng</span></span></td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Kh&ocirc;ng</span></span></td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">C&oacute;</span></span></td>
		</tr>
		<tr>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Nhận dạng mục ti&ecirc;u / gương (AI-Detect)</span></span></td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Kh&ocirc;ng</span></span></td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Kh&ocirc;ng</span></span></td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">C&oacute;</span></span></td>
		</tr>
		<tr>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Theo d&otilde;i mục ti&ecirc;u di chuyển (Dynamic Lock)</span></span></td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Kh&ocirc;ng</span></span></td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Kh&ocirc;ng</span></span></td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">C&oacute;</span></span></td>
		</tr>
		<tr>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Khả năng giữ b&aacute;m khi mục ti&ecirc;u<br />
				che khuất ngắn hạn</span></span></td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Kh&ocirc;ng</span></span></td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Kh&ocirc;ng</span></span></td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">C&oacute; (AI-Follow)</span></span></td>
		</tr>
		<tr>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">L&agrave;m việc hiệu quả trong m&ocirc;i trường<br />
				nhiều phản xạ</span></span></td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Ti&ecirc;u chuẩn</span></span></td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Ti&ecirc;u chuẩn</span></span></td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Tối ưu hơn nhờ camera &amp; thuật to&aacute;n</span></span></td>
		</tr>
		<tr>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Mức độ tự động h&oacute;a</span></span></td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Cơ bản</span></span></td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Trung b&igrave;nh</span></span></td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Cao nhất</span></span></td>
		</tr>
		<tr>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Hỗ trợ đo kh&ocirc;ng người<br />
				(one-man operation)</span></span></td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">C&oacute;</span></span></td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">C&oacute;</span></span></td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">C&oacute; (ổn định nhất)</span></span></td>
		</tr>
		<tr>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Phần mềm vận h&agrave;nh</span></span></td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Leica Captivate</span></span></td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Leica Captivate</span></span></td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Leica Captivate</span></span></td>
		</tr>
		<tr>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Ứng dụng ph&ugrave; hợp</span></span></td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Đo topo, bố tr&iacute; cơ bản</span></span></td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Đo nhanh, nhiều trạm</span></span></td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Quan trắc, đo phức tạp</span></span></td>
		</tr>
	</tbody>
</table>
<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">&nbsp;</span></span><br />
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">&gt; Xem th&ecirc;m Cataloge TS20: <a href="https://drive.google.com/file/d/1KRyhFd21zOZpYZFqy6uUF-xJFJkJJGmE/view?usp=sharing">TẠI Đ&Acirc;Y</a></span></span><br />
&nbsp;&nbsp;<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">&nbsp;</span></span><br />
<div style="text-align: start;">
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<span style="color: rgb(51, 51, 51); font-family: tahoma, geneva, sans-serif; font-size: 14px; text-align: justify;">&nbsp;</span>',
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			'name' => 'Kiểm tra cao độ sàn nhà xưởng bằng máy thủy bình – Giải pháp chính xác cho thi công công nghiệp!',
			'code' => null,
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			'cat_id' => '40',
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			'shortdes' => '<p data-end="637" data-start="299">
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trong x&acirc;y dựng nh&agrave; xưởng, nh&agrave; m&aacute;y v&agrave; khu c&ocirc;ng nghiệp, kiểm tra cao độ s&agrave;n l&agrave; c&ocirc;ng t&aacute;c bắt buộc nhằm đảm bảo độ phẳng, cao độ đồng nhất v&agrave; khả năng tho&aacute;t nước đ&uacute;ng thiết kế.&nbsp;Chỉ một sai số nhỏ v&agrave;i milimet cũng c&oacute; thể ảnh hưởng đến vận h&agrave;nh m&aacute;y m&oacute;c, lưu th&ocirc;ng xe n&acirc;ng, tuổi thọ s&agrave;n b&ecirc; t&ocirc;ng v&agrave; chất lượng nghiệm thu c&ocirc;ng tr&igrave;nh.&nbsp;Ch&iacute;nh v&igrave; vậy, m&aacute;y thủy b&igrave;nh lu&ocirc;n l&agrave; thiết bị được kỹ sư trắc địa &ndash; x&acirc;y dựng tin d&ugrave;ng để kiểm tra cao độ s&agrave;n nh&agrave; xưởng với độ ch&iacute;nh x&aacute;c v&agrave; độ ổn định cao.<br />
	&nbsp;</span></span></p>
',
			'content' => '<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><em>Trong x&acirc;y dựng nh&agrave; xưởng, nh&agrave; m&aacute;y v&agrave; khu c&ocirc;ng nghiệp, kiểm tra cao độ s&agrave;n l&agrave; c&ocirc;ng t&aacute;c bắt buộc nhằm đảm bảo độ phẳng, cao độ đồng nhất v&agrave; khả năng tho&aacute;t nước đ&uacute;ng thiết kế.&nbsp;Chỉ một sai số nhỏ v&agrave;i milimet cũng c&oacute; thể ảnh hưởng đến vận h&agrave;nh m&aacute;y m&oacute;c, lưu th&ocirc;ng xe n&acirc;ng, tuổi thọ s&agrave;n b&ecirc; t&ocirc;ng v&agrave; chất lượng nghiệm thu c&ocirc;ng tr&igrave;nh.&nbsp;Ch&iacute;nh v&igrave; vậy, m&aacute;y thủy b&igrave;nh lu&ocirc;n l&agrave; thiết bị được kỹ sư trắc địa &ndash; x&acirc;y dựng tin d&ugrave;ng để kiểm tra cao độ s&agrave;n nh&agrave; xưởng nhờ độ ch&iacute;nh x&aacute;c cao v&agrave; t&iacute;nh ổn định l&acirc;u d&agrave;i.<br />
&nbsp;</em></span></span>
<h2>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">1. Tại sao cần kiểm tra cao độ s&agrave;n nh&agrave; xưởng?</span></span></h2>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đo cao độ s&agrave;n bằng m&aacute;y thủy b&igrave;nh gi&uacute;p:</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đảm bảo cao độ v&agrave; độ phẳng đ&uacute;ng hồ sơ thiết kế</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Ph&aacute;t hiện kịp thời c&aacute;c điểm lồi &ndash; l&otilde;m để xử l&yacute; trước khi ho&agrave;n thiện</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Phục vụ c&ocirc;ng t&aacute;c nghiệm thu s&agrave;n b&ecirc; t&ocirc;ng theo ti&ecirc;u chuẩn kỹ thuật</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hạn chế chi ph&iacute; sửa chữa sau khi c&ocirc;ng tr&igrave;nh đưa v&agrave;o sử dụng</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trong thực tế, một số đơn vị sử dụng m&aacute;y c&acirc;n mực laser để kiểm tra cao độ. Tuy nhi&ecirc;n, phương ph&aacute;p n&agrave;y chỉ ph&ugrave; hợp cho khu vực nhỏ.&nbsp;Với nh&agrave; xưởng c&oacute; diện t&iacute;ch lớn, tia laser dễ bị ph&acirc;n t&aacute;n khi chiếu xa, l&agrave;m tăng sai số (c&oacute; thể 5&ndash;10 mm), g&acirc;y kh&oacute; khăn trong kiểm so&aacute;t chất lượng v&agrave; nghiệm thu.<br />
<br />
M&aacute;y thủy b&igrave;nh quang học, với nguy&ecirc;n l&yacute; tia ngắm nằm ngang v&agrave; độ ph&oacute;ng đại ống k&iacute;nh, cho kết quả ổn định v&agrave; tin cậy hơn tr&ecirc;n diện t&iacute;ch s&agrave;n lớn.<br />
&nbsp;</span></span><br />
<p style="text-align: center;">
	<img alt="" src="/admin/webroot/upload/image/images/nhà xưởng(1).jpg" style="width: 512px; height: 302px;" /></p>
<h2>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">2. Ưu điểm của m&aacute;y thủy b&igrave;nh trong kiểm tra cao độ s&agrave;n</span></span></h2>
<br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Độ ch&iacute;nh x&aacute;c cao: sai số khoảng 1&ndash;2 mm/1 km đo kh&eacute;p</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hoạt động ổn định trong nhiều điều kiện &aacute;nh s&aacute;ng</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đọc số trực tiếp tr&ecirc;n mia, hạn chế sai số chủ quan</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Ph&ugrave; hợp đo li&ecirc;n tục nhiều điểm tr&ecirc;n mặt s&agrave;n nh&agrave; xưởng</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Nhờ c&aacute;c ưu điểm n&agrave;y, m&aacute;y thủy b&igrave;nh vẫn l&agrave; thiết bị ti&ecirc;u chuẩn trong kiểm tra cao độ s&agrave;n c&ocirc;ng nghiệp.<br />
&nbsp;</span></span><br />
<h2>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">3. Ti&ecirc;u ch&iacute; lựa chọn m&aacute;y thủy b&igrave;nh đo s&agrave;n nh&agrave; xưởng</span></span></h2>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Để đảm bảo sai số đo trong giới hạn cho ph&eacute;p (&plusmn;2 mm), m&aacute;y thủy b&igrave;nh n&ecirc;n đ&aacute;p ứng c&aacute;c y&ecirc;u cầu sau:</span></span><br />
<br />
<h3>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">3.1 Độ ph&oacute;ng đại ống k&iacute;nh</span></span></h3>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">- Khuyến nghị từ 24X &ndash; 32X.</span></span><br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">- Đọc mia r&otilde; ở khoảng c&aacute;ch 50&ndash;80 m.</span></span>
<h3>
	<br />
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">3.2 Độ ch&iacute;nh x&aacute;c</span></span></h3>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Sai số đo kh&eacute;p tuyến &le; 2.0 mm/1 km</span></span>
<h3>
	<br />
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">3.3 Hệ thống c&acirc;n bằng</span></span></h3>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">- N&ecirc;n sử dụng con lắc từ t&iacute;nh (Magnetic Damping)</span></span><br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">- Gi&uacute;p tia ngắm ổn định nhanh trong m&ocirc;i trường rung động</span></span>
<h3>
	<br />
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">3.4 Ti&ecirc;u chuẩn bảo vệ</span></span></h3>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">- Tối thiểu IP54, ưu ti&ecirc;n IP66</span></span><br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">- Ph&ugrave; hợp m&ocirc;i trường nhiều bụi xi măng v&agrave; nước bắn</span></span><br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">&nbsp;</span></span>
<h2>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">4. C&aacute;c m&aacute;y thủy b&igrave;nh được tin d&ugrave;ng khi kiểm tra cao độ s&agrave;n nh&agrave; xưởng</span></span></h2>
<br />
<h3>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">4.1 M&aacute;y thủy b&igrave;nh Sokkia B40A</span></span></h3>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Sokkia B40A l&agrave; d&ograve;ng m&aacute;y được sử dụng phổ biến trong đo s&agrave;n nh&agrave; xưởng.<br />
Ưu điểm nổi bật:</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Chuẩn chống bụi &ndash; nước IP66, chịu được mưa r&agrave;o</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Con lắc từ t&iacute;nh gi&uacute;p b&ugrave; nghi&ecirc;ng nhanh, chống rung tốt</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Độ ph&oacute;ng đại 24X, đọc mia r&otilde; ở khoảng c&aacute;ch 40&ndash;50 m</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Ph&ugrave; hợp cho thi c&ocirc;ng s&agrave;n nh&agrave; xưởng, nh&agrave; kho v&agrave; khu c&ocirc;ng nghiệp quy m&ocirc; vừa &ndash; lớn.<br />
&nbsp;</span></span>
<p style="text-align: center;">
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/B40A.jpg" style="width: 450px; height: 377px;" /></span></span></p>
<h3>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">4.2 M&aacute;y thủy b&igrave;nh Nikon AC-2S</span></span></h3>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Nikon AC-2S l&agrave; lựa chọn ph&ugrave; hợp khi l&agrave;m việc trong nh&agrave; xưởng thiếu &aacute;nh s&aacute;ng.<br />
Ưu điểm:</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Ống k&iacute;nh Nikon c&oacute; độ s&aacute;ng v&agrave; độ trong cao</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">H&igrave;nh ảnh mia sắc n&eacute;t, giảm mỏi mắt khi đo nhiều điểm</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Thiết kế gọn nhẹ, dễ di chuyển trong kh&ocirc;ng gian hẹp</span></span></li>
</ul>
<p style="text-align: center;">
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">&nbsp;<img alt="" src="/admin/webroot/upload/image/images/Nikon AC2S.jpg" style="width: 450px; height: 377px;" /></span></span></p>
<h3>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">4.3 M&aacute;y thủy b&igrave;nh Leica NA300 series ( NA320/NA324)</span></span></h3>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">D&ograve;ng m&aacute;y d&agrave;nh cho c&aacute;c c&ocirc;ng tr&igrave;nh y&ecirc;u cầu độ ch&iacute;nh x&aacute;c cao.<br />
<br />
Đặc điểm nổi bật:</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Sai số &lt; 1.5 mm/1 km</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Độ bền cơ học cao, chịu va đập tốt</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hoạt động ổn định l&acirc;u d&agrave;i, &iacute;t phải hiệu chỉnh</span></span></li>
</ul>
<p style="text-align: center;">
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Ph&ugrave; hợp cho nh&agrave; m&aacute;y c&ocirc;ng nghệ cao, ph&ograve;ng sạch, khu sản xuất ch&iacute;nh x&aacute;c.<br />
	<br />
	<img alt="" src="/admin/webroot/upload/image/images/476249529_986351956959976_7286419762816488861_n.jpg" style="width: 450px; height: 377px;" /></span></span></p>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">&nbsp;</span></span><br />
<h3>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">4.4 Leica LS15 Digital Level &ndash; M&aacute;y thủy b&igrave;nh điện tử cao cấp</span></span></h3>
<br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Độ ch&iacute;nh x&aacute;c: ~&plusmn;0.2 mm/1 km (với mia invar)</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">T&iacute;nh năng nổi bật:</span></span>
		<ul>
			<li>
				<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tự động lấy n&eacute;t v&agrave; kiểm tra độ nghi&ecirc;ng</span></span></li>
			<li>
				<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">M&agrave;n h&igrave;nh m&agrave;u cảm ứng, giảm sai s&oacute;t do đọc thủ c&ocirc;ng</span></span></li>
			<li>
				<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Bluetooth &amp; USB truyền dữ liệu</span></span></li>
			<li>
				<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Bộ nhớ lưu đến ~30.000 trị đo</span></span></li>
		</ul>
	</li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Độ ph&oacute;ng đại: 32&times;, phạm vi đo l&ecirc;n đến ~110 m</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Ph&ugrave; hợp c&aacute;c dự &aacute;n s&agrave;n c&ocirc;ng nghiệp quan trọng, lưới cao độ ch&iacute;nh x&aacute;c cao, đo kh&eacute;p tuyến.</span></span><br />
<p style="text-align: center;">
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/LS15.jpg" style="width: 450px; height: 396px;" /></span></span></p>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">&nbsp;</span></span><br />
<h3>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">4.5 Trimble DiNi Digital Level Series (Dini-03 / Dini-07)</span></span></h3>
<br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Độ ch&iacute;nh x&aacute;c: t&ugrave;y chọn đến ~0.3 mm/1 km</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Ti&ecirc;u chuẩn bảo vệ: IP55</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Ưu điểm:</span></span>
		<ul>
			<li>
				<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Giao diện trực quan, dễ thao t&aacute;c</span></span></li>
			<li>
				<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Truyền dữ liệu nhanh qua USB</span></span></li>
			<li>
				<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Ph&ugrave; hợp đo lặp nhiều, quan trắc v&agrave; b&aacute;o c&aacute;o số liệu chi tiết</span></span></li>
		</ul>
	</li>
</ul>
<p style="text-align: center;">
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">&nbsp;<img alt="" src="/admin/webroot/upload/image/images/Trimble Dini.jpg" style="width: 450px; height: 450px;" /></span></span></p>
<h2>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">5. Quy tr&igrave;nh kiểm tra cao độ s&agrave;n nh&agrave; xưởng bằng m&aacute;y thủy b&igrave;nh</span></span></h2>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><u><strong>Bước 1</strong></u>: Chia lưới &ocirc; vu&ocirc;ng (Grid Method)</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Chia s&agrave;n th&agrave;nh c&aacute;c &ocirc; 3&times;3 m hoặc 5&times;5 m</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">C&aacute;c giao điểm l&agrave; vị tr&iacute; đặt mia</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong><u>Bước 2</u></strong>: Dẫn mốc cao độ chuẩn</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Thiết lập Benchmark (H₀) ổn định b&ecirc;n ngo&agrave;i khu vực thi c&ocirc;ng</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">L&agrave;m cơ sở so s&aacute;nh cho to&agrave;n bộ số liệu</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong><u>Bước 3</u></strong>: Đo đạc thực địa</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đặt m&aacute;y ở vị tr&iacute; trung t&acirc;m, nền cứng</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">C&acirc;n bằng m&aacute;y ch&iacute;nh x&aacute;c</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đọc BS &rarr; x&aacute;c định HI</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đọc FS tại c&aacute;c n&uacute;t lưới</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><u><strong>Bước 4</strong></u>: Xử l&yacute; v&agrave; đ&aacute;nh gi&aacute; số liệu<br />
&Delta;H = Số đọc thực tế &ndash; Số đọc thiết kế</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">&Delta;H &gt; 0 &rarr; S&agrave;n thấp (l&otilde;m)</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">&Delta;H &lt; 0 &rarr; S&agrave;n cao (lồi)</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">&nbsp;<br />
!!! Lưu &yacute; quan trọng khi kiểm tra cao độ s&agrave;n nh&agrave; xưởng:</span></span><br />
<br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Mốc chuẩn phải ổn định &ndash; quyết định độ tin cậy to&agrave;n bộ ph&eacute;p đo</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Khoảng c&aacute;ch ngắm &le; 40 m để kiểm so&aacute;t sai số</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kiểm tra m&aacute;y trước khi đo: mực nước, ống k&iacute;nh, ch&acirc;n m&aacute;y</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">&nbsp;<br />
&gt;&gt;&gt; Kiểm tra cao độ s&agrave;n nh&agrave; xưởng bằng m&aacute;y thủy b&igrave;nh l&agrave; c&ocirc;ng t&aacute;c kh&ocirc;ng thể thiếu nhằm đảm bảo chất lượng thi c&ocirc;ng, độ phẳng s&agrave;n v&agrave; an to&agrave;n vận h&agrave;nh l&acirc;u d&agrave;i.&nbsp;Việc lựa chọn đ&uacute;ng thiết bị v&agrave; tu&acirc;n thủ quy tr&igrave;nh đo chuẩn sẽ gi&uacute;p kỹ sư v&agrave; nh&agrave; thầu thu được kết quả ch&iacute;nh x&aacute;c &ndash; đ&aacute;ng tin cậy &ndash; dễ nghiệm thu cho mọi dự &aacute;n x&acirc;y dựng c&ocirc;ng nghiệp.</span></span><br />
<h2>
	<br />
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">6. FAQ &ndash; Hỏi đ&aacute;p</span></span></h2>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">- Kiểm tra cao độ s&agrave;n nh&agrave; xưởng n&ecirc;n sử dụng thiết bị n&agrave;o?<br />
<em>M&aacute;y thủy b&igrave;nh quang học l&agrave; lựa chọn ph&ugrave; hợp nhờ độ ch&iacute;nh x&aacute;c cao v&agrave; ổn định tr&ecirc;n diện t&iacute;ch lớn.<br />
&nbsp;</em><br />
- M&aacute;y laser c&acirc;n mực c&oacute; thể thay thế m&aacute;y thủy b&igrave;nh kh&ocirc;ng?<br />
<em>Kh&ocirc;ng. M&aacute;y laser chỉ ph&ugrave; hợp cho phạm vi nhỏ, kh&ocirc;ng đ&aacute;p ứng độ ch&iacute;nh x&aacute;c khi kiểm tra s&agrave;n nh&agrave; xưởng diện t&iacute;ch lớn.</em><br />
&nbsp;<br />
- Sai số cho ph&eacute;p khi kiểm tra cao độ s&agrave;n l&agrave; bao nhi&ecirc;u?<br />
Th&ocirc;ng thường y&ecirc;u cầu sai số trong khoảng &plusmn;2 mm, t&ugrave;y ti&ecirc;u chuẩn thiết kế v&agrave; y&ecirc;u cầu của chủ đầu tư.<br />
&nbsp;<br />
- Khoảng c&aacute;ch đo tối đa từ m&aacute;y thủy b&igrave;nh đến mia l&agrave; bao nhi&ecirc;u?<br />
<em>Khuyến nghị kh&ocirc;ng vượt qu&aacute; 40 m để đảm bảo kiểm so&aacute;t sai số.</em><br />
&nbsp;<br />
- C&oacute; cần kiểm tra cao độ s&agrave;n trước khi ho&agrave;n thiện kh&ocirc;ng?<br />
<em>C&oacute;. Việc kiểm tra sớm gi&uacute;p xử l&yacute; sai lệch trước khi ho&agrave;n thiện, giảm rủi ro v&agrave; chi ph&iacute; sửa chữa.</em></span></span><br />
<p style="text-align: center;">
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/Máy thủy bình 2.jpg" style="width: 800px; height: 419px;" /></span></span></p>
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			'id' => '797',
			'name' => 'Máy toàn đạc Leica: chọn FlexLine, TS, Nova hay MS?',
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			'shortdes' => '<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Với dải sản phẩm trải rộng từ FlexLine &rarr; TS &rarr; Nova &rarr; MS (MultiStation), Leica Geosystems mang đến nhiều lựa chọn, nhưng cũng khiến kh&ocirc;ng &iacute;t anh em băn khoăn: <em>c&ocirc;ng tr&igrave;nh của m&igrave;nh n&ecirc;n d&ugrave;ng d&ograve;ng n&agrave;o l&agrave; hợp l&yacute; nhất?</em></span></span>',
			'content' => '<em><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trong trắc địa &ndash; x&acirc;y dựng hiện nay, việc lựa chọn m&aacute;y to&agrave;n đạc điện tử Leica ph&ugrave; hợp với từng loại c&ocirc;ng tr&igrave;nh đ&oacute;ng vai tr&ograve; then chốt, ảnh hưởng trực tiếp đến độ ch&iacute;nh x&aacute;c, hiệu suất thi c&ocirc;ng v&agrave; chi ph&iacute; đầu tư.<br />
<br />
Với dải sản phẩm trải rộng từ FlexLine &rarr; TS &rarr; Nova &rarr; MS (MultiStation), Leica Geosystems mang đến nhiều lựa chọn, nhưng cũng khiến kh&ocirc;ng &iacute;t anh em băn khoăn: c&ocirc;ng tr&igrave;nh của m&igrave;nh n&ecirc;n d&ugrave;ng d&ograve;ng n&agrave;o l&agrave; hợp l&yacute; nhất?<br />
<br />
B&agrave;i viết dưới đ&acirc;y sẽ gi&uacute;p bạn so s&aacute;nh r&otilde; ưu &ndash; nhược điểm từng d&ograve;ng m&aacute;y to&agrave;n đạc Leica, đồng thời gợi &yacute; chọn m&aacute;y đ&uacute;ng nhu cầu thực tế tại Việt Nam.</span></span></em><br />
<h2>
	<br />
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">1. M&aacute;y to&agrave;n đạc Leica FlexLine (TS03, TS07, TS10&hellip;)</span></span></h2>
<br />
<strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Ưu điểm:</span></span></strong><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Cấu h&igrave;nh đơn giản, dễ sử dụng, ph&ugrave; hợp nhiều đối tượng.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Chi ph&iacute; đầu tư thấp hơnso với c&aacute;c d&ograve;ng tự động/robot.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đ&aacute;p ứng tốt c&aacute;c c&ocirc;ng việc khảo s&aacute;t &ndash; trắc địa cơ bản.</span></span></li>
</ul>
<strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hạn chế:</span></span></strong><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Phần lớn thao t&aacute;c thủ c&ocirc;ng.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kh&ocirc;ng c&oacute; motor, ATR, tự động kh&oacute;a prism.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hiệu suất đo v&agrave; tốc độ l&agrave;m việc thấp hơn d&ograve;ng TS v&agrave; Nova.</span></span></li>
</ul>
<strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Ph&ugrave; hợp:</span></span></strong><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đo đạc địa ch&iacute;nh, lập bản đồ nền.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">C&ocirc;ng t&aacute;c đo nhỏ lẻ, khối lượng kh&ocirc;ng lớn.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đơn vị cần m&aacute;y to&agrave;n đạc Leica bền &ndash; ổn định &ndash; dễ d&ugrave;ng.</span></span></li>
</ul>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">&gt; Nếu chỉ cần đo khảo s&aacute;t cơ bản, Leica FlexLine l&agrave; lựa chọn kinh tế v&agrave; đủ d&ugrave;ng.<br />
&nbsp;</span></span>
<h2>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">2. M&aacute;y to&agrave;n đạc Leica TS (TS13, TS20&hellip;)</span></span></h2>
<br />
<strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Ưu điểm:</span></span></strong><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Mức độ tự động h&oacute;a cao, c&oacute; phi&ecirc;n bản robot.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Độ ch&iacute;nh x&aacute;c g&oacute;c v&agrave; EDM ổn định, ph&ugrave; hợp thi c&ocirc;ng.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hỗ trợ phần mềm Captivate, dễ t&iacute;ch hợp GNSS/RTK.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Giảm thao t&aacute;c thủ c&ocirc;ng, tăng tốc độ bố tr&iacute; v&agrave; đo kiểm.</span></span></li>
</ul>
<strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hạn chế:</span></span></strong><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Gi&aacute; cao hơnd&ograve;ng FlexLine.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Với model cao cấp (TS20) cần t&iacute;nh th&ecirc;m phụ kiện robot (prism, tripod, pin, tay cầm).</span></span></li>
</ul>
<strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Ph&ugrave; hợp:</span></span></strong><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">X&acirc;y dựng d&acirc;n dụng, c&ocirc;ng tr&igrave;nh nhỏ v&agrave; vừa.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">C&ocirc;ng t&aacute;c bố tr&iacute; c&ocirc;ng tr&igrave;nh, đo kiểm h&igrave;nh học.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Khi cần độ ch&iacute;nh x&aacute;c v&agrave; hiệu suất cao hơn FlexLine.</span></span></li>
</ul>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">&gt; D&ograve;ng TS l&agrave; lựa chọn c&acirc;n bằng giữa độ ch&iacute;nh x&aacute;c &ndash; tiện lợi &ndash; chi ph&iacute;.<br />
&nbsp;</span></span>
<h2>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">3. M&aacute;y to&agrave;n đạc Leica Nova (TS60, TM60&hellip;)</span></span></h2>
<br />
<strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Ưu điểm:</span></span></strong><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">C&ocirc;ng nghệ robot hiện đại, động cơ ch&iacute;nh x&aacute;c cao.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tự động kh&oacute;a mục ti&ecirc;u, đo nhanh, ổn định.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Nhiều t&iacute;nh năng n&acirc;ng cao:</span></span>
		<ul>
			<li>
				<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Multi-target</span></span></li>
			<li>
				<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đo khoảng c&aacute;ch d&agrave;i</span></span></li>
			<li>
				<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">T&iacute;ch hợp GNSS / Sensor / Monitoring</span></span></li>
		</ul>
	</li>
</ul>
<strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hạn chế:</span></span></strong><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Chi ph&iacute; đầu tư cao, y&ecirc;u cầu người vận h&agrave;nh c&oacute; chuy&ecirc;n m&ocirc;n tốt.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Chi ph&iacute; vận h&agrave;nh (pin, phụ kiện, bảo tr&igrave;) lớn hơn c&aacute;c d&ograve;ng thấp.</span></span></li>
</ul>
<strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Ph&ugrave; hợp:</span></span></strong><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">C&ocirc;ng tr&igrave;nh lớn: cầu, đường, hầm, metro.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Dự &aacute;n hạ tầng quy m&ocirc; lớn, y&ecirc;u cầu độ tin cậy cao.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Quan trắc biến dạng, đo lặp ch&iacute;nh x&aacute;c d&agrave;i hạn.</span></span></li>
</ul>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">&gt; Với dự &aacute;n quy m&ocirc; lớn, Leica Nova l&agrave; &ldquo;xương sống&rdquo; về độ ch&iacute;nh x&aacute;c v&agrave; tự động h&oacute;a.<br />
&nbsp;</span></span>
<h2>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">4. M&aacute;y to&agrave;n đạc Leica MS &ndash; MultiStation (MS60)</span></span></h2>
<br />
<strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Ưu điểm:</span></span></strong><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kết hợp to&agrave;n đạc + qu&eacute;t 3D + GNSS trong một thiết bị.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Thu thập dữ liệu 3D d&agrave;y, nhanh, giảm nh&acirc;n lực.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Rất mạnh cho khảo s&aacute;t hiện trạng v&agrave; địa h&igrave;nh phức tạp.</span></span></li>
</ul>
<strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hạn chế:</span></span></strong><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Gi&aacute; rất cao.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Dữ liệu hậu xử l&yacute; phức tạp, cần kỹ năng chuy&ecirc;n s&acirc;u.</span></span></li>
</ul>
<strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Ph&ugrave; hợp:</span></span></strong><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Dự &aacute;n cần dữ liệu 3D chi tiết.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Quy hoạch, khảo s&aacute;t hạ tầng phức tạp.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">C&ocirc;ng t&aacute;c đo đạc + bản đồ + m&ocirc; h&igrave;nh số trong một workflow.</span></span></li>
</ul>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">&gt; MS l&agrave; giải ph&aacute;p cao cấp nhất cho b&agrave;i to&aacute;n 3D v&agrave; dữ liệu lớn.<br />
&nbsp;</span></span><br />
<h2>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">5. Gợi &yacute; chọn m&aacute;y to&agrave;n đạc điện tử Leica theo nhu cầu</span></span></h2>
<br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Khảo s&aacute;t đất đai, địa ch&iacute;nh, bản đồ nền &rarr; <em>Leica FlexLine</em> hoặc <em>TS (model cơ bản).</em></span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">X&acirc;y dựng d&acirc;n dụng, c&ocirc;ng tr&igrave;nh nhỏ &amp; vừa, bố tr&iacute; thiết kế &rarr; <em>Leica TS</em> hoặc <em>Nova</em> (t&ugrave;y y&ecirc;u cầu độ ch&iacute;nh x&aacute;c).</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">C&ocirc;ng tr&igrave;nh giao th&ocirc;ng, cầu hầm, hạ tầng phức tạp &rarr; <em>Leica Nova</em> hoặc <em>MS (MultiStation / Robot).</em></span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Khảo s&aacute;t địa h&igrave;nh phức tạp, cần dữ liệu 3D, đo nhanh nhiều điểm &rarr; <em>Leica MS &ndash; MultiStation.</em></span></span></li>
</ul>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>BẢNG SO S&Aacute;NH TH&Ocirc;NG SỐ LEICA FLEXLINE &ndash; TS &ndash; NOVA</strong></span></span><br />
<br />
<table border="0" cellpadding="0" cellspacing="3" style="width: 100%">
	<thead>
		<tr>
			<th style="text-align: left;">
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Ti&ecirc;u ch&iacute;</strong></span></span></th>
			<th style="text-align: left;">
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>TS03</strong></span></span></th>
			<th style="text-align: left;">
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>TS07</strong></span></span></th>
			<th style="text-align: left;">
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>TS10</strong></span></span></th>
			<th style="text-align: left;">
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>TS13</strong></span></span></th>
			<th style="text-align: left;">
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>TS20</strong></span></span></th>
			<th style="text-align: left;">
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Nova TM60</strong></span></span></th>
			<th style="text-align: left;">
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Nova TS60</strong></span></span></th>
			<th style="text-align: left;">
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Nova MS60</strong></span></span></th>
		</tr>
	</thead>
	<tbody>
		<tr>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Độ ch&iacute;nh x&aacute;c g&oacute;c</strong></span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">2&Prime;, 3&Prime;, 5&Prime;</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">1&Prime;, 2&Prime;, 3&Prime;, 5&Prime;</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">1&Prime;, 2&Prime;, 3&Prime;, 5&Prime;</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">1&Prime;, 2&Prime;, 3&Prime;, 5&Prime;</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">1&Prime;, 2&Prime;, 3&Prime;, 5&Prime;</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">0.5&Prime;, 1&Prime;</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">0.5&Prime;</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">1&Prime;</span></span></td>
		</tr>
		<tr>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Tầm đo lăng k&iacute;nh</strong></span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">0.9&ndash;3,500 m</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">0.9&ndash;3,500 m</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">0.9&ndash;3,500 m</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">0&ndash;3,500 m</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">0.8&ndash;10,000 m</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">0.9&ndash;3,500 m</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">0.9&ndash;3,500 m</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">1.5&ndash;10,000 m</span></span></td>
		</tr>
		<tr>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Độ ch&iacute;nh x&aacute;c đo gương</strong></span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">1 mm+1.5ppm</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">1 mm+1.5ppm</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">1 mm+1.5ppm</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">1 mm+1.5 ppm</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>1 mm+1 ppm</strong></span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">1 mm+1.5 ppm</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>0.6 mm+1ppm</strong></span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">1 mm+1.5ppm</span></span></td>
		</tr>
		<tr>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Tầm đo kh&ocirc;ng gương</strong></span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">500&ndash;5,000 m</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">500&ndash;5,000 m</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">500&ndash;5,000 m</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">500&ndash;5,000 m</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">800 m (R800) / 1,600 m (R1600)</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">500&ndash;5,000 m</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">500&ndash;5,000 m</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">2,000 m</span></span></td>
		</tr>
		<tr>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Độ ch&iacute;nh x&aacute;c kh&ocirc;ng gương</strong></span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">2 mm 2 ppm</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">2 mm+2 ppm</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">2 mm+2 ppm</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">2 mm+2 ppm</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">2 mm+2 ppm</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">2 mm+2 ppm</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">2 mm+2 ppm</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">2 mm+2 ppm</span></span></td>
		</tr>
		<tr>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>M&agrave;n h&igrave;nh</strong></span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">3.5&Prime; đơn sắc</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">3.5&Prime; m&agrave;u</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">5&Prime; WVGA</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">5&Prime; WVGA (tuỳ chọn)</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">5&Prime; WVGA cảm ứng</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">5&Prime; WVGA cảm ứng</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">5&Prime; WVGA cảm ứng</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">5&Prime; WVGA cảm ứng</span></span></td>
		</tr>
		<tr>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Kết nối c&oacute; d&acirc;y</strong></span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">RS232 / SD / USB</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">RS232 / SD / USB</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">RS232 / SD / USB</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">RS232 / SD / USB</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">Ethernet / USB-C</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">RS232 / SD / USB</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">RS232 / SD / USB</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">RS232 / SD / USB</span></span></td>
		</tr>
		<tr>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Bluetooth / WLAN</strong></span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔(tay cầm radio)</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔(tay cầm radio)</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔(tay cầm radio)</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔(tay cầm radio)</span></span></td>
		</tr>
		<tr>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Dữ liệu di động (4G)</strong></span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td>
		</tr>
		<tr>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>AutoHeight</strong></span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
		</tr>
		<tr>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Camera tổng quan</strong></span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
		</tr>
		<tr>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Camera k&iacute;nh ngắm</strong></span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
		</tr>
		<tr>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>SmartStation GNSS</strong></span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
		</tr>
		<tr>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Ti&ecirc;u ch&iacute;</strong></span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">TS03</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">TS07</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">TS10</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">TS13</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">TS20</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">Nova TM60</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">Nova TS60</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">Nova MS60</span></span></td>
		</tr>
		<tr>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Độ ch&iacute;nh x&aacute;c g&oacute;c</strong></span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">2&Prime;, 3&Prime;, 5&Prime;</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">1&Prime;, 2&Prime;, 3&Prime;, 5&Prime;</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">1&Prime;, 2&Prime;, 3&Prime;, 5&Prime;</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">1&Prime;, 2&Prime;, 3&Prime;, 5&Prime;</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">1&Prime;, 2&Prime;, 3&Prime;, 5&Prime;</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">0.5&Prime;, 1&Prime;</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">0.5&Prime;</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">1&Prime;</span></span></td>
		</tr>
		<tr>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Tầm đo lăng k&iacute;nh</strong></span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">0.9&ndash;3,500 m</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">0.9&ndash;3,500 m</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">0.9&ndash;3,500 m</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">0&ndash;3,500 m</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">0.8&ndash;10,000 m</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">0.9&ndash;3,500 m</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">0.9&ndash;3,500 m</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">1.5&ndash;10,000 m</span></span></td>
		</tr>
		<tr>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Độ ch&iacute;nh x&aacute;c đo gương</strong></span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">1 mm + 1.5 ppm</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">1 mm + 1.5 ppm</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">1 mm + 1.5 ppm</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">1 mm + 1.5 ppm</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">1 mm + 1 ppm</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">1 mm + 1.5 ppm</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">0.6 mm + 1 ppm</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">1 mm + 1.5 ppm</span></span></td>
		</tr>
		<tr>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Tầm đo kh&ocirc;ng gương</strong></span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">500&ndash;5,000 m</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">500&ndash;5,000 m</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">500&ndash;5,000 m</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">500&ndash;5,000 m</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">800 m (R800) / 1,600 m (R1600)</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">500&ndash;5,000 m</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">500&ndash;5,000 m</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">2,000 m</span></span></td>
		</tr>
		<tr>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Độ ch&iacute;nh x&aacute;c kh&ocirc;ng gương</strong></span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">2 mm + 2 ppm</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">2 mm + 2 ppm</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">2 mm + 2 ppm</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">2 mm + 2 ppm</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">2 mm + 2 ppm</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">2 mm + 2 ppm</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">2 mm + 2 ppm</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">2 mm + 2 ppm</span></span></td>
		</tr>
		<tr>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>M&agrave;n h&igrave;nh</strong></span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">3.5&Prime; đơn sắc</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">3.5&Prime; m&agrave;u</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">5&Prime; WVGA</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">5&Prime; WVGA (tuỳchọn)</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">5&Prime; WVGA cảm ứng</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">5&Prime; WVGA cảm ứng</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">5&Prime; WVGA cảm ứng</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">5&Prime; WVGA cảm ứng</span></span></td>
		</tr>
		<tr>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Kết nối c&oacute; d&acirc;y</strong></span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">RS232 / SD / USB</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">RS232 / SD / USB</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">RS232 / SD / USB</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">RS232 / SD / USB</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">Ethernet / USB-C</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">RS232 / SD / USB</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">RS232 / SD / USB</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">RS232 / SD / USB</span></span></td>
		</tr>
		<tr>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Bluetooth / WLAN</strong></span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔ (tay cầm radio)</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔ (tay cầm radio)</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔ (tay cầm radio)</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔ (tay cầm radio)</span></span></td>
		</tr>
		<tr>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Dữ liệu di động (4G)</strong></span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td>
		</tr>
		<tr>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>AutoHeight</strong></span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
		</tr>
		<tr>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Camera tổng quan</strong></span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
		</tr>
		<tr>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Camera k&iacute;nh ngắm</strong></span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
		</tr>
		<tr>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>SmartStation GNSS</strong></span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
		</tr>
		<tr>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Động cơ (Robot)</strong></span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">DC Motor</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">Brushless Direct Drives</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">Piezo drives</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">Piezo drives</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">Piezo drives</span></span></td>
		</tr>
		<tr>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>ATR / Tracking</strong></span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔ (R1000)</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">AI-powered ATR</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
		</tr>
		<tr>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Prism Fast Search</strong></span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
		</tr>
		<tr>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Scanning 3D</strong></span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔ (30,000 pts/s)</span></span></td>
		</tr>
		<tr>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Điều khiển từ xa</strong></span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
		</tr>
		<tr>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Hỗ trợ AP20</strong></span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">AP20 ID</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">AP20 ID + AutoPole</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
		</tr>
		<tr>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Hệ điều h&agrave;nh</strong></span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">FlexField</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">FlexField</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">FlexField</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">Captivate</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">Captivate (Loc8 / GeoCloud Protect)</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">Captivate</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">Captivate</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">Captivate</span></span></td>
		</tr>
		<tr>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Thời lượng pin</strong></span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">~30 h</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">~30 h</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">~30 h</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">8&ndash;19 h</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">~5 h</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">~8 h</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">~9 h</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">~9 h</span></span></td>
		</tr>
		<tr>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Trọng lượng</strong></span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">4.3 kg</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">4.3 kg</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">4.4 kg</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">4.8 kg</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">5.0 kg</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">7.2 kg</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">7.3 kg</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">7.6 kg</span></span></td>
		</tr>
	</tbody>
</table>
<p>
	&nbsp;</p>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/so-sanh-may-toan-dac-dien-tu-leica-FlexLine-TS-Nova-MS.jpg" style="width: 800px; height: 463px;" /></span></span>
<h2>
	<br />
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">6. C&acirc;u hỏi thường gặp về m&aacute;y to&agrave;n đạc Leica (FAQ)</span></span></h2>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">6.1 M&aacute;y to&agrave;n đạc Leica FlexLine c&oacute; đủ d&ugrave;ng cho địa ch&iacute;nh kh&ocirc;ng?<br />
&rarr; C&oacute;. Với đo địa ch&iacute;nh v&agrave; bản đồ nền, FlexLine đ&aacute;p ứng tốt v&agrave; tiết kiệm chi ph&iacute;.<br />
<br />
6.2 Khi n&agrave;o n&ecirc;n chọn TS thay v&igrave; FlexLine?<br />
&rarr; Khi cần độ ch&iacute;nh x&aacute;c cao hơn, thao t&aacute;c nhanh hơn v&agrave; giảm nh&acirc;n lực.<br />
<br />
6.3 Leica Nova c&oacute; ph&ugrave; hợp c&ocirc;ng tr&igrave;nh d&acirc;n dụng kh&ocirc;ng?<br />
&rarr; Ph&ugrave; hợp nếu c&ocirc;ng tr&igrave;nh y&ecirc;u cầu độ ch&iacute;nh x&aacute;c rất cao hoặc quan trắc.<br />
<br />
6.4 MultiStation MS60 c&oacute; thay thế m&aacute;y qu&eacute;t laser kh&ocirc;ng?<br />
&rarr; MS60 kh&ocirc;ng thay thế ho&agrave;n to&agrave;n TLS chuy&ecirc;n dụng, nhưng rất hiệu quả cho khảo s&aacute;t 3D kết hợp đo to&agrave;n đạc.<br />
&nbsp;<br />
&gt;&gt;&gt; <u><strong>Tổng kết:</strong></u></span></span><br />
<br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đo khảo s&aacute;t cơ bản&rarr; <em>FlexLine l&agrave; đủ.</em></span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">C&acirc;n bằng giữa ch&iacute;nh x&aacute;c &amp; tiện lợi&rarr; <em>TS l&agrave; lựa chọn hợp l&yacute;.</em></span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">C&ocirc;ng tr&igrave;nh lớn, y&ecirc;u cầu cao&rarr; <em>Nova hoặc MS.</em></span></span></li>
</ul>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Li&ecirc;n hệ <a href="https://tracdiathanhdat.vn/"><strong>Trắc Địa Th&agrave;nh Đạt </strong></a>để được tư vấn chọn m&aacute;y to&agrave;n đạc Leica ph&ugrave; hợp đ&uacute;ng c&ocirc;ng tr&igrave;nh &ndash; đ&uacute;ng ng&acirc;n s&aacute;ch &ndash; đ&uacute;ng nhu cầu thực tế tại Việt Nam!<br />
&nbsp;</span></span>',
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			'shortdes' => '<span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">Cập nhật firmware RTK qua Web UI &ndash; Hướng dẫn chi tiết &amp; lưu &yacute; kỹ thuật</span><br />
',
			'content' => '<em><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trong qu&aacute; tr&igrave;nh sử dụng m&aacute;y GNSS RTK, việc cập nhật firmware bộ thu GNSS đ&oacute;ng vai tr&ograve; đặc biệt quan trọng nhằm:</span></span></em><br />
<ul>
	<li>
		<em><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tối ưu khả năng FIX v&agrave; độ ổn định khi đo RTK</span></span></em></li>
	<li>
		<em><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Khắc phục c&aacute;c lỗi tồn tại trong firmware cũ</span></span></em></li>
	<li>
		<em><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Bổ sung hoặc cải thiện c&aacute;c t&iacute;nh năng mới như IMU, radio, AR, giao tiếp dữ liệu&hellip;</span></span></em></li>
</ul>
<br />
<em><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tuy nhi&ecirc;n, cập nhật firmware KH&Ocirc;NG phải l&agrave; cập nhật ứng dụng Android (APK), m&agrave; l&agrave; n&acirc;ng cấp hệ thống điều khiển l&otilde;i của bộ thu GNSS, t&aacute;c động trực tiếp đến khả năng định vị v&agrave; hoạt động RTK. Nếu thực hiện kh&ocirc;ng đ&uacute;ng quy tr&igrave;nh hoặc sử dụng firmware kh&ocirc;ng ph&ugrave; hợp, thiết bị c&oacute; thể ph&aacute;t sinh c&aacute;c lỗi nghi&ecirc;m trọng như mất FIX, treo hệ thống, kh&ocirc;ng khởi động hoặc kh&ocirc;ng thể kết nối RTK.<br />
<br />
Hiện nay, nhiều d&ograve;ng m&aacute;y RTK đ&atilde; hỗ trợ cập nhật firmware th&ocirc;ng qua Web UI &ndash; giao diện quản l&yacute; nội bộ cho ph&eacute;p truy cập trực tiếp bằng tr&igrave;nh duyệt web. Phần nội dung dưới đ&acirc;y tổng hợp c&aacute;ch c&aacute;c h&atilde;ng GNSS phổ biến triển khai Web UI, quy tr&igrave;nh cập nhật firmware, đồng thời hướng dẫn kết nối v&agrave; sử dụng Web UI một c&aacute;ch an to&agrave;n, đ&uacute;ng kỹ thuật.<br />
&nbsp;</span></span></em>
<h2>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">1. Web UI trong m&aacute;y RTK GNSS l&agrave; g&igrave;?</span></span></h2>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Web UI (Web-based User Interface) l&agrave; giao diện quản l&yacute; nội bộ của bộ thu RTK, cho ph&eacute;p người d&ugrave;ng:</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kết nối trực tiếp với thiết bị qua WiFi hoặc mạng LAN</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Truy cập bằng tr&igrave;nh duyệt web (Chrome, Edge, Safari&hellip;)</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Xem th&ocirc;ng tin thiết bị v&agrave; trạng th&aacute;i GNSS</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Cấu h&igrave;nh c&aacute;c tham số hệ thống</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Cập nhật firmware bộ thu GNSS</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tải dữ liệu đo, dữ liệu th&ocirc; v&agrave; nhật k&yacute; hệ thống</span></span></li>
</ul>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Web UI mang lại sự tiện lợi lớn trong m&ocirc;i trường hiện trường, tuy nhi&ecirc;n cũng tiềm ẩn rủi ro nếu người d&ugrave;ng kh&ocirc;ng hiểu r&otilde; c&aacute;ch triển khai Web UI của từng h&atilde;ng GNSS.<br />
&nbsp;</span></span>
<h2>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">2. Cập nhật Firmware RTK qua Web UI theo từng h&atilde;ng GNSS</span></span></h2>
<br />
<h3>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">2.1. eFix GNSS &ndash; Web UI trong hệ sinh th&aacute;i Android</span></span></h3>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Web UI của eFix GNSS cho ph&eacute;p:</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kiểm tra th&ocirc;ng tin thiết bị (model, serial, firmware)</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Theo d&otilde;i trạng th&aacute;i GNSS</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Thực hiện cập nhật firmware bộ thu</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">C&aacute;ch truy cập Web UI eFix</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kết nối WiFi do bộ thu eFix ph&aacute;t</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Mở tr&igrave;nh duyệt v&agrave; truy cập IP mặc định của thiết bị</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">LƯU &Yacute;: Firmware eFix phụ thuộc rất chặt v&agrave;o model v&agrave; đời mainboard. Việc c&agrave;i sai firmware c&oacute; thể khiến m&aacute;y kh&ocirc;ng boot được hoặc hoạt động kh&ocirc;ng ổn định.<br />
<em>(Nguồn tham khảo: eFix GNSS &ndash; Firmware &amp; User Guidance ch&iacute;nh h&atilde;ng).</em><br />
&nbsp;</span></span>
<h3>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">2.2. Meridian GNSS &ndash; Web UI trực quan với IP mặc định</span></span></h3>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Meridian GNSS t&iacute;ch hợp Web UI nội bộ cho ph&eacute;p:</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Xem th&ocirc;ng tin thiết bị v&agrave; trạng th&aacute;i GNSS</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Cấu h&igrave;nh c&aacute;c tham số cơ bản</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Cập nhật firmware trực tiếp qua Web UI</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">C&aacute;ch truy cập</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kết nối WiFi do bộ thu ph&aacute;t</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Mở tr&igrave;nh duyệt v&agrave; nhập:&nbsp;http://192.168.10.1</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">&gt; Khuyến nghị: Chỉ sử dụng firmware ch&iacute;nh h&atilde;ng từ nh&agrave; sản xuất hoặc đại l&yacute; ủy quyền để đảm bảo t&iacute;nh tương th&iacute;ch v&agrave; ổn định l&acirc;u d&agrave;i.<br />
&nbsp;</span></span>
<h3>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">2.3. eSurvey / SurPad &ndash; Cập nhật firmware qua Web UI</span></span></h3>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tr&ecirc;n c&aacute;c bộ thu RTK eSurvey, Web UI (kết hợp với hệ thống SurPad / E-Survey) cho ph&eacute;p:</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kiểm tra trạng th&aacute;i GNSS</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Thiết lập c&aacute;c tham số cơ bản</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Cập nhật firmware từ tab &ldquo;Management&rdquo;</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Người d&ugrave;ng truy cập Web UI bằng c&aacute;ch kết nối WiFi bộ thu v&agrave; mở tr&igrave;nh duyệt tương tự c&aacute;c h&atilde;ng kh&aacute;c.<br />
<em>(Nguồn tham khảo: Hướng dẫn sử dụng Web UI tr&ecirc;n m&aacute;y RTK eSurvey).</em><br />
&nbsp;</span></span>
<h3>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">2.4. GeoMate GNSS &ndash; Web UI c&oacute; nhưng cần thận trọng</span></span></h3>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Với GeoMate GNSS, Web UI chủ yếu d&ugrave;ng để:</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Quản l&yacute; thiết bị</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Cấu h&igrave;nh cơ bản hệ thống</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hiện c&aacute;c t&agrave;i liệu c&ocirc;ng bố chưa m&ocirc; tả chi tiết quy tr&igrave;nh cập nhật firmware trực tiếp qua Web UI.<br />
<br />
&gt; Khuyến nghị khi cập nhật firmware GeoMate:</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Chỉ tải firmware từ nguồn ch&iacute;nh h&atilde;ng</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kiểm tra ch&iacute;nh x&aacute;c model + phi&ecirc;n bản firmware hiện tại trước khi c&agrave;i đặt</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">&nbsp;</span></span>
<h3>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">2.5. Trimble &ndash; Web UI c&oacute; kiểm so&aacute;t chặt từ h&atilde;ng</span></span></h3>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trimble hỗ trợ cập nhật firmware GNSS qua Web UI ch&iacute;nh thức, với quy tr&igrave;nh r&otilde; r&agrave;ng:</span></span><br />
<ol>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Truy cập Web UI của bộ thu</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Chọn Firmware &rarr; Install New Firmware</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Chọn file firmware tải từ trang hỗ trợ Trimble</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">C&agrave;i đặt v&agrave; khởi động lại thiết bị</span></span></li>
</ol>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trimble kiểm so&aacute;t firmware theo model v&agrave; serial, gi&uacute;p giảm nguy cơ c&agrave;i sai.<br />
<em>(Nguồn tham khảo: Trimble Receiver Help Portal).</em><br />
&nbsp;</span></span>
<h3>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">2.6. Leica Geosystems &ndash; Hạn chế Web UI, ưu ti&ecirc;n quy tr&igrave;nh chuẩn</span></span></h3>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kh&aacute;c với nhiều h&atilde;ng kh&aacute;c, Leica Geosystems kh&ocirc;ng khuyến kh&iacute;ch cập nhật firmware trực tiếp qua Web UI. Thay v&agrave;o đ&oacute;:</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Firmware đi k&egrave;m Captivate Release Notes</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Cập nhật theo quy tr&igrave;nh ch&iacute;nh h&atilde;ng (qua thẻ SD hoặc bộ điều khiển)</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><em>Nguồn tham khảo: Leica Captivate Manual &amp; Release Notes.</em><br />
&nbsp;</span></span>
<h2>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">3. Kết nối m&aacute;y t&iacute;nh, điện thoại, m&aacute;y t&iacute;nh bảng với m&aacute;y RTK qua Web UI</span></span></h2>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hầu hết c&aacute;c bộ thu GNSS RTK hiện đại đều hoạt động như một điểm ph&aacute;t WiFi nội bộ (WiFi Hotspot). Người d&ugrave;ng c&oacute; thể kết nối bằng PC, điện thoại hoặc m&aacute;y t&iacute;nh bảng để truy cập Web UI m&agrave; kh&ocirc;ng cần c&agrave;i th&ecirc;m phần mềm.<br />
<br />
C&aacute;c bước truy cập Web UI (v&iacute; dụ tr&ecirc;n PC)</span></span><br />
<br />
<ol>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kết nối WiFi do bộ thu RTK ph&aacute;t:&nbsp;T&ecirc;n WiFi thường l&agrave; Serial Number (SN)</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Mở tr&igrave;nh duyệt web</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Nhập địa chỉ:&nbsp;http://192.168.10.1</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đăng nhập Web UI:&nbsp;Mật khẩu mặc định: password (c&oacute; thể thay đổi).</span></span></li>
</ol>
<h2>
	<br />
	<span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">4. C&aacute;c chức năng ch&iacute;nh trong Web UI của m&aacute;y RTK </span></h2>
<p>
	<em><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">(Dựa tr&ecirc;n&nbsp;</span><span style="font-size: 12px;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">giao diện Web UI d&ograve;ng m&aacute;y RTK của h&atilde;ng eSurvey v&agrave; c&aacute;c d&ograve;ng m&aacute;y tương tự</span></span>)</span></em></p>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">4.1 Tab Position &ndash; Định vị &amp; trạng th&aacute;i GNSS</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Chế độ l&agrave;m việc: Base / Rover / Static</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tọa độ (kinh, vĩ, cao độ)</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trạng th&aacute;i nghiệm: Fix / Float / Single</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Số vệ tinh theo d&otilde;i</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">PDOP, HDOP, TDOP, HRMS, VRMS</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Giờ địa phương &amp; m&uacute;i giờ</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Bắt đầu / dừng ghi dữ liệu đo tĩnh</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/tab-position1.jpg" style="width: 600px; height: 405px;" /></span></span><br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">4.2 Tab Data Link &ndash; Li&ecirc;n kết dữ liệu</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Bluetooth</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Radio</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Network / SIM</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/tab-position-1.jpg" style="width: 600px; height: 405px;" /><br />
4.3 Tab Satellites &ndash; Vệ tinh</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Quan s&aacute;t số vệ tinh</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Ph&acirc;n bố vệ tinh theo hệ</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Thiết lập g&oacute;c ngưỡng vệ tinh</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/tab-ve-tinh 3.jpg" style="width: 600px; height: 407px;" /><br />
4.4 Tab Information &ndash; Th&ocirc;ng tin thiết bị</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">GNSS receiver, anten</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Mainboard</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">UHF, Network module</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/tab-thong-tin 4.jpg" style="width: 600px; height: 404px;" /><br />
4.5 Tab Working Mode &ndash; Chế độ l&agrave;m việc</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Chọn Base / Rover / Static</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Phương thức kết nối tương ứng</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/tab-thiet-lap-che-do-lam-viec 5.jpg" style="width: 600px; height: 407px;" /><br />
4.6 Tab Satellite Settings &ndash; Thiết lập thu vệ tinh</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">GPS, GLONASS, BeiDou, Galileo, SBAS, QZSS</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">RTK timeout</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Chế độ FIX ch&iacute;nh x&aacute;c cao</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/tab-satellite-setting 6.jpg" style="width: 600px; height: 403px;" /><br />
4.7 Tab Device Configuration &ndash; Cấu h&igrave;nh thiết bị</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Time zone</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">IMU output</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Baud rate cổng serial</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">&Acirc;m thanh, cảnh b&aacute;o Base</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Bộ nhớ, debug</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tự động bật/tắt nguồn</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Chia sẻ Internet qua WiFi hotspot</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/tab-device-configuration 7.jpg" style="width: 600px; height: 403px;" /><br />
4.8 Tab NMEA Message &ndash; Dữ liệu NMEA</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Cấu h&igrave;nh NMEA qua Bluetooth / cổng 5-pin</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">GNSS PPP output</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Ghi NMEA</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/tab-nmea-message8.jpg" style="width: 600px; height: 403px;" /><br />
4.9 Tab View Log &ndash; Nhật k&yacute;</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Xem &amp; tải log ứng dụng, log hệ điều h&agrave;nh</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/tab-view-log 9.jpg" style="width: 600px; height: 403px;" /><br />
4.10 Tab Raw Data &ndash; Dữ liệu th&ocirc;</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tải raw GNSS</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Chuyển đổi RINEX</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tải nhiều file</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/tab-raw-data 10.jpg" style="width: 600px; height: 403px;" /><br />
4.11 Tab Backup Data &ndash; Sao lưu</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tải hoặc x&oacute;a dữ liệu điểm</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/tab-backup-data 11.jpg" style="width: 600px; height: 403px;" /><br />
4.12 Tab Management &ndash; Quản l&yacute; thiết bị</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">C&agrave;i đặt firmware mới</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đăng k&yacute; thiết bị / GNSS</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Thiết lập bảo mật</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Định dạng bộ nhớ</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tự kiểm tra</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kh&ocirc;i phục c&agrave;i đặt gốc</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Khởi động lại bộ thu</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">&nbsp;<img alt="" src="/admin/webroot/upload/image/images/tab-management 12.jpg" style="width: 600px; height: 403px;" /><br />
<br />
&gt;&gt;&gt; Việc cập nhật firmware th&ocirc;ng qua Web UI t&aacute;c động trực tiếp đến hệ thống l&otilde;i của bộ thu GNSS. Người d&ugrave;ng chỉ n&ecirc;n thực hiện khi đ&atilde; x&aacute;c định đ&uacute;ng model, đ&uacute;ng firmware v&agrave; đ&uacute;ng quy tr&igrave;nh của nh&agrave; sản xuất.<br />
Cập nhật firmware đ&uacute;ng c&aacute;ch &ndash; đ&uacute;ng nguồn &ndash; đ&uacute;ng thời điểm sẽ gi&uacute;p hệ thống RTK hoạt động ổn định, tối ưu khả năng FIX v&agrave; hạn chế tối đa rủi ro ngo&agrave;i thực tế.<br />
&nbsp;</span></span><br />
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			'title_seo' => 'tin tức trắc địa, cập nhật xu hướng đo đạc mới, công nghệ đo đạc, thiết bị đo đạc hiện đại, mẹo kỹ thuật trắc địa, sai số đo đạc, hệ tọa độ VN-2000, GNSS, RTK, GPS trắc địa, phần mềm trắc địa, phần mềm GIS, SurPad, LandStar, Magnet Field, Leica Captivate, Trimble Access',
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	(int) 7 => array(
		'Post' => array(
			'id' => '795',
			'name' => 'MÚI CHIẾU 3° VÀ 6° TRONG HỆ TỌA ĐỘ VN-2000',
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			'shortdes' => '<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">M&uacute;i chiếu 3&deg; v&agrave; 6&deg; trong hệ tọa độ VN-2000&nbsp;<br />
<em>(G&oacute;c nh&igrave;n theo Th&ocirc;ng tư 973/2001/TT-TCĐC)</em></span></span>',
			'content' => '<em><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trong lĩnh vực trắc địa, GIS v&agrave; x&acirc;y dựng, việc lựa chọn v&agrave; sử dụng m&uacute;i chiếu bản đồ c&oacute; ảnh hưởng trực tiếp đến độ ch&iacute;nh x&aacute;c h&igrave;nh học, sai số biến dạng v&agrave; t&iacute;nh ph&aacute;p l&yacute; của dữ liệu kh&ocirc;ng gian.&nbsp;Trong thực tế, c&aacute;c kh&aacute;i niệm m&uacute;i chiếu 3&deg;, m&uacute;i chiếu 6&deg;, UTM v&agrave; VN-2000 đ&ocirc;i khi bị sử dụng chưa thống nhất, dẫn đến nhầm lẫn trong &aacute;p dụng v&agrave; trao đổi kỹ thuật.<br />
<br />
B&agrave;i viết n&agrave;y tr&igrave;nh b&agrave;y v&agrave; l&agrave;m r&otilde; vấn đề m&uacute;i chiếu 3&deg; v&agrave; 6&deg; trong hệ tọa độ quốc gia VN-2000, dựa tr&ecirc;n Th&ocirc;ng tư 973/2001/TT-TCĐC v&agrave; bản chất của ph&eacute;p chiếu Transverse Mercator, nhằm gi&uacute;p người sử dụng hiểu đ&uacute;ng v&agrave; &aacute;p dụng ph&ugrave; hợp trong từng b&agrave;i to&aacute;n cụ thể.<br />
&nbsp;</span></span></em>
<h2>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">1. M&uacute;i chiếu bản đồ l&agrave; g&igrave;?</span></span></h2>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">M&uacute;i chiếu bản đồ l&agrave; phần bề mặt Tr&aacute;i Đất được giới hạn bởi hai đường kinh tuyến, được biểu diễn l&ecirc;n mặt phẳng th&ocirc;ng qua một ph&eacute;p chiếu bản đồ x&aacute;c định.<br />
<br />
Việc chia bề mặt Tr&aacute;i Đất th&agrave;nh c&aacute;c m&uacute;i chiếu gi&uacute;p:</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Giảm sai số biến dạng khi chiếu từ mặt cong sang mặt phẳng,</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Thuận tiện cho đo đạc, t&iacute;nh to&aacute;n v&agrave; th&agrave;nh lập bản đồ,</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Ph&ugrave; hợp với từng quy m&ocirc; v&agrave; mục đ&iacute;ch sử dụng kh&aacute;c nhau.</span></span></li>
</ul>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trong thực tế trắc địa v&agrave; bản đồ học, ph&eacute;p chiếu h&igrave;nh trụ ngang đồng g&oacute;c (Transverse Mercator) l&agrave; một trong những ph&eacute;p chiếu được sử dụng phổ biến nhất, đặc biệt đối với c&aacute;c m&uacute;i chiếu 3&deg; v&agrave; 6&deg;.<br />
&nbsp;</span></span>
<h2>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">2. Quy định về m&uacute;i chiếu trong hệ tọa độ VN-2000</span></span></h2>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Theo Th&ocirc;ng tư 973/2001/TT-TCĐC của Tổng cục Địa ch&iacute;nh, khi &aacute;p dụng Hệ quy chiếu v&agrave; Hệ tọa độ quốc gia VN-2000:&nbsp;<em>&ldquo;Hệ tọa độ quốc gia VN-2000 được x&acirc;y dựng tr&ecirc;n ph&eacute;p chiếu h&igrave;nh trụ ngang đồng g&oacute;c (Transverse Mercator) v&agrave; cho ph&eacute;p &aacute;p dụng c&aacute;c m&uacute;i chiếu 3&deg; hoặc 6&deg; t&ugrave;y theo mục đ&iacute;ch v&agrave; quy m&ocirc; bản đồ.&rdquo;</em><br />
<br />
Từ quy định n&agrave;y c&oacute; thể khẳng định:</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hệ tọa độ VN-2000 cho ph&eacute;p sử dụng cả m&uacute;i chiếu 3&deg; v&agrave; m&uacute;i chiếu 6&deg;,</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Việc lựa chọn m&uacute;i chiếu kh&ocirc;ng mang t&iacute;nh t&ugrave;y tiện, m&agrave; phải ph&ugrave; hợp với mục đ&iacute;ch sử dụng v&agrave; quy m&ocirc; bản đồ.</span></span></li>
</ul>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trong thực tế trắc địa v&agrave; bản đồ học, ph&eacute;p chiếu h&igrave;nh trụ ngang đồng g&oacute;c (Transverse Mercator) l&agrave; một trong những ph&eacute;p chiếu được sử dụng phổ biến nhất, đặc biệt đối với c&aacute;c m&uacute;i chiếu 3&deg; v&agrave; 6&deg;.</span></span>
<h2>
	<br />
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">3. M&uacute;i chiếu 6&deg; (UTM) &ndash; Phạm vi khu vực v&agrave; li&ecirc;n tỉnh</span></span></h2>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">M&uacute;i chiếu 6&deg; c&oacute; bề rộng 6 độ kinh độ, thường được biết đến rộng r&atilde;i th&ocirc;ng qua hệ thống UTM (Universal Transverse Mercator).<br />
<br />
3.1 Đặc điểm ch&iacute;nh</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Phủ diện t&iacute;ch rộng,</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Thuận lợi cho c&aacute;c b&agrave;i to&aacute;n bản đồ v&agrave; GIS quy m&ocirc; lớn,</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Sai số biến dạng tăng dần khi khoảng c&aacute;ch tới kinh tuyến trục tăng.</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">3.2 Phạm vi ứng dụng<br />
<br />
M&uacute;i chiếu 6&deg; ph&ugrave; hợp cho:</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Bản đồ quốc gia, v&ugrave;ng, li&ecirc;n tỉnh,</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">C&aacute;c hệ thống GIS tổng hợp,</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Quy hoạch kh&ocirc;ng gian, hạ tầng quy m&ocirc; lớn.</span></span></li>
</ul>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Lưu &yacute;: UTM kh&ocirc;ng phải l&agrave; một hệ tọa độ ri&ecirc;ng, m&agrave; l&agrave; c&aacute;ch tổ chức m&uacute;i chiếu 6&deg; của ph&eacute;p chiếu Transverse Mercator, thường được sử dụng c&ugrave;ng hệ quy chiếu WGS84 trong th&ocirc;ng lệ quốc tế.<br />
&nbsp;</span></span>
<p style="text-align: center;">
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/Utm-zones(1).jpg" style="width: 800px; height: 400px;" /></span></span></p>
<h2>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">4. M&uacute;i chiếu 3&deg; &ndash; Ti&ecirc;u chuẩn cho đo đạc ch&iacute;nh x&aacute;c</span></span></h2>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">M&uacute;i chiếu 3&deg; c&oacute; bề rộng hẹp hơn, gi&uacute;p giảm đ&aacute;ng kể sai số biến dạng so với m&uacute;i 6&deg;.<br />
<br />
4.1 Đặc điểm ch&iacute;nh</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Độ ch&iacute;nh x&aacute;c h&igrave;nh học cao,</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Biến dạng chiều d&agrave;i v&agrave; diện t&iacute;ch nhỏ,</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Ph&ugrave; hợp cho c&aacute;c b&agrave;i to&aacute;n y&ecirc;u cầu độ ch&iacute;nh x&aacute;c cao.</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">4.2 Phạm vi ứng dụng<br />
<br />
Trong hệ tọa độ VN-2000, m&uacute;i chiếu 3&deg; thường được sử dụng cho:</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đo vẽ địa ch&iacute;nh,</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Bản đồ tỷ lệ lớn,</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Bố tr&iacute; v&agrave; thi c&ocirc;ng c&ocirc;ng tr&igrave;nh,</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hồ sơ ph&aacute;p l&yacute; đất đai.</span></span></li>
</ul>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Khi sử dụng VN-2000, bắt buộc phải x&aacute;c định r&otilde; m&uacute;i chiếu v&agrave; kinh tuyến trục, v&igrave; đ&acirc;y l&agrave; tham số ph&aacute;p l&yacute; của hệ tọa độ, kh&ocirc;ng được mặc định như trong hệ UTM.<br />
&nbsp;</span></span><br />
<br />
<h2>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">5. Nhận định thực tế tại Việt Nam</span></span></h2>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trong thực tế đo đạc tại Việt Nam:</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">VN-2000 m&uacute;i chiếu 3&deg; l&agrave; lựa chọn chủ đạo cho c&ocirc;ng t&aacute;c địa ch&iacute;nh v&agrave; x&acirc;y dựng,</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">M&uacute;i chiếu 6&deg; (UTM) chủ yếu ph&ugrave; hợp cho bản đồ khu vực &ndash; v&ugrave;ng v&agrave; c&aacute;c b&agrave;i to&aacute;n GIS tổng hợp.</span></span></li>
</ul>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Việc sử dụng đ&uacute;ng m&uacute;i chiếu gi&uacute;p đảm bảo:</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Độ ch&iacute;nh x&aacute;c kỹ thuật,</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">T&iacute;nh thống nhất dữ liệu,</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Sự ph&ugrave; hợp với quy định ph&aacute;p l&yacute; hiện h&agrave;nh.</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">&nbsp;<br />
<strong>&gt;&gt;&gt; T&oacute;m lại:&nbsp;</strong></span></span><br />
<br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hệ tọa độ quốc gia VN-2000 cho ph&eacute;p sử dụng cả m&uacute;i chiếu 3&deg; v&agrave; 6&deg; theo Th&ocirc;ng tư 973/2001/TT-TCĐC.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">M&uacute;i chiếu 6&deg; (UTM) ph&ugrave; hợp cho bản đồ khu vực v&agrave; li&ecirc;n tỉnh.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">M&uacute;i chiếu 3&deg; được ưu ti&ecirc;n cho đo đạc ch&iacute;nh x&aacute;c, địa ch&iacute;nh v&agrave; c&ocirc;ng tr&igrave;nh.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">UTM l&agrave; c&aacute;ch tổ chức m&uacute;i chiếu, trong khi VN-2000 l&agrave; hệ tọa độ quốc gia &ndash; hai kh&aacute;i niệm n&agrave;y kh&ocirc;ng n&ecirc;n sử dụng thay thế cho nhau.</span></span></li>
</ul>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hiểu đ&uacute;ng v&agrave; sử dụng đ&uacute;ng m&uacute;i chiếu l&agrave; điều kiện quan trọng để đảm bảo độ ch&iacute;nh x&aacute;c kỹ thuật v&agrave; t&iacute;nh ph&aacute;p l&yacute; của mọi sản phẩm đo đạc v&agrave; bản đồ.<br />
&nbsp;<br />
<em>&gt;&gt;&gt; T&agrave;i liệu tham khảo:</em></span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><em>Th&ocirc;ng tư 973/2001/TT-TCĐC &ndash; Hướng dẫn &aacute;p dụng Hệ quy chiếu v&agrave; Hệ tọa độ quốc gia VN-2000</em></span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><em>T&agrave;i liệu chuy&ecirc;n ng&agrave;nh về ph&eacute;p chiếu Transverse Mercator / UTM</em></span></span></li>
</ul>
<p style="text-align: center;">
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><em><img alt="" src="/admin/webroot/upload/image/images/Kinh tuyến trục.jpg" style="width: 747px; height: 420px;" /></em></span></span></p>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">&nbsp;</span></span>',
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			'id' => '793',
			'name' => 'Tìm hiểu các phương pháp hiệu chỉnh GNSS ',
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			'shortdes' => '<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hiệu chỉnh GNSS l&agrave; yếu tố then chốt để đạt được định vị độ ch&iacute;nh x&aacute;c cao. T&iacute;n hiệu GNSS th&ocirc; (kh&ocirc;ng hiệu chỉnh) thường chỉ đạt độ ch&iacute;nh x&aacute;c khoảng 5&ndash;10 m&eacute;t, kh&ocirc;ng đ&aacute;p ứng y&ecirc;u cầu của c&aacute;c lĩnh vực như n&ocirc;ng nghiệp ch&iacute;nh x&aacute;c, trắc địa, robot tự h&agrave;nh, xe tự l&aacute;i,&hellip;&nbsp;Bằng c&aacute;ch t&iacute;nh to&aacute;n v&agrave; &aacute;p dụng c&aacute;c hiệu chỉnh sai số l&ecirc;n t&iacute;n hiệu GNSS, độ ch&iacute;nh x&aacute;c c&oacute; thể được cải thiện gấp 100 lần, đạt mức centimet.</span></span>',
			'content' => '<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><em>Hiệu chỉnh GNSS l&agrave; yếu tố then chốt để đạt được định vị độ ch&iacute;nh x&aacute;c cao. T&iacute;n hiệu GNSS th&ocirc; (kh&ocirc;ng hiệu chỉnh) thường chỉ đạt độ ch&iacute;nh x&aacute;c khoảng 5&ndash;10 m&eacute;t, kh&ocirc;ng đ&aacute;p ứng y&ecirc;u cầu của c&aacute;c lĩnh vực như n&ocirc;ng nghiệp ch&iacute;nh x&aacute;c, trắc địa, robot tự h&agrave;nh, xe tự l&aacute;i,&hellip;&nbsp;Bằng c&aacute;ch t&iacute;nh to&aacute;n v&agrave; &aacute;p dụng c&aacute;c hiệu chỉnh sai số l&ecirc;n t&iacute;n hiệu GNSS, độ ch&iacute;nh x&aacute;c c&oacute; thể được cải thiện gấp 100 lần, đạt mức centimet.</em><br />
<br />
B&agrave;i viết n&agrave;y tr&igrave;nh b&agrave;y c&aacute;c phương ph&aacute;p hiệu chỉnh GNSS ch&iacute;nh:</span></span><br />
<ul>
	<li>
		<strong><em><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">DGNSS (GNSS vi sai)</span></span></em></strong></li>
	<li>
		<strong><em><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">SBAS (Hệ thống tăng cường vệ tinh)</span></span></em></strong></li>
	<li>
		<strong><em><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">RTK (Động học thời gian thực)</span></span></em></strong></li>
	<li>
		<strong><em><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">PPP (Định vị điểm ch&iacute;nh x&aacute;c)</span></span></em></strong></li>
	<li>
		<strong><em><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">PPP-RTK</span></span></em></strong></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đồng thời ph&acirc;n t&iacute;ch đặc điểm, ưu nhược điểm v&agrave; phạm vi ứng dụng của từng phương ph&aacute;p, cũng như c&aacute;ch lựa chọn phương &aacute;n ph&ugrave; hợp.<br />
&nbsp;</span></span>
<p>
	<strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">GNSS định vị ti&ecirc;u chuẩn hoạt động như thế n&agrave;o?</span></span></strong><br />
	&nbsp;</p>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">T&iacute;n hiệu GNSS th&ocirc; từ mỗi vệ tinh mang một m&atilde; giả ngẫu nhi&ecirc;n (PRN), cung cấp ba th&ocirc;ng tin ch&iacute;nh:</span></span><br />
<ul>
	<li>
		<strong><em><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Ai: định danh vệ tinh.</span></span></em></strong></li>
	<li>
		<strong><em><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Ở đ&acirc;u: vị tr&iacute; quỹ đạo.</span></span></em></strong></li>
	<li>
		<strong><em><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Khi n&agrave;o: thời điểm ph&aacute;t t&iacute;n hiệu.</span></span></em></strong></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">M&aacute;y thu GNSS so s&aacute;nh m&atilde; PRN nhận được với m&atilde; PRN nội sinh của n&oacute; để x&aacute;c định thời gian truyền t&iacute;n hiệu, từ đ&oacute; t&iacute;nh ra khoảng c&aacute;ch giả (pseudorange). Khi c&oacute; khoảng c&aacute;ch đến &iacute;t nhất 4 vệ tinh, m&aacute;y thu c&oacute; thể x&aacute;c định vị tr&iacute; 3D của m&igrave;nh.<br />
<br />
T&iacute;n hiệu GNSS bị ảnh hưởng bởi nhiều nguồn sai số:</span></span><br />
<ul>
	<li>
		<em><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tầng điện ly &amp; đối lưu l&agrave;m chậm v&agrave; bẻ cong t&iacute;n hiệu.</span></span></em></li>
	<li>
		<em><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Sai số đồng hồ &amp; quỹ đạo vệ tinh.</span></span></em></li>
	<li>
		<em><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đa đường (multipath) do phản xạ từ nh&agrave; cửa, c&acirc;y cối.</span></span></em></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tổng sai số dẫn đến độ ch&iacute;nh x&aacute;c chỉ khoảng 5&ndash;10 m. Từ đ&acirc;y, c&aacute;c phương ph&aacute;p hiệu chỉnh GNSS ra đời để giảm v&agrave; loại bỏ c&aacute;c sai số n&agrave;y.<br />
&nbsp;</span></span>
<h2>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">1. Differential GNSS (DGNSS &ndash; GNSS vi sai)</span></span></h2>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Nguy&ecirc;n l&yacute;:</strong><br />
Định vị tương đối bằng c&aacute;ch so s&aacute;nh số liệu giữa m&aacute;y rover v&agrave; trạm tham chiếu c&oacute; tọa độ đ&atilde; biết ch&iacute;nh x&aacute;c.<br />
<br />
<strong>C&aacute;ch hoạt động:</strong></span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trạm base t&iacute;nh sai số pseudorange cho từng vệ tinh</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Ph&aacute;t c&aacute;c hiệu chỉnh n&agrave;y cho rover</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Rover &aacute;p dụng hiệu chỉnh để loại bỏ sai số chung</span></span></li>
</ul>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Độ ch&iacute;nh x&aacute;c</strong>: Dưới 1 m&eacute;t<br />
<br />
<strong>Ưu điểm</strong></span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Dễ triển khai</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Ti&ecirc;u thụ điện thấp</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Thời gian hội tụ nhanh</span></span></li>
</ul>
<br />
<strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Nhược điểm</span></span></strong><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Độ ch&iacute;nh x&aacute;c thấp hơn RTK/PPP</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Phụ thuộc khoảng c&aacute;ch đến trạm base</span></span></li>
</ul>
<br />
<strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Ứng dụng:&nbsp;</span></span></strong><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">H&agrave;ng hải, n</span><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">&ocirc;ng nghiệp mức cơ bản, t</span><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">hiết bị GNSS pin nhỏ.</span>
<p style="text-align: center;">
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">&nbsp;<img alt="" src="/admin/webroot/upload/image/images/GNSSCorrections-Types-SBAS-2-1024x683.jpg" style="width: 800px; height: 534px;" /></span></span></p>
<h2>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">2. SBAS &ndash; Hệ thống tăng cường vệ tinh</span></span></h2>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Nguy&ecirc;n l&yacute;</strong>:&nbsp;Tương tự DGNSS nhưng hiệu chỉnh được t</span></span><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">&iacute;nh to&aacute;n tập trung v&agrave; p</span><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">h&aacute;t qua vệ tinh địa tĩnh.</span><br />
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">V&iacute; dụ SBAS:</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">WAAS (Mỹ)</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">EGNOS (Ch&acirc;u &Acirc;u)</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">MSAS (Nhật Bản)</span></span></li>
</ul>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Độ ch&iacute;nh x&aacute;c</strong>: ~1&ndash;3 m<br />
<br />
<strong>Ưu điểm</strong></span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Miễn ph&iacute;</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Phủ rộng khu vực lớn</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kh&ocirc;ng cần base cục bộ</span></span></li>
</ul>
<br />
<strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Nhược điểm</span></span></strong><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Độ ch&iacute;nh x&aacute;c hạn chế</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kh&oacute; thu vệ tinh địa tĩnh ở đ&ocirc; thị / vĩ độ cao</span></span></li>
</ul>
<br />
<strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Ứng dụng:&nbsp;</span></span></strong><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">H&agrave;ng kh&ocirc;ng,&nbsp;</span><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">H&agrave;ng hải,&nbsp;</span><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">N&ocirc;ng nghiệp quy m&ocirc; lớn.</span>
<h2>
	<br />
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">3. RTK &ndash; Real-Time Kinematic</span></span></h2>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Nguy&ecirc;n l&yacute;:&nbsp;</strong>Sử dụng đo pha s&oacute;ng mang (carrier-phase) kết hợp hiệu chỉnh thời gian thực từ trạm base.<br />
<br />
<strong>Đặc điểm kỹ thuật:</strong></span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Bước s&oacute;ng L1 GPS &asymp; 19 cm</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Giải ẩn số nguy&ecirc;n (integer ambiguity)</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Sử dụng double differencing + thuật to&aacute;n LAMBDA</span></span></li>
</ul>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Độ ch&iacute;nh x&aacute;c</strong>: &nbsp;1&ndash;2 cm<br />
<br />
<strong>Thời gian fix</strong>: v&agrave;i gi&acirc;y<br />
<br />
<strong>Ưu điểm:&nbsp;</strong></span></span><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">Độ ch&iacute;nh x&aacute;c cao nhất, h</span><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">ội tụ cực nhanh</span><br />
<br />
<strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Nhược điểm</span></span></strong><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Phạm vi giới hạn (&asymp; 20&ndash;30 km)</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Cần kết nối ổn định (radio / NTRIP)</span></span></li>
</ul>
<br />
<strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Ứng dụng</span></span></strong><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trắc địa</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Thi c&ocirc;ng &ndash; stakeout</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Robot, UAV</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">N&ocirc;ng nghiệp ch&iacute;nh x&aacute;c</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">&nbsp;</span></span>
<h2>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">4. PPP &ndash; Precise Point Positioning</span></span></h2>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Nguy&ecirc;n l&yacute;</strong>: Định vị tuyệt đối bằng c&aacute;ch &aacute;p dụng:</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Quỹ đạo vệ tinh ch&iacute;nh x&aacute;c</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đồng hồ vệ tinh ch&iacute;nh x&aacute;c</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">M&ocirc; h&igrave;nh kh&iacute; quyển to&agrave;n cầu</span></span></li>
</ul>
<br />
<strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đặc điểm:</span></span></strong><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kh&ocirc;ng cần trạm base cục bộ</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hội tụ bằng c&aacute;ch tự giải ẩn số pha</span></span></li>
</ul>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Độ ch&iacute;nh x&aacute;c</strong>: cm (tĩnh)<br />
<br />
<strong>Thời gian hội tụ</strong>: 10&ndash;30 ph&uacute;t<br />
<br />
<strong>Ưu điểm</strong></span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Phủ to&agrave;n cầu</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Ph&ugrave; hợp v&ugrave;ng xa, biển khơi</span></span></li>
</ul>
<br />
<strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Nhược điểm</span></span></strong><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hội tụ chậm</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kh&ocirc;ng ph&ugrave; hợp ứng dụng cần real-time</span></span></li>
</ul>
<br />
<strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Ứng dụng</span></span></strong><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">H&agrave;ng hải &ndash; ngo&agrave;i khơi</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Khoa học &ndash; địa vật l&yacute;</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đo đạc khu vực hẻo l&aacute;nh</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">&nbsp;</span></span>
<h2>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">5. PPP-RTK &ndash; Phương ph&aacute;p lai hiện đại</span></span></h2>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Nguy&ecirc;n l&yacute;</strong>: L&agrave; sự kết hợp giữa:</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hiệu chỉnh vệ tinh ch&iacute;nh x&aacute;c của PPP</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hiệu chỉnh kh&iacute; quyển &amp; pha kiểu RTK</span></span></li>
</ul>
<br />
<strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">C&ocirc;ng nghệ cốt l&otilde;i:</span></span></strong><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">SSR (State Space Representation)</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Wide-lane ambiguity resolution (bước s&oacute;ng d&agrave;i &rarr; fix nhanh)</span></span></li>
</ul>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Độ ch&iacute;nh x&aacute;c</strong>: 3&ndash;7 cm<br />
<br />
<strong>Thời gian hội tụ</strong>: 10&ndash;30 gi&acirc;y<br />
<br />
<strong>Ưu điểm</strong></span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Nhanh hơn PPP</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Phủ rộng hơn RTK</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Mở rộng cho số lượng người d&ugrave;ng lớn</span></span></li>
</ul>
<br />
<strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Nhược điểm</span></span></strong><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Cần m&aacute;y GNSS đa tần hiện đại</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Độ ch&iacute;nh x&aacute;c thấp hơn RTK cự ly ngắn</span></span></li>
</ul>
<br />
<strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Ứng dụng</span></span></strong><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Xe tự l&aacute;i &ndash; ADAS</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">UAV</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Quản l&yacute; đội xe</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">N&ocirc;ng nghiệp th&ocirc;ng minh</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">&nbsp;<br />
<strong>BẢNG SO S&Aacute;NH&nbsp;</strong></span></span><br />
<br />
<table border="0" cellpadding="0" style="width: 100%">
	<thead>
		<tr>
			<th>
				<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Phương ph&aacute;p</span></span></th>
			<th>
				<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Độ ch&iacute;nh x&aacute;c</span></span></th>
			<th>
				<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Thời gian fix</span></span></th>
			<th>
				<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Phạm vi</span></span></th>
		</tr>
	</thead>
	<tbody>
		<tr>
			<td>
				<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">GNSS thường</span></span></td>
			<td>
				<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">5&ndash;10 m</span></span></td>
			<td>
				<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">V&agrave;i gi&acirc;y</span></span></td>
			<td>
				<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">To&agrave;n cầu</span></span></td>
		</tr>
		<tr>
			<td>
				<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">SBAS</span></span></td>
			<td>
				<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">1&ndash;3 m</span></span></td>
			<td>
				<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">~30 s</span></span></td>
			<td>
				<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Lục địa</span></span></td>
		</tr>
		<tr>
			<td>
				<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">DGNSS</span></span></td>
			<td>
				<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">&lt;1 m</span></span></td>
			<td>
				<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">5&ndash;20 s</span></span></td>
			<td>
				<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Cục bộ</span></span></td>
		</tr>
		<tr>
			<td>
				<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">PPP</span></span></td>
			<td>
				<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">~10 cm</span></span></td>
			<td>
				<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">10&ndash;30 ph&uacute;t</span></span></td>
			<td>
				<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">To&agrave;n cầu</span></span></td>
		</tr>
		<tr>
			<td>
				<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">PPP-RTK</span></span></td>
			<td>
				<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">3&ndash;7 cm</span></span></td>
			<td>
				<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">10&ndash;30 s</span></span></td>
			<td>
				<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Khu vực</span></span></td>
		</tr>
		<tr>
			<td>
				<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">RTK</span></span></td>
			<td>
				<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">1&ndash;2 cm</span></span></td>
			<td>
				<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">~5 s</span></span></td>
			<td>
				<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">&le;30 km</span></span></td>
		</tr>
	</tbody>
</table>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">&nbsp;<br />
&gt;&gt;&gt;&nbsp; Kh&ocirc;ng c&oacute; phương ph&aacute;p hiệu chỉnh GNSS n&agrave;o &ldquo;tốt nhất cho mọi trường hợp&rdquo;.&nbsp;Chỉ c&oacute; phương ph&aacute;p ph&ugrave; hợp nhất với y&ecirc;u cầu c&ocirc;ng việc:</span></span><br />
<br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Cần nhanh &ndash; ch&iacute;nh x&aacute;c tuyệt đối &rarr; RTK</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Cần phủ rộng &ndash; kh&ocirc;ng cần base &rarr; PPP / PPP-RTK</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Cần ổn định &ndash; tiết kiệm năng lượng &rarr; DGNSS / SBAS</span></span></li>
</ul>
<p style="text-align: center;">
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">&nbsp;<img alt="" src="/admin/webroot/upload/image/images/Grey Minimalist Architecture Search Bar Facebook Cover (1).png" style="width: 800px; height: 451px;" /></span></span></p>
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			'videoyou' => null,
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			'twodaypro' => null,
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			'photo' => null,
			'lft' => '501',
			'rght' => '502',
			'vat' => null,
			'hangsx' => null,
			'baohanh' => null,
			'tinhtrang' => '1',
			'tailieu' => null,
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		),
		'Catproduct' => array(
			'id' => '40',
			'name' => 'Blogs',
			'parent_id' => null,
			'alias' => 'blogs',
			'images' => '',
			'lft' => '103',
			'rght' => '104',
			'pos' => '5',
			'status' => '1',
			'title_seo' => 'tin tức trắc địa, cập nhật xu hướng đo đạc mới, công nghệ đo đạc, thiết bị đo đạc hiện đại, mẹo kỹ thuật trắc địa, sai số đo đạc, hệ tọa độ VN-2000, GNSS, RTK, GPS trắc địa, phần mềm trắc địa, phần mềm GIS, SurPad, LandStar, Magnet Field, Leica Captivate, Trimble Access',
			'meta_key' => 'tin tức trắc địa, cập nhật xu hướng đo đạc mới, công nghệ đo đạc, thiết bị đo đạc hiện đại, mẹo kỹ thuật trắc địa, sai số đo đạc, hệ tọa độ VN-2000, GNSS, RTK, GPS trắc địa, phần mềm trắc địa, phần mềm GIS, SurPad, LandStar, Magnet Field, Leica Captivate, Trimble Access',
			'meta_des' => 'phần mềm máy đo đạc, phần mềm GIS, phần mềm trút dữ liệu',
			'created' => '2015-12-16',
			'modified' => '2025-10-29',
			'slug' => 'blogs',
			'cate' => '4',
			'link' => 'tin-tuc',
			'name_eng' => '',
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		)
	),
	(int) 9 => array(
		'Post' => array(
			'id' => '792',
			'name' => 'Stakeout bằng RTK GNSS và Toàn đạc điện tử',
			'code' => null,
			'alias' => 'stakeout-bang-rtk-gnss-va-toan-dac-dien-tu',
			'cat_id' => '40',
			'price' => '0',
			'type' => 'new',
			'shortdes' => '<span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">Trong c&ocirc;ng t&aacute;c stakeout (cắm điểm/định vị thi c&ocirc;ng), GNSS RTK v&agrave; To&agrave;n đạc điện tử đều l&agrave; c&ocirc;ng cụ quan trọng &mdash; nhưng mỗi c&aacute;i c&oacute; đặc th&ugrave;, ưu/nhược điểm v&agrave; thời điểm sử dụng kh&aacute;c nhau. Kh&ocirc;ng phải c&aacute;i n&agrave;o &ldquo;tốt hơn&rdquo;, m&agrave; l&agrave; chọn đ&uacute;ng nơi &ndash; đ&uacute;ng l&uacute;c.</span>',
			'content' => '<em><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trong c&ocirc;ng t&aacute;c stakeout (cắm điểm/định vị thi c&ocirc;ng), GNSS RTK v&agrave; To&agrave;n đạc điện tử đều l&agrave; c&ocirc;ng cụ quan trọng &mdash; nhưng mỗi c&aacute;i c&oacute; đặc th&ugrave;, ưu/nhược điểm v&agrave; thời điểm sử dụng kh&aacute;c nhau. Kh&ocirc;ng phải c&aacute;i n&agrave;o &ldquo;tốt hơn&rdquo;, m&agrave; l&agrave; chọn đ&uacute;ng nơi &ndash; đ&uacute;ng l&uacute;c.<br />
<br />
RTK GNSS l&agrave; phương ph&aacute;p định vị vệ tinh động thời gian thực, trong đ&oacute; tọa độ điểm đo được x&aacute;c định th&ocirc;ng qua xử l&yacute; t&iacute;n hiệu GNSS v&agrave; hiệu chỉnh sai số từ trạm Base hoặc mạng CORS. Kết quả đo được thể hiện trong hệ tọa độ kh&ocirc;ng gian to&agrave;n cầu hoặc hệ tọa độ quốc gia, ph&ugrave; hợp cho c&aacute;c b&agrave;i to&aacute;n định vị tổng thể, đo diện rộng v&agrave; thiết lập khung khống chế ban đầu.<br />
<br />
To&agrave;n đạc điện tử l&agrave; thiết bị đo đạc sử dụng nguy&ecirc;n l&yacute; đo g&oacute;c v&agrave; khoảng c&aacute;ch để x&aacute;c định vị tr&iacute; điểm trong hệ tọa độ cục bộ hoặc hệ tọa độ c&ocirc;ng tr&igrave;nh, dựa tr&ecirc;n c&aacute;c điểm khống chế đ&atilde; biết. Phương ph&aacute;p n&agrave;y cho ph&eacute;p kiểm so&aacute;t chặt chẽ h&igrave;nh học kh&ocirc;ng gian, cao độ v&agrave; sai số tương đối, đặc biệt hiệu quả trong c&aacute;c c&ocirc;ng tr&igrave;nh y&ecirc;u cầu độ ch&iacute;nh x&aacute;c cao.<br />
<br />
Ch&iacute;nh sự kh&aacute;c biệt về nguy&ecirc;n l&yacute; đo v&agrave; c&aacute;ch kiểm so&aacute;t sai số khiến RTK GNSS v&agrave; To&agrave;n đạc điện tử kh&ocirc;ng mang t&iacute;nh thay thế, m&agrave; thường được kết hợp trong c&ugrave;ng một workflow để đạt hiệu quả v&agrave; độ tin cậy cao nhất.<br />
&nbsp;</span></span></em><br />
<h2>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">1. Bảng so s&aacute;nh tổng quan RTK GNSS vs To&agrave;n đạc điện tử</span></span></h2>
<br />
<table border="0" cellpadding="0">
	<thead>
		<tr>
			<th>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Ti&ecirc;u ch&iacute;</span></span><br />
				&nbsp;</th>
			<th>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">RTK GNSS</span></span><br />
				&nbsp;</th>
			<th>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">To&agrave;n đạc điện tử</span></span><br />
				&nbsp;</th>
			<th>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Nhận x&eacute;t kỹ thuật</span></span><br />
				&nbsp;</th>
		</tr>
	</thead>
	<tbody>
		<tr>
			<td>
				<strong><span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Bản chất đo</span></span></strong><br />
				&nbsp;</td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Định vị tuyệt đối theo GNSS</span></span><br />
				&nbsp;</td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Định vị tương đối trong mạng khống chế&nbsp; &nbsp; &nbsp; &nbsp; &nbsp;&nbsp;</span></span><br />
				&nbsp;</td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Kh&aacute;c nhau về nguy&ecirc;n l&yacute;</span></span><br />
				&nbsp;</td>
		</tr>
		<tr>
			<td>
				<strong><span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Độ ch&iacute;nh x&aacute;c</span></span></strong><br />
				&nbsp;</td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Mức cm (RTK Fix, m&ocirc;i trường tốt)&nbsp; &nbsp; &nbsp;&nbsp;</span></span><br />
				&nbsp;</td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Mức mm (đo cạnh &amp; g&oacute;c)</span></span><br />
				&nbsp;</td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">To&agrave;n đạc vượt trội cho chi tiết</span></span><br />
				&nbsp;</td>
		</tr>
		<tr>
			<td>
				<strong><span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Tốc độ</span></span></strong><br />
				&nbsp;</td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Rất nhanh, ph&ugrave; hợp diện rộng</span></span><br />
				&nbsp;</td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Chậm hơn do ngắm gương</span></span><br />
				&nbsp;</td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">RTK c&oacute; lợi thế tốc độ</span></span><br />
				&nbsp;</td>
		</tr>
		<tr>
			<td>
				<strong><span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Phạm vi</span></span></strong><br />
				&nbsp;</td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">V&agrave;i km đến h&agrave;ng chục km<br />
				(Base&ndash;Rover / CORS)&nbsp; &nbsp; &nbsp; &nbsp;</span></span><br />
				&nbsp;</td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">~500&ndash;1000 m, cần line-of-sight</span></span><br />
				&nbsp;</td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">RTK ph&ugrave; hợp khu vực lớn</span></span><br />
				&nbsp;</td>
		</tr>
		<tr>
			<td>
				<strong><span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Cao độ &amp; h&igrave;nh học&nbsp; &nbsp; &nbsp;</span></span></strong><br />
				&nbsp;</td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">C&oacute; thể biến động theo vệ tinh</span></span><br />
				&nbsp;</td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Kiểm so&aacute;t cao độ rất tốt</span></span><br />
				&nbsp;</td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">To&agrave;n đạc an to&agrave;n cho cao độ</span></span><br />
				&nbsp;</td>
		</tr>
		<tr>
			<td>
				<strong><span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Nh&acirc;n lực</span></span></strong><br />
				&nbsp;</td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Thường 1 người</span></span><br />
				&nbsp;</td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Thường 2 người (robot c&oacute; thể 1)</span></span><br />
				&nbsp;</td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">RTK tiết kiệm nh&acirc;n lực</span></span><br />
				&nbsp;</td>
		</tr>
		<tr>
			<td>
				<strong><span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">T&iacute;nh cơ động</span></span></strong><br />
				&nbsp;</td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Gọn nhẹ, setup nhanh</span></span><br />
				&nbsp;</td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Cồng kềnh hơn</span></span><br />
				&nbsp;</td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">RTK linh hoạt hơn</span></span><br />
				&nbsp;</td>
		</tr>
		<tr>
			<td>
				<strong><span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Chi ph&iacute;</span></span></strong></td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Đầu tư cao hơn, c&oacute; thể c&oacute; ph&iacute;<br />
				CORS&nbsp; &nbsp;&nbsp;</span></span></td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Ổn định, dễ kiểm so&aacute;t</span></span></td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">T&ugrave;y quy m&ocirc; dự &aacute;n</span></span></td>
		</tr>
	</tbody>
</table>
<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">&nbsp;</span></span><br />
<h2 style="text-align: center;">
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/Blue and White Neon Gradients Virtual Video Background (100)(2).png" style="width: 780px; height: 439px;" /></span></span></h2>
<h2>
	<br />
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">2. So s&aacute;nh ứng dụng thực tế theo từng t&igrave;nh huống c&ocirc;ng việc</span></span></h2>
<br />
<table border="0" cellpadding="0">
	<thead>
		<tr>
			<th>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">T&igrave;nh huống</span></span><br />
				&nbsp;</th>
			<th>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">RTK GNSS</span></span><br />
				&nbsp;</th>
			<th>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">To&agrave;n đạc</span></span><br />
				&nbsp;</th>
			<th>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Nhận định</span></span><br />
				&nbsp;</th>
		</tr>
	</thead>
	<tbody>
		<tr>
			<td>
				<strong><span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Đo diện rộng (ruộng, rừng, KCN)&nbsp; &nbsp;</span></span></strong><br />
				&nbsp;</td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Đo nhanh, kh&ocirc;ng cần line-of-sight&nbsp; &nbsp; &nbsp; &nbsp;</span></span><br />
				&nbsp;</td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Kh&oacute; triển khai diện rộng</span></span><br />
				&nbsp;</td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">RTK GNSS vượt trội</span></span><br />
				&nbsp;</td>
		</tr>
		<tr>
			<td>
				<strong><span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Đo chi tiết c&ocirc;ng tr&igrave;nh</span></span></strong><br />
				&nbsp;</td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Độ ch&iacute;nh x&aacute;c cm, dễ nhiễu</span></span><br />
				&nbsp;</td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Độ ch&iacute;nh x&aacute;c mm, ổn định&nbsp; &nbsp; &nbsp;&nbsp;</span></span><br />
				&nbsp;</td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">To&agrave;n đạc tốt hơn</span></span><br />
				&nbsp;</td>
		</tr>
		<tr>
			<td>
				<strong><span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Khu đ&ocirc; thị nhiều nh&agrave; cao tầng</span></span></strong><br />
				&nbsp;</td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Dễ bị che khuất vệ tinh</span></span><br />
				&nbsp;</td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Kh&ocirc;ng phụ thuộc vệ tinh</span></span><br />
				&nbsp;</td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">To&agrave;n đạc hiệu quả</span></span><br />
				&nbsp;</td>
		</tr>
		<tr>
			<td>
				<strong><span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Địa h&igrave;nh mở</span></span></strong><br />
				&nbsp;</td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">T&iacute;n hiệu tốt, đo rất nhanh</span></span><br />
				&nbsp;</td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Đo được nhưng chậm</span></span><br />
				&nbsp;</td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">RTK thuận tiện</span></span><br />
				&nbsp;</td>
		</tr>
		<tr>
			<td>
				<strong><span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Gi&aacute;m s&aacute;t thi c&ocirc;ng hằng ng&agrave;y</span></span></strong><br />
				&nbsp;</td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">X&aacute;c định mốc tổng thể</span></span><br />
				&nbsp;</td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Kiểm tra trục, cao độ</span></span><br />
				&nbsp;</td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">N&ecirc;n kết hợp</span></span><br />
				&nbsp;</td>
		</tr>
		<tr>
			<td>
				<strong><span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Địa ch&iacute;nh &ndash; bản đồ &ndash; n&ocirc;ng nghiệp&nbsp; &nbsp; &nbsp;&nbsp;</span></span></strong><br />
				&nbsp;</td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Rất ph&ugrave; hợp cho diện rộng</span></span><br />
				&nbsp;</td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Bổ trợ khi cần chi tiết</span></span><br />
				&nbsp;</td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">RTK l&agrave; chủ đạo</span></span><br />
				&nbsp;</td>
		</tr>
		<tr>
			<td>
				<strong><span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Ho&agrave;n c&ocirc;ng &ndash; nghiệm thu</span></span></strong></td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Kiểm tra tổng thể</span></span></td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Ch&iacute;nh x&aacute;c chi tiết</span></span></td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">To&agrave;n đạc an to&agrave;n</span></span></td>
		</tr>
	</tbody>
</table>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">&nbsp;</span></span>
<p style="text-align: center;">
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/Leica_TS16_Carousel_Image_1_800x428.jpg" style="width: 763px; height: 408px;" /></span></span></p>
<h2>
	<br />
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">3. Workflow được &aacute;p dụng phổ biến trong c&ocirc;ng t&aacute;c&nbsp;cắm điểm/định vị thi c&ocirc;ng&nbsp;</span></span><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">thực tế</span><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">&nbsp;</span></h2>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Theo hướng dẫn ứng dụng của Leica Geosystems v&agrave; Trimble, c&aacute;c dự &aacute;n chuy&ecirc;n nghiệp thường &aacute;p dụng quy tr&igrave;nh sau:</span></span>
<h3>
	<br />
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">3.1 RTK GNSS</span></span></h3>
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">X&aacute;c định hệ tọa độ,</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Fix mốc khống chế,</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Lập bản đồ nền, định vị tổng thể.</span></span></li>
</ul>
<h3>
	<br />
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">3.2 To&agrave;n đạc điện tử</span></span></h3>
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Bố tr&iacute; tim trục,</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kiểm so&aacute;t cao độ,</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Stakeout chi tiết,</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Ho&agrave;n c&ocirc;ng &ndash; nghiệm thu.</span></span></li>
</ul>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đ&acirc;y l&agrave; l&yacute; do v&igrave; sao RTK v&agrave; To&agrave;n đạc lu&ocirc;n đi c&ugrave;ng nhau tr&ecirc;n c&ocirc;ng trường, chứ kh&ocirc;ng cạnh tranh trực tiếp.</span></span>
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">RTK GNSS mạnh về tốc độ, phạm vi, t&iacute;nh cơ động.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">To&agrave;n đạc điện tử mạnh về độ ch&iacute;nh x&aacute;c, h&igrave;nh học, cao độ v&agrave; độ tin cậy.</span></span></li>
</ul>
<p style="text-align: center;">
	<img alt="" src="/admin/webroot/upload/image/images/maxresdefault (1)(2).jpg" style="width: 780px; height: 439px;" /></p>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kh&ocirc;ng c&oacute; thiết bị n&agrave;o &ldquo;tốt nhất cho mọi c&ocirc;ng việc&rdquo;.&nbsp;Việc sử dụng đ&uacute;ng thiết bị cho đ&uacute;ng mục đ&iacute;ch gi&uacute;p:</span></span>
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Giảm sai số,</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tiết kiệm thời gian,</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Dễ bảo vệ số liệu khi nghiệm thu.</span></span></li>
</ul>
<br />
<span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">Kết hợp c&ocirc;ng nghệ GNSS hiện đại với độ ch&iacute;nh x&aacute;c truyền thống của m&aacute;y to&agrave;n đạc </span><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">l&agrave; xu hướng chung của c&aacute;c đội đo đạc chuy&ecirc;n nghiệp hiện nay.<br />
<br />
<em>&gt;&gt;&gt; <u>Nguồn tham khảo:</u><br />
Leica Geosystems &ndash; GNSS vs Total Station Applications<br />
Trimble &ndash; Stakeout and Construction Surveying Guidelines<br />
Topcon &ndash; GNSS and Total Station Field Workflows</em><br />
&nbsp;</span></span>',
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			'name' => 'Leica Infinity - Phần mềm văn phòng được kết nối vô tận',
			'code' => null,
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			'shortdes' => '<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">C&ugrave;ng t&igrave;m hiểu phần mềm xử l&yacute; dữ liệu khảo s&aacute;t Leica Infinity - C&ocirc;ng cụ kết nối v&ocirc; hạn!</span></span>',
			'content' => '<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="white-space-collapse: preserve;"><strong>Leica Infinity</strong> l&agrave; phần mềm xử l&yacute; dữ liệu khảo s&aacute;t của h&atilde;ng Leica Geosystems, được thiết kế để quản l&yacute;, xử l&yacute;, ph&acirc;n t&iacute;ch v&agrave; kiểm tra chất lượng của tất cả dữ liệu đo đạc khảo s&aacute;t từ thực địa, bao gồm dữ liệu từ to&agrave;n đạc, thủy chuẩn, GNSS, UAV, Scanner. C&aacute;c dữ liệu được kết hợp trong một dự &aacute;n (BIM, CAD, GIS,..), dễ d&agrave;ng tr&iacute;ch xuất, tạo v&agrave; cập nhật một c&aacute;ch li&ecirc;n tục, gi&uacute;p người d&ugrave;ng gi&aacute;m s&aacute;t tất cả quy tr&igrave;nh c&ocirc;ng việc.</span><br />
<br />
<strong>Quản l&yacute;, xử l&yacute;, ph&acirc;n t&iacute;ch v&agrave; kiểm tra chất lượng dữ liệu khảo s&aacute;t thực địa</strong><br />
<br />
<strong>Leica Infinity</strong> l&agrave; phần mềm văn ph&ograve;ng th&acirc;n thiện với người d&ugrave;ng d&agrave;nh cho c&aacute;c nh&agrave; khảo s&aacute;t v&agrave; chuy&ecirc;n gia đo lường, những người y&ecirc;u cầu giải ph&aacute;p to&agrave;n diện cho nhu cầu dữ liệu kh&ocirc;ng gian địa l&yacute; của họ.&nbsp;Khoản đầu tư v&agrave;o Infinity, đảm bảo quản l&yacute;, xử l&yacute;, ph&acirc;n t&iacute;ch v&agrave; đảm bảo chất lượng dữ liệu khảo s&aacute;t từ c&aacute;c m&aacute;y&nbsp;to&agrave;n đạc&nbsp;,&nbsp;cấp kỹ thuật số&nbsp;,&nbsp;GNSS&nbsp;&nbsp;v&agrave;&nbsp;M&aacute;y bay kh&ocirc;ng người l&aacute;i (UAV)&nbsp;.&nbsp;Với&nbsp;phần mềm&nbsp;văn ph&ograve;ng Infinity v&agrave;&nbsp;Leica Captivate&nbsp;được đồng bộ h&oacute;a ho&agrave;n hảo trong thiết kế v&agrave; vận h&agrave;nh, đảm bảo kết nối liền mạch giữa hiện trường v&agrave; văn ph&ograve;ng.&nbsp;Hỗ trợ c&aacute;c ứng dụng khảo s&aacute;t, lập bản đồ v&agrave; x&acirc;y dựng, Infinity l&agrave; trung t&acirc;m phần mềm văn ph&ograve;ng kh&ocirc;ng gian địa l&yacute; tối ưu.<br />
<br />
<strong><img alt="" src="/admin/webroot/upload/image/images/leica_infinity_point_cloud_800x428.JPG" style="width: 800px; height: 428px;" /><br />
<br />
Một khoản đầu tư cho nhiều ứng dụng</strong><br />
<br />
<strong>Leica Infinity</strong> l&agrave; phần mềm văn ph&ograve;ng kh&ocirc;ng gian địa l&yacute; được lựa chọn cho c&aacute;c ứng dụng v&ocirc; hạn.&nbsp;Từ khảo s&aacute;t đến x&acirc;y dựng, n&oacute; hỗ trợ BIM, CAD, GIS v&agrave; hơn thế nữa để đồng h&agrave;nh với sự ph&aacute;t triển của doanh nghiệp bạn trong c&aacute;c ứng dụng mới.&nbsp;Phần mềm Infinity sẵn s&agrave;ng sử dụng dữ liệu từ c&aacute;c cảm biến truyền thống như m&aacute;y&nbsp;to&agrave;n&nbsp;đạc&nbsp;,&nbsp;GNSS&nbsp;&nbsp;v&agrave;&nbsp;mức kỹ thuật số&nbsp;, đồng thời cũng thoải m&aacute;i với c&aacute;c đ&aacute;m m&acirc;y điểm từ&nbsp;MS60 MultiStation&nbsp;&nbsp;v&agrave;&nbsp;UAV&nbsp;.<br />
<br />
Kh&aacute;m ph&aacute; những sự thật bạn cần xem x&eacute;t khi chọn phần mềm văn ph&ograve;ng khảo s&aacute;t v&agrave; c&aacute;ch Infinity trao quyền cho người khảo s&aacute;t trong mọi bước - c&oacute; thể l&agrave; h&igrave;nh dung, chuẩn bị, thu thập, xử l&yacute;, x&aacute;c nhận, b&aacute;o c&aacute;o v&agrave; / hoặc chia sẻ dữ liệu.<br />
<br />
<img alt="" src="/admin/webroot/upload/image/images/Leica_Infinity_pic_1766x750_new.jpg" style="width: 800px; height: 340px;" /><br />
<br />
<strong>Một luồng dữ liệu duy nhất cho tất cả c&aacute;c cảm biến v&agrave; dịch vụ đo lường</strong><br />
<br />
<strong>Leica Infinity</strong> l&agrave; trung t&acirc;m phần mềm khảo s&aacute;t tối ưu.&nbsp;Được thiết kế để hỗ trợ v&ocirc; số quy tr&igrave;nh l&agrave;m việc, dữ liệu từ BIM, CAD, GIS v&agrave; hơn thế nữa, đi k&egrave;m với dữ liệu đo lường trong một g&oacute;i văn ph&ograve;ng khảo s&aacute;t dễ sử dụng.&nbsp;H&igrave;nh ảnh v&agrave; đ&aacute;m m&acirc;y điểm từ&nbsp;c&aacute;c&nbsp;m&aacute;y&nbsp;&nbsp;to&agrave;n đạc&nbsp;,&nbsp;MultiStations&nbsp;,&nbsp;UAV&nbsp;&nbsp;v&agrave;&nbsp;GNSS&nbsp;được t&iacute;ch hợp liền mạch với c&aacute;c ph&eacute;p đo truyền thống để tạo ra c&aacute;c sản phẩm c&oacute; gi&aacute; trị c&oacute; thể được chia sẻ kỹ thuật số th&ocirc;ng qua đ&aacute;m m&acirc;y hoặc c&aacute;c kế hoạch in tương tự.&nbsp;Với c&aacute;c dịch vụ dữ liệu của Hexagon v&agrave; c&aacute;c b&ecirc;n thứ ba được t&iacute;ch hợp, việc truy cập v&agrave;o dữ liệu diễn ra liền mạch v&agrave; hiệu quả.&nbsp;Với khả năng truy xuất nguồn gốc đầy đủ v&agrave; b&aacute;o c&aacute;o chất lượng, h&atilde;y lu&ocirc;n tự tin v&agrave;o sản phẩm của bạn.<br />
<br />
Kh&aacute;m ph&aacute; c&aacute;c mẹo v&agrave; lợi &iacute;ch về c&aacute;ch phần mềm văn ph&ograve;ng khảo s&aacute;t ng&agrave;nh c&oacute; thể đơn giản h&oacute;a quy tr&igrave;nh l&agrave;m việc của bạn trong suốt bốn trụ cột của c&ocirc;ng việc khảo s&aacute;t.<br />
<br />
<strong><img alt="" src="/admin/webroot/upload/image/images/Leica-infinity-office_software_800x428.JPG" style="width: 748px; height: 400px;" /><br />
<br />
Một phần mềm để kết nối liền mạch</strong><br />
<br />
<strong>Leica Infinity</strong> được thiết kế để kết nối liền mạch với hiện trường v&agrave; t&aacute;i tạo kết quả đo được tại hiện trường bất cứ l&uacute;c n&agrave;o.&nbsp;Tọa độ c&oacute; thể được t&iacute;nh to&aacute;n lại một c&aacute;ch đơn giản v&agrave; tự động nếu chiều cao của cột hoặc dụng cụ bị thay đổi, tr&aacute;nh việc xử l&yacute; thủ c&ocirc;ng tốn thời gian.&nbsp;Với kết nối đ&aacute;m m&acirc;y giữa hiện trường v&agrave; văn ph&ograve;ng, những người khảo s&aacute;t tại hiện trường lu&ocirc;n c&oacute; dữ liệu mới nhất v&agrave; qu&aacute; tr&igrave;nh xử l&yacute; tại văn ph&ograve;ng c&oacute; thể bắt đầu ngay lập tức, ngay cả trước khi nh&oacute;m thực địa rời địa điểm l&agrave;m việc.<br />
<br />
<strong>&gt;&gt;&gt; Kh&aacute;m ph&aacute; phần mềm văn ph&ograve;ng Leica Infinity <a href="https://leica-geosystems.com/industries/pure-surveying/surveying-solutions/leica-infinity-the-infinitely-connected-office-software">TẠI Đ&Acirc;Y</a>.<br />
<br />
<img alt="" src="/admin/webroot/upload/image/images/leica_infinity_landing_page_header_2480x750px_0224.jpg" style="width: 800px; height: 242px;" /></strong></span></span>',
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			'shortdes' => '<span style="font-size:14px;"><span style="font-family: tahoma, geneva, sans-serif;"><span style="white-space: pre-wrap;">B</span>ạn đ&atilde; quen với kh&aacute;i niệm GPS&nbsp;(Global Positioning System), một hệ thống qu&acirc;n sự thuộc Kh&ocirc;ng Qu&acirc;n được x&acirc;y dựng trong thời kỳ Chiến tranh Lạnh nhưng hiện đ&atilde; được sử dụng v&igrave; mục đ&iacute;ch thương mại từ giữa những năm 2000 cho đến nay. H</span>i<span style="font-family:tahoma,geneva,sans-serif;">ện nay&nbsp;<span style="white-space: pre-wrap;">thế giới đang chuyển từ một hệ thống GPS duy nhất sang 7 hệ thống kh&aacute;c nhau. C</span>&ugrave;ng t&igrave;m hiểu nh&eacute;!</span></span>',
			'content' => '<h2>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>I. Hệ thống định vị to&agrave;n cầu GPS</strong></span></span></h2>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">GPS được viết tắt của cụm từ&nbsp;Global Positioning System&nbsp;&ndash; dịch sang tiếng việt&nbsp;l&agrave; hệ thống định vị to&agrave;n cầu. Hệ thống n&agrave;y bao gồm &iacute;t nhất 24 vệ tinh bay xung quanh tr&aacute;i đất, c&aacute;c trạm thu t&iacute;n hiệu tr&ecirc;n mặt đất, v&agrave; c&aacute;c thuật to&aacute;n để xử l&yacute; th&ocirc;ng tin, qua đ&oacute; x&aacute;c định vị tr&iacute;, thời gian, vận tốc của c&aacute;c m&aacute;y thu t&iacute;n hiệu GPS.<br />
Hệ thống GPS được ph&aacute;t triển v&agrave; thuộc quyền sở hữu của Hoa Kỳ, cũng l&agrave; hệ thống vệ tinh đầy đủ, hoạt động hiệu của nhất trong hệ thống vệ tinh định vị to&agrave;n cầu (<a href="https://tracdiathanhdat.vn/">GNSS</a>)<br />
Ng&agrave;y nay, c&aacute;c t&iacute;n hiệu từ hệ thống GPS được sử dụng một phần cho mục địch qu&acirc;n sự, được khai th&aacute;c bởi Hoa Kỳ v&agrave; c&aacute;c nước đồng m&igrave;nh, phần c&ograve;n lại cho ph&eacute;p người d&acirc;n tr&ecirc;n to&agrave;n thế giới sử dụng miễn ph&iacute;.<br />
<br />
</span></span>
<h3>
	<span style="font-size:14px;"><strong>1. Lịch sử ra đời của GPS</strong></span></h3>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Từ h&agrave;ng ng&agrave;n năm trước, con người đ&atilde; cố gắng t&igrave;m nhiều c&aacute;ch kh&aacute;c nhau để x&aacute;c định phương hướng như sử dụng mặt trời, mặt trăng v&agrave; c&aacute;c v&igrave; sao.&nbsp;<br />
Đến thế kỷ 20, hải qu&acirc;n Hoa Kỳ đ&atilde; c&oacute; những những th&iacute; nghiệm định vị vệ tinh v&agrave;o năm 1960 để theo d&otilde;i c&aacute;c t&agrave;u ngầm mang t&ecirc;n lửa hạt nh&acirc;n. Kết quả cho thấy, chỉ với s&aacute;u vệ tinh quay quanh c&aacute;c cực, qu&acirc;n đội c&oacute; thể x&aacute;c định ch&iacute;nh x&aacute;c vị tr&iacute; của t&agrave;u ngầm trong v&ograve;ng v&agrave;i ph&uacute;t.<br />
Từ kết quả đ&oacute;, năm 1970, bộ quốc ph&ograve;ng Hoa Kỳ đ&atilde; quyết định ph&aacute;t triển một hệ vệ tinh để đảm bảo lu&ocirc;n c&oacute; c&aacute;c t&iacute;n hiệu mạnh, ổn định. Nhờ v&agrave;o nguồn tiền đổ v&agrave;o li&ecirc;n tục, c&ugrave;ng c&aacute;c kỹ sư ng&agrave;y đ&ecirc;m l&agrave;m việc, vệ tinh đầu ti&ecirc;n đ&atilde; được ph&oacute;ng l&ecirc;n kh&ocirc;ng gian năm 1978, v&agrave; to&agrave;n bộ hệ vệ tinh đ&atilde; được ho&agrave;n thiện v&agrave;o năm 1993 với 24 vệ tinh.<br />
<br />
<img alt="" src="/admin/webroot/upload/image/images/04-dich-vu-cung-cap-boi-mang-luoi-dinh-vi-ve-tinh-quoc-gia.jpg" style="width: 800px; height: 450px;" /><br />
<br />
</span></span>
<h3>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>2. Một số th&ocirc;ng tin về GPS</strong></span></span></h3>
<br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hệ thống định vị to&agrave;n cầu GPS được ho&agrave;n thiện với đầy đủ chức năng v&agrave;o năm 1994</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trung b&igrave;nh, bộ quốc ph&ograve;ng Hoa Kỳ phải chi 2 tỷ USD mỗi ng&agrave;y để vận h&agrave;nh hệ thống GPS, nhưng lại cho người d&acirc;n to&agrave;n cầu sử dụng miễn ph&iacute;</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Một vệ tinh di chuyển trong kh&ocirc;ng gian với vận tốc 14000km/giờ</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Với một bộ thu t&iacute;n hiệu GPS, bạn c&oacute; thể x&aacute;c định vị tr&iacute; của m&igrave;nh tại bất cứ đ&acirc;u tr&ecirc;n tr&aacute;i đất</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hệ thống GPS hoạt động to&agrave;n thời gian 24h/ng&agrave;y trong mọi điều kiện</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">T&iacute;n hiệu từ vệ tinh c&oacute; thể xuy&ecirc;n cqua nhựa, k&iacute;nh nhưng kh&ocirc;ng xuy&ecirc;n qua được gỗ, đ&aacute; v&agrave; b&ecirc; t&ocirc;ng</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Độ ch&iacute;nh x&aacute;c định vị th&ocirc;ng thường l&agrave; khoảng 5 m&eacute;t, nhưng nếu bạn d&ugrave;ng c&aacute;c bộ thu chuy&ecirc;n dụng như m&aacute;y đo RTK th&igrave; độ ch&iacute;nh x&aacute;c sẽ l&ecirc;n tới milimet</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Với GPS, người ta đo được ch&acirc;u &Uacute;c đang di chuyển với vận tốc 7.3cm/năm theo dướng Đ&ocirc;ng Bắc !</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">C&aacute;c quốc gia kh&aacute;c cũng đang cố gắng x&acirc;y dựng v&agrave; ph&aacute;t triển c&aacute;c hệ vệ tinh cho ri&ecirc;ng m&igrave;nh</span></span></li>
</ul>
<h2>
	<br />
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>II. Hệ thống định vị&nbsp;</strong></span></span><strong style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">to&agrave;n cầu&nbsp;</strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Glonass</strong></span></span></h2>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Glonass l&agrave; hệ thống định vị to&agrave;n cầu&nbsp;<span style="color: rgb(51, 51, 51);">được ph&aacute;t triển bởi Nga (Li&ecirc;n X&ocirc; c</span>ũ)<span style="color: rgb(51, 51, 51);">&nbsp;</span>dựa tr&ecirc;n c&aacute;c vệ tinh trong kh&ocirc;ng gian bay xung quanh tr&aacute;i đất, hệ thống n&agrave;y cung cấp c&aacute;c dịch vụ định vị, dẫn đường, x&aacute;c định thời gian một c&aacute;ch tin cậy, miễn ph&iacute; v&agrave; d&agrave;nh cho tất cả mọi người tr&ecirc;n thế giới.&nbsp;<br />
<br />
</span></span>
<h3>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>1. Một số phi&ecirc;n bản của Glonass</strong></span></span></h3>
<br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">GLONASS - được ph&oacute;ng v&agrave;o năm 1982, nhằm mục đ&iacute;ch hoạt động để định vị thời tiết, đo vận tốc v&agrave; thời gian ở bất kỳ đ&acirc;u tr&ecirc;n thế giới hoặc kh&ocirc;ng gian gần Tr&aacute;i đất của qu&acirc;n đội v&agrave; c&aacute;c tổ chức ch&iacute;nh thức.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">GLONASS-M - ra mắt năm 2003 th&ecirc;m m&atilde; d&acirc;n sự thứ hai, đ&acirc;y l&agrave; dấu mốc quan trọng để c&aacute;c nh&agrave; khảo s&aacute;t ph&aacute;t triển đầu thu tin hiệu vệ tinh phục vụ đo vẽ bản đồ.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">GLONASS-k - bắt đầu trở lại năm 2011 c&oacute; th&ecirc;m 3 loại nữa l&agrave; k1, k2 v&agrave; k. Th&ecirc;m tần số d&acirc;n dụng thứ ba.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">GLONASS-K2 - ra mắt sau năm 2015&nbsp;</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">GLONASS-KM - sẽ ra mắt sau năm 2025 (hiện đang trong giai đoạn nghi&ecirc;n cứu)</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/glonass-erf-com_637013101299011000.jpg" style="width: 800px; height: 443px;" /><br />
<br />
</span></span>
<h3>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>2. Một số th&ocirc;ng tin xung quanh Glonass</strong></span></span></h3>
<br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Từ năm 2011 đến năm 2020, ch&iacute;nh phủ Nga đ&atilde; đầu tư tổng cộng 15 tỷ đ&ocirc; v&agrave; hệ thống định vị Glonass của m&igrave;nh</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">C&oacute; 24 vệ tinh thuộc hệ thống Glonass đang hoạt động v&agrave; bay xung quanh tr&aacute;i đất</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Chiều cao quỹ đạo của Glonass l&agrave; 21150km</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Độ nghi&ecirc;ng so với mặt phẳng quỹ đạo l&agrave; 64.8 độ</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Chu kỳ quỹ đạo của một vệ tinh l&agrave; 11 giờ v&agrave; 16 ph&uacute;t</span></span></li>
</ul>
<h2>
	<br />
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>III.&nbsp; Hệ thống định vị to&agrave;n cầu&nbsp; Galileo</strong></span></span></h2>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Galileo l&agrave; hệ thống định vị vệ tinh to&agrave;n cầu được ph&aacute;t triển bởi li&ecirc;n minh ch&acirc;u &Acirc;u, được điều h&agrave;nh, thiết kế v&agrave; ph&aacute;t triển bởi Cơ quan&nbsp;<a href="https://tracdiathanhdat.vn/">GNSS</a>&nbsp;Ch&acirc;u &Acirc;u (GSA) v&agrave; Cơ quan vũ trụ ch&acirc;u &Acirc;u (ESA). Đ&acirc;y l&agrave; hệ thống định vị đầu ti&ecirc;n tr&ecirc;n thế giới được sử dụng cho c&aacute;c mục đ&iacute;ch d&acirc;n dụng với độ ch&iacute;nh x&aacute;c.</span></span>
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hệ thống định vị vệ tinh to&agrave;n cầu được đặt theo t&ecirc;n của nh&agrave; khoa học Galileo người &Yacute;, &ocirc;ng l&agrave; cha đẻ của việc quan s&aacute;t thi&ecirc;n văn học hiện đại, cha đẻ của ng&agrave;nh vật l&yacute; hiện đại, cũng l&agrave; người khai sinh ra khoa học hiện đại.</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/Galileo.jpg" style="width: 800px; height: 394px;" /><br />
<br />
</span></span>
<h3>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>1. Dịch vụ của Galileo</strong></span></span></h3>
<br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Dịch vụ mở (Open Service &ndash; OS): Miễn ph&iacute; cho tất cả mọi người</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Dịch vụ x&aacute;c thực tin nhắn điều hướng mở (OS-NMA): Miễn ph&iacute; cho tất cả mọi người</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Dịch vụ độ ch&iacute;nh x&aacute;c cao (HAS): Miến ph&iacute; cho tất cả mọi người</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Dịch vụ x&aacute;c thực t&iacute;n hiệu (SAS): Dịch vụ trả ph&iacute; d&agrave;nh cho doanh nghiệp</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Dịch vụ t&igrave;m kiếm cứu hộ cứu nạn (Sar) &ndash; một phần của Cospas-Sarsat</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Dịch vụ điều tiết c&ocirc;ng cộng (PRS) &ndash; Chỉ cung cấp cho người được c&aacute;c cơ quan ch&iacute;nh phủ ủy quyền</span></span></li>
</ul>
<h3>
	<br />
	<strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">2. Điểm mạnh của hệ thống Galileo</span></span></strong></h3>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tuy được sử dụng v&agrave;o mục đ&iacute;ch d&acirc;n sự, nhưng hệ thống Galileo c&oacute; hiệu suất ngang ngửa với những hệ thống định vị được ph&aacute;t triển chủ yếu phục vụ cho qu&acirc;n sự với 3 điểm nhấn được c&aacute;c chuy&ecirc;n gia c&ocirc;ng nhận:</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Ch&iacute;nh x&aacute;c cao: C&oacute; t&iacute;nh năng định vị thời gian thực, độ ch&iacute;nh x&aacute;c cho người d&ugrave;ng l&ecirc;n tới 1m, v&agrave; đạt tới h&agrave;ng centimet nếu sử dụng <a href="https://tracdiathanhdat.vn/may-dinh-vi-ve-tinh-gps-2-tan-so-rtk">RTK</a>&nbsp;chuy&ecirc;n dụng</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tin cậy: Với rất nhiều cải tiến, t&iacute;n hiệu từ vệ tinh Galileo rất ổn định, tin cậy d&ugrave; người d&ugrave;ng ở những địa h&igrave;nh kh&oacute; khăn hiểm trở.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">T&iacute;nh khả dụng: Hệ thống Galileo c&oacute; thể tương th&iacute;ch với c&aacute;c hệ thống kh&aacute;ch như GPS, Glonass, gi&uacute;p cho độ ch&iacute;nh x&aacute;c khi định vị được cải thiện đ&aacute;ng kể.</span></span></li>
</ul>
<h2>
	<br />
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>IV. Hệ thống định vị vệ tinh to&agrave;n cầu Beidou&nbsp;(hay c&ograve;n gọi l&agrave; Bắc Đẩu)</strong></span></span></h2>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hệ vệ tinh Beidou&nbsp;-&nbsp; t&ecirc;n tiếng anh l&agrave; BeiDou Navigation Satellite System, viết tắt l&agrave;&nbsp;BDS, l&agrave; hệ thống định vị vệ tinh do Trung Quốc đầu tư, x&acirc;y dựng v&agrave; ph&aacute;t triển.&nbsp;<br />
Hệ thống&nbsp;Beidou thế hệ đầu ti&ecirc;n, mang t&ecirc;n gọi ch&iacute;nh thức l&agrave;&nbsp;BeiDou Satellite Navigation Experimental System&nbsp;hoặc&nbsp;Beidou 1, gồm 3 vệ tinh hoạt động từ năm 2000, chỉ c&oacute; thể phủ s&oacute;ng trong l&atilde;nh thổ Trung Quốc, v&agrave; phục vụ chủ yếu cho Trung Quốc v&agrave; khu vực, quốc gia l&acirc;n cận. Beidou-1 ngừng hoạt động năm 2012.<br />
Hệ thống Beidou thế hệ 2&nbsp;mang t&ecirc;n ch&iacute;nh thức l&agrave; BeiDou Navigation Satellite System (BDS)&nbsp;hay c&ograve;n gọi l&agrave;&nbsp;COMPASS hoặc&nbsp;BeiDou-2&nbsp;gồm 10 vệ tinh bay tr&ecirc;n quỹ đạo, đi v&agrave;o hoạt động năm 2011 v&agrave; cung cấp dịch vụ cho khu vực Ch&acirc;u &Aacute; Th&aacute;i B&igrave;nh Dương.<br />
Hệ thống Beidou thế hệ thứ 3 (BDS-3) được ph&oacute;ng l&ecirc;n v&agrave;o năm 2015, v&agrave; ho&agrave;n thiện tổng số 35 vệ tinh bay xung quanh quỹ đạo tr&aacute;i đất v&agrave;o năm 2020, ch&iacute;nh thức cung cấp dịnh vị định vị, dẫn đường to&agrave;n cầu, l&agrave; đối trọng của c&aacute;c hệ vệ tinh kh&aacute;c trong hệ thống GNSS: GPS, Galileo, Glonass.&nbsp;Theo thời b&aacute;o China Daily, t&iacute;nh đến năm 2015, c&oacute; &iacute;t nhất 35 tỷ đ&ocirc; đ&atilde; được đầu tư v&agrave;o hệ thống định vị vệ tinh Bắc Đẩu (Beidou).<br />
<br />
</span></span>
<h3>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>1. Nguy&ecirc;n tắc hoạt động của hệ vệ tinh Beidou</strong></span></span></h3>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hệ thống BeiDou &aacute;p dụng 4 nguy&ecirc;n tắc cơ bản l&agrave; cởi mở, độc lập, tương th&iacute;ch v&agrave; tăng dần.</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Nguy&ecirc;n tắc cởi mở: Hệ thống BeiDou sẽ cung cấp dịch vụ mở chất lượng cao miễn ph&iacute; cho người d&ugrave;ng tr&ecirc;n to&agrave;n thế giới v&agrave; giao tiếp với c&aacute;c quốc gia kh&aacute;c để tạo điều kiện ph&aacute;t triển c&ocirc;ng nghệ v&agrave; c&ocirc;ng nghiệp GNSS.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Nguy&ecirc;n tắc độc lập: C&oacute; nghĩa l&agrave; Trung Quốc sẽ ph&aacute;t triển v&agrave; vận h&agrave;nh hệ thống BeiDou một c&aacute;ch độc lập, cung cấp dịch vụ một c&aacute;ch độc lập cho người d&ugrave;ng tr&ecirc;n to&agrave;n thế giới v&agrave; đặc biệt cung cấp c&aacute;c dịch vụ chất lượng cao ở khu vực Ch&acirc;u &Aacute; - Th&aacute;i B&igrave;nh Dương.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Nguy&ecirc;n tắc tương th&iacute;ch: Hệ thống BeiDou sẽ theo đuổi c&aacute;c giải ph&aacute;p để hiện thực khả năng tương th&iacute;ch, tương t&aacute;c với c&aacute;c hệ thống định vị vệ tinh kh&aacute;c để người d&ugrave;ng c&oacute; thể nhận được dịch vụ tốt hơn.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Nguy&ecirc;n tắc tăng dần: Dựa tr&ecirc;n nguy&ecirc;n tắc tăng dần, hệ thống BeiDou sẽ đi theo m&ocirc; h&igrave;nh từng bước ph&ugrave; hợp với sự ph&aacute;t triển kinh tế v&agrave; kỹ thuật ở Trung Quốc, cung cấp c&aacute;c dịch vụ li&ecirc;n tục l&acirc;u d&agrave;i cho người d&ugrave;ng, cải thiện hiệu suất hệ thống v&agrave; đảm bảo qu&aacute; tr&igrave;nh chuyển đổi liền mạch v&agrave; su&ocirc;n sẻ giữa hệ thống c&aacute;c giai đoạn x&acirc;y dựng.</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/he-thong-ve-tinh-beidou-min.jpg" style="width: 800px; height: 453px;" /><br />
<br />
</span></span>
<h3>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>2. C&aacute;c th&agrave;nh phần của hệ thống định vị to&agrave;n cầu Beidou</strong></span></span></h3>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Giống như c&aacute;c&nbsp;hệ thống định vị to&agrave;n cầu GNSS&nbsp;kh&aacute;c, hệ thống định vị vệ tinh Beidou cũng c&oacute; 3 th&agrave;nh phần ch&iacute;nh:</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Th&agrave;nh phần kh&ocirc;ng gian&nbsp;gồm 35 vệ tinh, trong đ&oacute; c&oacute; 5 vệ tinh địa tĩnh v&agrave; 30 vệ tinh động</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Th&agrave;nh phần mặt&nbsp;đất gồm c&aacute;c trạm điều h&agrave;nh tr&ecirc;n mặt đất được đặt tại Trung Quốc v&agrave; c&aacute;c trạm gi&aacute;m s&aacute;t được đặt rải r&aacute;c to&agrave;n cầu.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Th&agrave;nh phần người d&ugrave;ng&nbsp;gồm tất cả c&aacute;c c&aacute; nh&acirc;n, tập thể, doanh nghiệp được trang bị bộ thu t&iacute;n hiệu vệ tinh. V&iacute; dụ&nbsp;như điện thoại th&ocirc;ng minh hoặc thiết bị chuy&ecirc;n dụng đo vẽ bản đồ như&nbsp;m&aacute;y GPS RTK.</span></span></li>
</ul>
<div style="box-sizing: border-box;">
	&nbsp;</div>
<h2>
	<strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">V. Hệ thống&nbsp;định vị&nbsp;</span></span><strong style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">to&agrave;n cầu&nbsp;</strong></strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>IRNSS&nbsp;</strong></span></span><br />
	&nbsp;</h2>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">IRNSS viết tắt của&nbsp;Indian Regional Navigation Satellite System,&nbsp;l&agrave; hệ thống định vị khu vực của Ấn Độ, được ph&aacute;t triển bởi Tổ Chức Nghi&ecirc;n Cứu Kh&ocirc;ng Gian Ấn Độ. Hệ thống n&aacute;y c&oacute; t&aacute;c dụng định vị, chỉ đường v&agrave; một số ứng dụng chỉ giới hạn tại Ấn Độ v&agrave; c&aacute;c khu vực l&acirc;n cận nằm trong b&aacute;n k&iacute;nh 1500km t&iacute;nh từ bi&ecirc;n giới Ấn Độ.</span></span>
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hệ thống dự kiến sẽ cung cấp khả năng quan s&aacute;t vị tr&iacute;, vận tốc v&agrave; thời gian theo thời gian thực ch&iacute;nh x&aacute;c cho người d&ugrave;ng tr&ecirc;n nhiều nền tảng kh&aacute;c nhau với khả năng cung cấp dịch vụ 24 giờ x 7 ng&agrave;y trong mọi điều kiện thời tiết.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hệ thống n&agrave;y kh&ocirc;ng phải l&agrave; hệ thống định vị phủ s&oacute;ng tr&ecirc;n to&agrave;n cầu như hệ thống GPS của Mỹ, Beidou của Trung Quốc, Glonass của Nga hay Galileo của li&ecirc;n minh Ch&acirc;u &Acirc;u.</span></span></li>
</ul>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/fig-11.jpg" style="width: 800px; height: 452px;" /><br />
<br />
<strong>Hiệu suất của IRNSS</strong><br />
<br />
Hệ thống IRNSS hiện cung cấp hai loại dịch vụ:&nbsp;</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">SPS -&nbsp; Standard Position System: Dịch vụ Định vị Ti&ecirc;u chuẩn</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">RS - (Dịch vụ bị hạn chế / được ủy quyền)</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Cả hai dịch vụ n&agrave;y sẽ được cung cấp ở hai tần số, một ở băng tần L5 v&agrave; một ở băng tần S (S-band). Hệ thống n&agrave;y cung cấp độ ch&iacute;nh x&aacute;c vị tr&iacute; tuyệt đối cao hơn 10 m&eacute;t trong phạm vi bi&ecirc;n giới Ấn Độ v&agrave; tốt hơn 20 m&eacute;t (66 ft) ở Ấn Độ Dương cũng như một khu vực k&eacute;o d&agrave;i khoảng 1.500 km (930 mi) xung quanh Ấn Độ.&nbsp;Tuy nhi&ecirc;n, so s&aacute;nh với c&aacute;c hệ thống định vị vệ tinh to&agrave;n cầu kh&aacute;c, t&iacute;n hiệu của IRNSS được cho l&agrave; ổn định hơn do c&oacute; tần số k&eacute;p S v&agrave; L.</span></span><br />
<br />
<h2>
	<span style="font-family:tahoma,geneva,sans-serif;"><span style="font-size:14px;"><strong>VI. Hệ thống định vị to&agrave;n cầu QZSS</strong></span></span></h2>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">QZSS viết tắt của&nbsp;Quasi-Zenith Satellite System&nbsp;-&nbsp;l&agrave; một hệ thống định vị vệ tinh được ph&aacute;t triển bởi Nhật Bản. Mục ti&ecirc;u của QZSS l&agrave; cung cấp c&aacute;c dịch vụ định vị ch&iacute;nh x&aacute;c v&agrave; ổn định cao trong khu vực Ch&acirc;u &Aacute; - Ch&acirc;u Đại Dương, tương th&iacute;ch với GPS v&agrave; c&aacute;c&nbsp;<a href="https://tracdiathanhdat.vn/may-dinh-vi-ve-tinh-gps-2-tan-so-rtk">hệ vệ tinh GNSS to&agrave;n cầu</a>&nbsp;kh&aacute;c. Dịch vụ của QZSS được cung cấp v&agrave;o năm 2018.<br />
<br />
</span></span>
<h3>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>1. Sự h&igrave;nh th&agrave;nh v&agrave; ph&aacute;t triển của QZSS</strong></span></span></h3>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">QZSS được ch&iacute;nh phủ Nhật Bản cho ph&eacute;p v&agrave;o năm 2002. L&uacute;c đầu, hệ thống được ph&aacute;t triển bởi nh&oacute;m Advanced Space Business Corporation (ASBC), bao gồm Mitsubishi Electric Corp., Hitachi Ltd., v&agrave; GNSS Technologies Inc.&nbsp;<br />
Năm 2007, khi ASBC sụp đổ, c&ocirc;ng tr&igrave;nh được tiếp quản bởi JAXA c&ugrave;ng với Trung t&acirc;m Nghi&ecirc;n cứu v&agrave; Ứng dụng Định vị Vệ tinh (SPAC), được th&agrave;nh lập v&agrave;o th&aacute;ng 2 năm 2007 v&agrave; được sự chấp thuận của c&aacute;c Bộ trưởng li&ecirc;n quan đến nghi&ecirc;n cứu v&agrave; ph&aacute;t triển QZSS.<br />
Năm 2010, hoạt động đầu ti&ecirc;n được diễn ra với việc ph&oacute;ng c&aacute;c vệ tinh của hệ thống QZSS l&ecirc;n quỹ đạo. Tất cả chức năng của vệ tinh c&ugrave;ng trạm điều khiển mặt đất đ&atilde; đi v&agrave;o hoạt động v&agrave; mang lại hiệu quả.&nbsp;C&aacute;c thử nghiệm đ&atilde; chỉ ra rằng, một thiết bị thu t&iacute;n hiệu vệ tinh của QZSS lẫn GPS c&oacute; độ ch&iacute;nh x&aacute;c cao hơn 10% so với một thiết bị kh&aacute;c chỉ thu t&iacute;n hiệu GPS.<br />
<br />
Năm 2011, Ch&iacute;nh phủ Nhật Bản đ&atilde; quyết định đẩy nhanh việc triển khai QZSS để hệ thống c&oacute; 7 vệ tinh trong tương lai.&nbsp;<br />
<br />
<img alt="" src="/admin/webroot/upload/image/images/348834197_227781756630652_8609257992783074386_n.jpg" style="width: 800px; height: 450px;" /><br />
<br />
</span></span>
<h3>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>2.&nbsp;</strong></span></span><strong style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">Đặc điểm nổi bật của hệ thống vệ tinh QZSS</strong></h3>
<ul>
	<li>
		<span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">Hệ thống QZSS bao gồm 4 vệ tinh, phủ rộng tr&ecirc;n khu vực Ch&acirc;u &Aacute; &ndash; Th&aacute;i B&igrave;nh Dương.</span></li>
	<li>
		<span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">QZSS c&oacute; thể ph&aacute;t t&iacute;n hiệu bổ trợ, gi&uacute;p n&acirc;ng cao độ ch&iacute;nh x&aacute;c cho kết quả định vị.</span></li>
	<li>
		<span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">V&agrave;o bất cứ thời điểm n&agrave;o cũng sẽ c&oacute; &iacute;t nhất một vệ tinh thuộc hệ thống vệ tinh QZSS bay tr&ecirc;n bầu trời Nhật Bản.</span></li>
	<li>
		<span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">Hệ thống vệ tinh QZSS c&oacute; thể t&iacute;ch hợp với c&aacute;c hệ thống GNSS kh&aacute;c, gi&uacute;p cải thiện độ ch&iacute;nh x&aacute;c v&agrave; tin cậy của định vị.</span></li>
</ul>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>VII. Hệ thống&nbsp;định vị to&agrave;n cầu do Anh triển khai </strong><em>( cập nhật sau)</em></span></span><br />
<br />
<img alt="" src="/admin/webroot/upload/image/images/correctionservices-infrastructure-web-teaser.png" style="width: 800px; height: 381px;" /><br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> &nbsp;</span></span><br />
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			'id' => '658',
			'name' => 'Qui định kỹ thuật  thu nhận và xử lý ảnh số từ máy bay không người lái (UAV)',
			'code' => null,
			'alias' => 'qui-dinh-ky-thuat-thu-nhan-va-xu-ly-anh-so-tu-may-bay-khong-nguoi-lai-uav',
			'cat_id' => '40',
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			'shortdes' => '<span style="font-size:14px;">Việc sử dụng m&aacute;y&nbsp;bay kh&ocirc;ng người l&aacute;i để th&agrave;nh lập bản đồ phải tu&acirc;n theo th&ocirc;ng tư số 07/2021/TT-BTNMT được k&yacute; ng&agrave;y 30/6/2021.</span>',
			'content' => '<h2>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>I. Qui định về m&aacute;y bay kh&ocirc;ng người l&aacute;i&nbsp; (UAV) v&agrave; hệ thống thiết bị&nbsp;</strong></span></span></h2>
<br />
<h3>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">1. Quy định về UAV</span></span></h3>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">- Việc sử dụng UAV phải tu&acirc;n thủ c&aacute;c quy định tại Nghị định số 36/2008/ND-CP ng&agrave;y 28/3/2008 v&agrave; Nghị định số 79/2011/ND-CP ng&agrave;y 5/9/2011 về sửa đổi bổ sung nghị định 36. Ngo&agrave;i ra c&ograve;n tu&acirc;n thủ theo nghị định số 58/2010/ND-CP ng&agrave;y 1/6/2010 quy định chi tiết v&agrave; hướng dẫn thi h&agrave;nh một số điều của luật D&acirc;n qu&acirc;n tự vệ.<br />
- Thiết bị UAV phải thỏa m&atilde;n c&aacute;c ti&ecirc;u chuẩn được quy định tại Th&ocirc;ng tư số 35/2017/TT-BQP ng&agrave;y 12 th&aacute;ng 2 năm 2017 của Bộ trưởng Bộ quốc ph&ograve;ng.</span></span>
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">C&oacute; khả năng bay ở chế độ tự động v&agrave; b&aacute;n tự động</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">C&oacute; trọng lượng cất c&aacute;nh kh&ocirc;ng vượt qu&aacute; 25,0 kg</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">C&oacute; khả năng chịu gi&oacute; tối thiểu 8m/s</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">- Thiết bị v&ocirc; tuyến điện đi k&egrave;m UAV phải được đăng k&yacute; tần số theo quy định tại th&ocirc;ng tư số 05/2015/TT-BTTTT ng&agrave;y 23 th&aacute;ng 3 năm 2015 của Bộ Th&ocirc;ng tin v&agrave; truyền th&ocirc;ng.<br />
<br />
</span></span>
<h3>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">2. Quy định về m&aacute;y ảnh số v&agrave; thiết bị GNSS gắn tr&ecirc;n UAV</span></span></h3>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">- M&aacute;y ảnh số gắn tr&ecirc;n UAV phải c&oacute; ti&ecirc;u cự cố định trong qu&aacute; tr&igrave;nh bay chụp, c&oacute; chế độ tự chụp li&ecirc;n tục, chụp được ảnh m&agrave;u tự nhi&ecirc;n RGB với độ ph&acirc;n giải h&igrave;nh ảnh kh&ocirc;ng nhỏ hơn 20 Megapixel.<br />
- Thiết bị điều khiển mặt đất c&oacute; m&agrave;n h&igrave;nh hiển thị v&agrave; phải c&agrave;i đặt được c&aacute;c chức năng cơ bản. Phần mềm xử l&yacute; phải c&oacute; khả năng xử l&yacute; dữ liệu đầu v&agrave;o bao gồm dừ liệu thu nhận từ UAV v&agrave; dữ liệu trạm cố định, tạo lập c&aacute;c sản phẩm gồm đ&aacute;m m&acirc;y điểm, DSM, DEM, b&igrave;nh đồ ảnh&hellip;<br />
<br />
</span></span>
<h2>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>II. Qui&nbsp;định kỹ thuật về sản phẩm</strong></span></span></h2>
<br />
<h3>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">1. Quy định về ảnh gốc v&agrave; độ cao bay chụp</span></span></h3>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">- Ảnh gốc phải c&oacute; độ tương phản đồng đều, độ s&aacute;ng, độ n&eacute;t, m&agrave;u sắc đảm bảo cho qu&aacute; tr&igrave;nh xử l&yacute;, độ nh&ograve;e kh&ocirc;ng vượt qu&aacute; 0,25 GSD.</span></span><br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">- Độ phủ ngang của ảnh gốc phải đảm bảo từ 60% đến 80%, độ phủ dọc kh&ocirc;ng nhỏ hơn 70%.</span></span><br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">- Độ ph&acirc;n giải mặt đất tu&acirc;n theo bảng sau:</span></span><br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/Bảng 1.png" style="width: 822px; height: 246px;" /><br />
<br />
</span></span>
<h3>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">2. Độ cao bay của UAV </span></span></h3>
Đ<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">ược t&iacute;nh theo c&ocirc;ng thức <strong>H=f*GSD/S</strong><br />
Trong đ&oacute;: f l&agrave; chiều d&agrave;i ti&ecirc;u cự ống k&iacute;nh m&aacute;y, S l&agrave; k&iacute;ch thước Pixel, GSD l&agrave; độ ph&acirc;n giải mặt đất.<br />
<br />
</span></span>
<h3>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">3. Quy định về sản phẩm v&agrave; độ ch&iacute;nh x&aacute;c dữ liệu</span></span></h3>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">- Sản phẩm sau khi xử l&yacute; dữ liệu gồm đ&aacute;m m&acirc;y điểm, DSM, DEM, v&agrave; b&igrave;nh đồ ảnh<br />
- Dữ liệu đ&aacute;m m&acirc;y điểm được lưu trữ ở định dạng LAS, dữ liệu DSM, DEM được lưu trữ ở dạng raster( GEOTIFF-32bit) v&agrave; định dạng ASC II, c&oacute; k&iacute;ch thước dạng lưới &ocirc; vu&ocirc;ng với k&iacute;ch thước quy định tại bảng sau:<br />
<img alt="" src="/admin/webroot/upload/image/images/Bảng 2.png" style="width: 822px; height: 196px;" /><br />
<br />
- Phạm vi dữ liệu phải được cắt chờm bi&ecirc;n 1cm theo tỷ lệ bản đồ, kh&ocirc;ng được c&oacute; điểm trống trong khu vực bay.<br />
- Sai số trung phương độ cao của m&ocirc; h&igrave;nh DEM kh&ocirc;ng vượt qu&aacute; giới hạn tại bảng sau:<br />
<img alt="" src="/admin/webroot/upload/image/images/Bnảg 3.png" style="width: 816px; height: 164px;" /><br />
<br />
- Sản phẩm b&igrave;nh đồ ảnh c&oacute; định dạng GeoTiff- 24 bit, c&oacute; m&agrave;u sắc tự nhi&ecirc;n, h&agrave;i h&ograve;a, kh&ocirc;ng qu&aacute; s&aacute;ng tối, kh&ocirc;ng bị l&oacute;a, kh&ocirc;ng c&oacute; m&acirc;y che. Độ ph&acirc;n giải b&igrave;nh đồ ảnh được quy định theo bảng dưới:<br />
<img alt="" src="/admin/webroot/upload/image/images/Bảng 4.png" style="width: 821px; height: 190px;" /><br />
<br />
- Sai số b&igrave;nh đồ ảnh kh&ocirc;ng vượt qu&aacute; 0,4mm so với điểm khống chế đo vẽ gần nhất theo tỷ lệ bản đồ cần th&agrave;nh lập.<br />
<br />
</span></span>
<h2>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>III. Qui&nbsp;định về thu nhận v&agrave; xử l&yacute; dữ liệu</strong></span></span></h2>
<p style="box-sizing: border-box; font-family: &quot;Helvetica Neue&quot;, Helvetica, Arial, sans-serif; font-weight: 500; line-height: 1.5; color: rgb(51, 51, 51); margin-top: 20px; margin-bottom: 10px; font-size: 16px; text-align: justify;">
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Quy tr&igrave;nh về thu nhận v&agrave; xử l&yacute; dữ liệu gồm c&aacute;c bước sau:</span></span></p>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/Bảng 5.png" style="width: 794px; height: 570px;" /></span></span><br />
<br />
&nbsp;
<h2 id="2-dia-chi-mua-thiet-bi-may-bay-khong-nguoi-lai-uav-uy-tin" style="margin: 0px; padding: 0px; font-family: arial; line-height: 19px; color: rgb(51, 51, 51); text-rendering: optimizelegibility; font-size: 31.5px; text-align: justify;">
	<span style="margin: 0px; padding: 0px; font-size: 14px;"><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;">IV. Địa chỉ mua thiết bị m&aacute;y bay kh&ocirc;ng người l&aacute;i (UAV) uy t&iacute;n</span></span></h2>
<br style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); font-family: arial; font-size: 13px; text-align: justify;" />
<span style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); font-family: arial; text-align: justify; font-size: 14px;"><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;">C&Ocirc;NG TY CP C&Ocirc;NG NGHỆ V&Agrave; TM TH&Agrave;NH ĐẠT chuy&ecirc;n nhập khẩu v&agrave; cung cấp c&aacute;c loại m&aacute;y bay kh&ocirc;ng người l&aacute;i (UAV) phục vụ c&ocirc;ng t&aacute;c khảo s&aacute;t, đo vẽ bản đồ uy t&iacute;n l&acirc;u năm tr&ecirc;n to&agrave;n quốc. C&aacute;c loại UAV m&agrave; ch&uacute;ng t&ocirc;i ph&acirc;n phối bao gồm:</span></span><br style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); font-family: arial; font-size: 13px; text-align: justify;" />
<br style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); font-family: arial; font-size: 13px; text-align: justify;" />
<ul style="margin: 0px; padding: 0px 0px 0px 15px; color: rgb(51, 51, 51); font-family: arial; font-size: 13px; text-align: justify;">
	<li style="margin: 0px; padding: 0px; line-height: 20px;">
		<span style="margin: 0px; padding: 0px; font-size: 14px;"><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;">Phantom 4 RTK,</span></span></li>
	<li style="margin: 0px; padding: 0px; line-height: 20px;">
		<span style="margin: 0px; padding: 0px; font-size: 14px;"><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;">Matrice 300 RTK</span></span></li>
	<li style="margin: 0px; padding: 0px; line-height: 20px;">
		<span style="margin: 0px; padding: 0px; font-size: 14px;"><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;">Mavic 2 Enterprise</span></span></li>
	<li style="margin: 0px; padding: 0px; line-height: 20px;">
		<span style="margin: 0px; padding: 0px; font-size: 14px;"><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;">Mavic 3</span></span></li>
	<li style="margin: 0px; padding: 0px; line-height: 20px;">
		<span style="margin: 0px; padding: 0px; font-size: 14px;"><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;">Matrice 600 Pro</span></span></li>
	<li style="margin: 0px; padding: 0px; line-height: 20px;">
		<span style="margin: 0px; padding: 0px; font-size: 14px;"><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;">Lidar L1, Pin cho Phantom 4, Pin M300 TB60</span></span></li>
	<li style="margin: 0px; padding: 0px; line-height: 20px;">
		<span style="margin: 0px; padding: 0px; font-size: 14px;"><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;">D-RTK2</span></span></li>
</ul>
<br style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); font-family: arial; font-size: 13px; text-align: justify;" />
<span style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); font-family: arial; text-align: justify; font-size: 14px;"><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;"><u style="margin: 0px; padding: 0px;"><strong style="margin: 0px; padding: 0px;">Li&ecirc;n hệ:&nbsp;</strong></u><br style="margin: 0px; padding: 0px;" />
<br style="margin: 0px; padding: 0px;" />
Số 50 L&aacute;ng Hạ, Đống Đa, H&agrave; Nội<br style="margin: 0px; padding: 0px;" />
Số 5/161 Nguyễn Tu&acirc;n. Thanh Xu&acirc;n, H&agrave; Nội<br style="margin: 0px; padding: 0px;" />
Tel: 024.37764930<br style="margin: 0px; padding: 0px;" />
Hotline: 0913051734 (call/imesage/zalo)<br style="margin: 0px; padding: 0px;" />
Website:&nbsp;<a href="http://www.tracdiathanhdat.vn/?fbclid=IwAR3altI5BIG46Mm2_6oxBl-TQxXGfXGEm4M1GUGsoDeNELr3WrYUlO7g2jk" style="margin: 0px; padding: 0px; color: rgb(74, 75, 75); text-decoration-line: none; transition: color 0.2s linear 0s; font-size: 13px;" target="_blank">www.tracdiathanhdat.vn</a><br style="margin: 0px; padding: 0px;" />
Email: tracdiathanhdat@gmail.com</span></span><br style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); font-family: arial; font-size: 13px; text-align: justify;" />
<span style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); font-family: arial; font-size: 13px; text-align: justify;">&nbsp;</span><br style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); font-family: arial; font-size: 13px; text-align: justify;" />
<span style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); font-family: arial; text-align: justify; font-size: 14px;"><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;"><strong style="margin: 0px; padding: 0px;">@ Lu&ocirc;n&nbsp;đồng h&agrave;nh c&ugrave;ng bạn!</strong></span></span>',
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			'name' => 'Vì sao bạn nên sở hữu một chiếc máy đo khoảng cách laser? ',
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			'shortdes' => '<span style="font-family:tahoma,geneva,sans-serif;"><span style="font-size:14px;"><span style="color: rgb(5, 5, 5); white-space: pre-wrap;">M&aacute;y đo khoảng c&aacute;ch laser mang tới nhiều tiện &iacute;ch thi&ecirc;́t thực, phục vụ cho nhiều c&ocirc;ng t&aacute;c đo đạc kh&aacute;c nhau. M&aacute;y hoạt động mạnh mẽ với nhiều t&iacute;nh năng chuy&ecirc;n s&acirc;u sẽ gi&uacute;p c&ocirc;ng việc đo đạc trở l&ecirc;n đơn giản, tiện lợi v&agrave; nhanh ch&oacute;ng hơn.</span></span></span>',
			'content' => '<h2>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">1. M&aacute;y đo khoảng c&aacute;ch laser (hay c&ograve;n gọi l&agrave; thước laser) l&agrave; g&igrave;?</span></span></h2>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">M&aacute;y đo khoảng c&aacute;ch laser l&agrave;&nbsp;thiết bị được sử dụng để x&aacute;c định ch&iacute;nh x&aacute;c khoảng c&aacute;ch giữa hai điểm một c&aacute;ch ch&iacute;nh x&aacute;c bằng tia laser. Khi sử dụng thiết bị n&agrave;y, người đo kh&ocirc;ng cần phải tiếp x&uacute;c trực tiếp đến c&aacute;c điểm, hoặc sử dụng đến c&aacute;c phương tiện truyền th&ocirc;ng như thước d&acirc;y, thước th&eacute;p.<br />
<br />
<img alt="" src="/admin/webroot/upload/image/images/201203071451_0(2).jpg" style="width: 680px; height: 346px;" /></span></span>
<h2>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>2. Khoảng c&aacute;ch đo v&agrave; độ ch&iacute;nh x&aacute;c của thước laser</strong></span></span></h2>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Thước laser c&oacute; thể đo được khoảng c&aacute;ch xa l&ecirc;n tới 400- 500m với độ ch&iacute;nh x&aacute;c +-2mm. Tuy nhi&ecirc;n, tại Việt Nam, c&aacute;c kỹ sư thường sử dụng c&aacute;c loại thước laser đo ở khoảng c&aacute;ch 40 - 100m để đo đạc trong một kh&ocirc;ng gian vừa đủ. Ở những khu vực đo rộng lớn hơn, để phục vụ cho c&ocirc;ng t&aacute;c đo đạc, khảo s&aacute;t người ta sẽ sử dụng c&aacute;c loại m&aacute;y như: kinh vĩ, m&aacute;y to&agrave;n đạc, m&aacute;y GPS 2 tần, ...<br />
<img alt="" src="/admin/webroot/upload/image/images/May_do_laser_Leica__DISTO_D110(2).jpg" style="width: 680px; height: 398px;" /></span></span><br />
<h2>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>3. L&yacute; do bạn n&ecirc;n sở hữu một chiếc thước laser</strong></span></span></h2>
<br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Nhỏ gọn, nhẹ nh&agrave;ng:</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Với k&iacute;ch thước nhỏ hơn một chiếc điện thoại di động, thước laser c&oacute; thể dễ d&agrave;ng được mang theo tr&ecirc;n mọi địa h&igrave;nh.<br />
</span></span>
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tiện dụng:</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Khoảng c&aacute;ch giữa c&aacute;c vật được x&aacute;c định nhanh ch&oacute;ng chỉ trong v&agrave;i thao t&aacute;c. Trong khi nếu sử dụng m&aacute;y to&agrave;n đạc, m&aacute;y GPS 2 tần số, người d&ugrave;ng phải mất thời gian thiết lập.<br />
</span></span>
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Nhiều ứng dụng:</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Thước laser c&oacute; thể chia khoảng, t&iacute;nh diện t&iacute;ch, thể t&iacute;ch, đo gi&aacute;n tiếp,... Nhiều thước laser c&ograve;n được hỗ trợ bởi ứng dụng Android.<br />
</span></span>
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Gi&aacute; th&agrave;nh rẻ:</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Bạn c&oacute; thể sở hữu một chiếc thước laser với chỉ với một ng&acirc;n s&aacute;ch hợp l&yacute; từ v&agrave;i trăm đến khoảng hơn 1 triệu đồng (tuỳ từng model v&agrave; h&atilde;ng sản xuất).<br />
<br />
<img alt="" src="/admin/webroot/upload/image/images/Banner 14_9(2).png" style="width: 680px; height: 544px;" /><br />
&nbsp; </span></span><br />
<h2>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">4.&nbsp;<span style="color: rgb(51, 51, 51); text-align: justify;">Địa chỉ mua m</span>&aacute;y đo khoảng c&aacute;ch laser&nbsp;<span style="color: rgb(51, 51, 51); text-align: justify;">uy t&iacute;n</span></span></span></h2>
<br style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); font-family: arial; font-size: 13px; text-align: justify;" />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); text-align: justify;"><span style="margin: 0px; padding: 0px;">C&Ocirc;NG TY CP C&Ocirc;NG NGHỆ V&Agrave; TM TH&Agrave;NH ĐẠT chuy&ecirc;n nhập khẩu v&agrave; ph&acirc;n phối c&aacute;c loại m&aacute;y đo khoảng c&aacute;ch laser của c&aacute;c h&atilde;ng Bosch, Leica, Sincon, Laisai, Total Meter, SNDWAY,..&nbsp;phục vụ c&ocirc;ng t&aacute;c&nbsp;thi c&ocirc;ng nội, ngoại thất.</span></span><br />
<br />
<span style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); text-align: justify;"><span style="margin: 0px; padding: 0px;">Với hơn 20 năm kinh nghiệm c&ugrave;ng</span></span><span style="color: rgb(51, 51, 51); text-align: justify;">&nbsp;</span><span style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); text-align: justify;"><span style="margin: 0px; padding: 0px;">đội ngũ nh&acirc;n vi&ecirc;n, kỹ thuật vi&ecirc;n năng động, c&oacute; tr&igrave;nh độ cao&nbsp;</span></span><span style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); text-align: justify;">ch&uacute;ng t&ocirc;i&nbsp;tự h&agrave;o v&agrave; tin tưởng Qu&yacute; kh&aacute;ch h&agrave;ng sẽ h&agrave;i l&ograve;ng khi sử dụng c&aacute;c sản phẩm v&agrave; dịch vụ do ch&uacute;ng t&ocirc;i cung cấp.</span></span></span><br style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); font-family: arial; font-size: 13px; text-align: justify;" />
<div style="margin: 0px; padding: 0px; line-height: 20px;">
	&nbsp;</div>
<br style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); font-family: arial; font-size: 13px; text-align: justify;" />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); text-align: justify;"><span style="margin: 0px; padding: 0px;"><u style="margin: 0px; padding: 0px;"><strong style="margin: 0px; padding: 0px;">Li&ecirc;n hệ:&nbsp;</strong></u><br style="margin: 0px; padding: 0px;" />
<br style="margin: 0px; padding: 0px;" />
Số 50 L&aacute;ng Hạ, Đống Đa, H&agrave; Nội<br style="margin: 0px; padding: 0px;" />
Số 5/161 Nguyễn Tu&acirc;n. Thanh Xu&acirc;n, H&agrave; Nội<br style="margin: 0px; padding: 0px;" />
Tel: 024.37764930<br style="margin: 0px; padding: 0px;" />
Hotline: 0913051734 (call/imesage/zalo)<br style="margin: 0px; padding: 0px;" />
Website:&nbsp;<a href="http://www.tracdiathanhdat.vn/?fbclid=IwAR3altI5BIG46Mm2_6oxBl-TQxXGfXGEm4M1GUGsoDeNELr3WrYUlO7g2jk" style="margin: 0px; padding: 0px; color: rgb(74, 75, 75); text-decoration-line: none; transition: color 0.2s linear 0s; font-size: 13px;" target="_blank">www.tracdiathanhdat.vn</a><br style="margin: 0px; padding: 0px;" />
Email: tracdiathanhdat@gmail.com</span></span><br style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); font-family: arial; font-size: 13px; text-align: justify;" />
<span style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); text-align: justify;">&nbsp;</span><br style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); font-family: arial; font-size: 13px; text-align: justify;" />
<span style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); text-align: justify;"><span style="margin: 0px; padding: 0px;"><strong style="margin: 0px; padding: 0px;">@ Lu&ocirc;n&nbsp;đồng h&agrave;nh c&ugrave;ng bạn!</strong></span></span></span></span><br />
<br />
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			'content' => '<span style="font-size: 14px; font-family: tahoma, geneva, sans-serif;"><span style="color: rgb(85, 85, 85); text-align: justify; line-height: 16.8667px;"><em>Hiện nay</em> c</span><span style="color: rgb(85, 85, 85); text-align: justify; font-style: italic; line-height: 16.8667px;">&ocirc;ng nghệ chụp ảnh từ c&aacute;c thiết bị bay kh&ocirc;ng người l&aacute;i (Unmanned Aerial Vehicles -&nbsp;UAV) l&agrave; c&ocirc;ng nghệ được nghi&ecirc;n cứu v&agrave; sử dụng ở nhiều nước tr&ecirc;n thế giới như:&nbsp;Nga, Mỹ, Thụy sĩ,&hellip;&nbsp;Việc ứng dụng c&ocirc;ng nghệ bay chụp ảnh từ c&aacute;c thiết bị bay kh&ocirc;ng người l&aacute;i trong c&ocirc;ng t&aacute;c khảo s&aacute;t địa h&igrave;nh đang rất được quan t&acirc;m v&agrave; &aacute;p dụng. C&ocirc;ng nghệ n&agrave;y c&oacute; rất nhiều ưu điểm so với c&aacute;c phương ph&aacute;p khảo s&aacute;t truyền thống như:gi&aacute; th&agrave;nh thấp, nhanh ch&oacute;ng, tiện dụng, độ ch&iacute;nh x&aacute;c cao (do độ ph&acirc;n giải của m&aacute;y chụp ảnh cao v&agrave; UAV bay ở độ cao thấp), đo được c&aacute;c khu vực c&oacute; địa h&igrave;nh phức tạp hiểm trở, kh&oacute; khắn, r&uacute;t ngắn thời gian cho c&ocirc;ng t&aacute;c khảo s&aacute;t th&agrave;nh lập bản đồ địa h&igrave;nh so với c&aacute;c thiết bị kh&aacute;c&hellip;</span><br />
<br />
<strong>A. L</strong></span><strong><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">ợi &iacute;ch c</span><span style="font-family:tahoma,geneva,sans-serif;"><span style="font-size:14px;">ủa</span></span>&nbsp;<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">ứng dụng UAV trong khảo s&aacute;t địa h&igrave;nh n&oacute;i ri&ecirc;ng v&agrave; trong việc th&agrave;nh lập bản đồ</span></span></strong><br />
<br />
<ul>
	<li>
		<span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">Tiết kiệm chi ph&iacute;. Theo phương ph&aacute;p khảo s&aacute;t địa h&igrave;nh truyền thống, nếu khu vực qu&aacute; rộng lớn hoặc c&oacute; thể chia cắt nhiều th&igrave; việc khảo s&aacute;t đo đạc rất kh&oacute; khăn. Ng&acirc;n s&aacute;ch cho việc đo đạc khảo s&aacute;t gia tăng rất nhiều. Với Drone RTK, c&aacute;c trường hợp kh&oacute; khăn đ&oacute; sẽ được giải quyết v&agrave; chi ph&iacute; sẽ rẻ hơn nhiều.</span></li>
	<li>
		<span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">Tiến độ khảo s&aacute;t nhanh tr&ecirc;n phạm vi lớn. Với c&ocirc;ng nghệ Drone RTK hiện nay, việc khảo s&aacute;t địa h&igrave;nh tr&ecirc;n một phạm vị lớn. Chỉ cần 1-2 ng&agrave;y l&agrave;m ho&agrave;n th&agrave;nh c&ocirc;ng việc ở hiện trường. Trong khi đo đạc địa h&igrave;nh 1/1000 ở khu vực rộng lớn th&igrave; nhiều khi l&ecirc;n đến hơn 30 ng&agrave;y. V&iacute; dụ khu vực khảo s&aacute;t 300ha, đo đạc địa h&igrave;nh 1/1000 2 tổ đội c&oacute; thể mất 20-30 ng&agrave;y l&agrave;m việc.</span></li>
	<li>
		<span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">Lưu giữ cả h&igrave;nh ảnh để xem x&eacute;t đối chiếu khi cần thiết. H&igrave;nh ảnh trực quan tại thời điểm bay chụp, n&oacute; l&agrave; nguồn t&agrave;i liệu lịch sử qu&yacute; gi&aacute; để kiểm tra đối chiếu khi kiểm tra dự &aacute;n.</span></li>
	<li>
		<span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">Độ ch&iacute;nh x&aacute;c tương đương với c&ocirc;ng nghệ đo đạc truyền thống nếu sử dụng Drone RTK. Tuy nhi&ecirc;n, việc n&agrave;y đ&ograve;i hỏi tư vấn khảo s&aacute;t địa h&igrave;nh phải c&oacute; nhiều kinh nghiệm.</span></li>
	<li>
		<span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">Rất tiết kiệm nếu dự &aacute;n mới chỉ ở bước khảo s&aacute;t sơ bộ. Chưa ch&iacute;nh thức triển khai, chỉ ở mức đ&aacute;nh gi&aacute; tiền khả thi.</span></li>
	<li>
		<span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">Khảo s&aacute;t ở những địa h&igrave;nh đồi n&uacute;i hiểm trở cho c&aacute;c c&ocirc;ng tr&igrave;nh dạng tuyến: đường giao th&ocirc;ng, đường d&acirc;y truyền tải điện&hellip;.</span></li>
</ul>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hiện nay, th</span>iết bị được sử dụng phổ&nbsp;<span style="font-family:tahoma,geneva,sans-serif;">biến nhất vẫn l&agrave; Phantom 4 RTK của h&atilde;ng DJI.&nbsp;<br />
<br />
<strong>B. Hạn chế của phương ph&aacute;p đo đạc bằng Drone RTK trong khảo s&aacute;t địa h&igrave;nh</strong><br />
<br />
Việc xin ph&eacute;p bay chụp ảnh để th&agrave;nh lập bản đồ địa h&igrave;nh hiện nay phức tạp trong c&aacute;c thủ tục xin ph&eacute;p bay chụp (thời gian xin ph&eacute;p l&ecirc;n tới 5-7 ng&agrave;y).<br />
<br />
Đối với những v&ugrave;ng địa h&igrave;nh chưa quen thuộc, rất dễ bị rơi mất m&aacute;y bay nếu t&iacute;nh to&aacute;n ước t&iacute;nh độ cao bay chụp sai lầm.<br />
<br />
Thời lượng pin của m&aacute;y bay hiện tại c&ograve;n hạn chế.&nbsp;Thời gian bay chụp của một ca m&aacute;y chỉ khoảng 20-30 ph&uacute;t. Việc thiết kế tuyến bay chụp đ&ograve;i hỏi người khảo s&aacute;t c&oacute; nhiều kinh nghiệm để tối ưu h&oacute;a việc bay chụp cho dự &aacute;n.</span></span><br />
<br />
<img alt="" src="/admin/webroot/upload/image/images/UAV banner.png" style="font-family: tahoma, geneva, sans-serif; font-size: 14px; width: 680px; height: 570px;" /><br />
<span class="emoji-sizer emoji-outer " style="display: inline-block; overflow: hidden; letter-spacing: 50px; color: transparent; text-shadow: none; width: 22px; height: 22px; font-family: &quot;Segoe UI&quot;, SegoeuiPc, &quot;San Francisco&quot;, &quot;Helvetica Neue&quot;, Helvetica, &quot;Lucida Grande&quot;, Roboto, Ubuntu, Tahoma, &quot;Microsoft Sans Serif&quot;, Arial, sans-serif; font-size: 15px; background: url(&quot;assets/emoji.1e7786c93c8a0c1773f165e2de2fd129.png?v=20180604&quot;) 6% 15% / 5100%; -webkit-user-drag: element; margin: 0px 0px -3px;">✅</span><span class="text" style="user-select: text; white-space: pre-wrap; color: rgb(0, 26, 51); font-family: &quot;Segoe UI&quot;, SegoeuiPc, &quot;San Francisco&quot;, &quot;Helvetica Neue&quot;, Helvetica, &quot;Lucida Grande&quot;, Roboto, Ubuntu, Tahoma, &quot;Microsoft Sans Serif&quot;, Arial, sans-serif; font-size: 15px;"> </span>',
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			'title_seo' => 'GNSS RTK',
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			'meta_des' => 'Máy RTK, máy định vị vệ tinh RTK, máy GPS RTK, máy định vị vệ tinh GNSS RTK, máy RTK giá rẻ, máy RTK tốt nhất',
			'created' => '2021-09-28',
			'modified' => '2026-02-01',
			'status' => '1',
			'view' => '662887',
			'slug' => 'khao-sat-dia-hinh-bang-flycam-uav-rtk',
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			'name' => 'Blogs',
			'parent_id' => null,
			'alias' => 'blogs',
			'images' => '',
			'lft' => '103',
			'rght' => '104',
			'pos' => '5',
			'status' => '1',
			'title_seo' => 'tin tức trắc địa, cập nhật xu hướng đo đạc mới, công nghệ đo đạc, thiết bị đo đạc hiện đại, mẹo kỹ thuật trắc địa, sai số đo đạc, hệ tọa độ VN-2000, GNSS, RTK, GPS trắc địa, phần mềm trắc địa, phần mềm GIS, SurPad, LandStar, Magnet Field, Leica Captivate, Trimble Access',
			'meta_key' => 'tin tức trắc địa, cập nhật xu hướng đo đạc mới, công nghệ đo đạc, thiết bị đo đạc hiện đại, mẹo kỹ thuật trắc địa, sai số đo đạc, hệ tọa độ VN-2000, GNSS, RTK, GPS trắc địa, phần mềm trắc địa, phần mềm GIS, SurPad, LandStar, Magnet Field, Leica Captivate, Trimble Access',
			'meta_des' => 'phần mềm máy đo đạc, phần mềm GIS, phần mềm trút dữ liệu',
			'created' => '2015-12-16',
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			'slug' => 'blogs',
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			'hot' => '0',
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	(int) 5 => array(
		'Post' => array(
			'id' => '652',
			'name' => 'AUTO HEIGHT - Tính năng hỗ trợ đỉnh cao của máy toàn đạc Leica thế hệ mới',
			'code' => null,
			'alias' => 'auto-height-tinh-nang-ho-tro-dinh-cao-cua-may-toan-dac-leica-the-he-moi',
			'cat_id' => '40',
			'price' => '0',
			'type' => 'new',
			'shortdes' => '<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trong c&aacute;c m&aacute;y to&agrave;n đạc điện tử hiện nay, Leica FlexLine TS07 v&agrave; Leica FlexLine TS10 được Leica t&iacute;ch hợp th&ecirc;m&nbsp;t&iacute;nh năng tự đo chiều cao m&aacute;y &ndash; AutoHeight&nbsp;nhằm gi&uacute;p c&aacute;c kỹ sư l&agrave;m việc nhanh ch&oacute;ng v&agrave; ch&iacute;nh x&aacute;c hơn.</span></span>',
			'content' => '<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trong tất cả c&aacute;c chương tr&igrave;nh đo ứng dụng, khảo s&aacute;t với&nbsp;m&aacute;y to&agrave;n đạc điện tử, chiều cao m&aacute;y l&agrave; một trong những th&ocirc;ng tin kh&ocirc;ng thể thiếu để phần mềm m&aacute;y c&oacute; thể t&iacute;nh to&aacute;n v&agrave; cho ra kết quả của c&aacute;c b&agrave;i to&aacute;n kh&aacute;c nhau.<br />
<br />
Tuy nhi&ecirc;n, việc đo cao m&aacute;y bằng thước th&eacute;p truyền thống mang lại nhiều bất tiện như:</span></span></span><br />
<ul>
	<li>
		<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Qu&ecirc;n mang thước th&eacute;p khi ra thực địa</span></span></span></li>
	<li>
		<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Sai số lớn do qu&aacute; tr&igrave;nh đo bằng tay</span></span></span></li>
	<li>
		<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Nhập cao m&aacute;y bằng tay đ&ocirc;i khi nhầm lẫn</span></span></span></li>
	<li>
		<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Mất nhiều thời gian</span></span></span></li>
</ul>
<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trải qua hơn 200 năm ph&aacute;t triển trong lĩnh vực đo đạc trắc địa,&nbsp;Leica Geosystems&nbsp;thấu hiểu những kh&oacute; khăn m&agrave; người sử dụng gặp phải. Năm 2020,&nbsp;h&atilde;ng đ&atilde; cho ra đời t&iacute;nh năng AutoHeight ( Tự đo chiều cao m&aacute;y chỉ với một n&uacute;t bấm hay chấm b&uacute;t&nbsp; đơn giản). T&iacute;nh năng n&agrave;y mang lại sự kh&aacute;c biệt so với phần c&ograve;n lại &ndash; Giải quyết triệt để c&aacute;c vấn đề li&ecirc;n quan đến việc đo chiều cao trạm m&aacute;y bằng phương ph&aacute;p truyền thống.&nbsp;</span></span></span><br />
<br />
<h2>
	<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>1. Tổng quan về chức năng Auto Height</strong></span></span></span></h2>
<br />
<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Như đ&atilde; biết, khi thiết lập v&agrave; định hướng trạm m&aacute;y, c&aacute;c kỹ sư phải bật tia laser dọi t&acirc;m để c&acirc;n bằng m&aacute;y một c&aacute;ch ch&iacute;nh x&aacute;c.<br />
Tuy nhi&ecirc;n, nh&agrave; sản xuất Leica lại cải tiến lu&ocirc;n tia laser dọi t&acirc;m n&agrave;y bằng một tia laser c&oacute; chức năng&nbsp;đo EDM, vừa l&agrave; một tia đỏ c&ocirc;ng suất lớn c&oacute; thể nh&igrave;n thấy, vừa c&oacute; thể đo khoảng c&aacute;ch bằng cơ chế đo EDM.<br />
Modul đo cao m&aacute;y tự động c&oacute; chỉ ti&ecirc;u kỹ thuật cao, đ&aacute;p ứng được c&aacute;c chỉ ti&ecirc;u trong qu&aacute; tr&igrave;nh đo đạc:</span></span></span><br />
<ul>
	<li>
		<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Độ ch&iacute;nh x&aacute;c 1mm&nbsp;</span></span></span></li>
	<li>
		<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Phạm vi đo từ 0,7 đến đến 2,7m</span></span></span></li>
	<li>
		<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tốc độ đo ti&ecirc;u dưới 3s</span></span></span></li>
</ul>
<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/do-cao-may-bang-thuoc-thep.jpg" style="width: 680px; height: 484px;" /></span></span><br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">&nbsp;</span></span></span><br />
<h2>
	<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>2. Ưu điểm của t&iacute;nh năng Auto Height</strong></span></span></span></h2>
<br />
<li>
	<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kh&ocirc;ng mất thời gian trong như khi đo thước bằng tay.</span></span></span></li>
<li>
	<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Chiều cao m&aacute;y ch&iacute;nh x&aacute;c v&agrave; đ&aacute;ng tin cậy.</span></span></span></li>
<li>
	<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kh&ocirc;ng nhầm lẫn trong việc đọc v&agrave; nhập chiều cao m&aacute;y bằng tay.</span></span></span></li>
<li>
	<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kh&ocirc;ng cần c&oacute; th&ecirc;m dụng cụ để vận h&agrave;nh.</span></span></span></li>
<br />
<h2>
	<span style="color:#000000;"><strong><span style="font-size: 14px;"><span style="font-family: tahoma, geneva, sans-serif;">3. Một số lưu &yacute; khi thao t&aacute;c t&iacute;nh năng&nbsp; AutoHeight</span></span></strong></span></h2>
<p>
	<br />
	<span style="color:#000000;"><span style="font-size: 14px;"><span style="font-family: tahoma, geneva, sans-serif;">- Qu&aacute; tr&igrave;nh bấm đo, c&oacute; thể c&oacute; ph&aacute;t sinh v&agrave; phần mềm th&ocirc;ng minh sẽ xuất hiện cảnh b&aacute;o.&nbsp; C&aacute;c cảnh b&aacute;o n&agrave;y gi&uacute;p ta biết cường độ phản xạ t&iacute;n hiệu đo qu&aacute; mạnh hoặc cần phải giảm cường độ ph&aacute;t t&iacute;n hiệu.<br />
	- Ch&acirc;n m&aacute;y để bị nghi&ecirc;ng hoặc sau khi c&acirc;n m&aacute;y, tia đo bị vướng ốc giữ m&aacute;y, m&agrave;n h&igrave;nh nhắc cho ta quay th&acirc;n m&aacute;y 180 độ để tho&aacute;t ra khắc phục v&agrave; đo tiếp.<br />
	- Khi thực hiện c&ocirc;ng t&aacute;c đo tr&ecirc;n địa h&igrave;nh như: ruộng nước hay b&ugrave;n nh&atilde;o, n&oacute; hấp thụ tia ph&aacute;t n&ecirc;n kh&ocirc;ng đo được. Ta c&oacute; thể khắc phục bằng c&aacute;ch đặt vật cứng v&agrave;o điểm dọi.</span></span></span></p>
<ul>
</ul>
<br />
<span style="color:#000000;"><iframe allow="accelerometer; autoplay; clipboard-write; encrypted-media; gyroscope; picture-in-picture" allowfullscreen="" frameborder="0" height="480" src="https://www.youtube.com/embed/H0T3O_ikSi8" title="YouTube video player" width="680"></iframe></span>
<p>
	&nbsp;</p>
<h2>
	<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">4.</span></span>&nbsp;<strong style="color: rgb(51, 51, 51); font-family: arial; font-size: 31.5px; text-align: justify; margin: 0px; padding: 0px;"><span style="margin: 0px; padding: 0px; font-size: 14px;"><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;">Địa chỉ mua m&aacute;y to&agrave;n đạc điện tử uy t&iacute;n</span></span></strong></span></h2>
<p style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); font-family: arial; font-size: 13px; text-align: justify;">
	<br style="margin: 0px; padding: 0px;" />
	<span style="color:#000000;"><span style="margin: 0px; padding: 0px; font-size: 14px;"><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;">C&Ocirc;NG TY CP C&Ocirc;NG NGHỆ V&Agrave; TM TH&Agrave;NH ĐẠT chuy&ecirc;n nhập khẩu, cung cấp v&agrave; chuyển giao c&ocirc;ng nghệ c&aacute;c loại m&aacute;y to&agrave;n đạc điện tử của c&aacute;c h&atilde;ng LEICA, NIKON, TOPCON, TRIMPLE, GEOMAX, SOKKIA, PENTAX phục vụ c&ocirc;ng t&aacute;c khảo s&aacute;t, thiết kế, x&acirc;y dựng v&agrave; đo vẽ bản đồ uy t&iacute;n l&acirc;u năm tr&ecirc;n to&agrave;n quốc.&nbsp;</span></span></span></p>
<div style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); font-family: arial; font-size: 13px; text-align: justify; line-height: 20px;">
	<br style="margin: 0px; padding: 0px;" />
	<span style="color:#000000;"><span style="margin: 0px; padding: 0px; font-size: 14px;"><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;">Với hơn 20 năm kinh nghiệm c&ugrave;ng</span></span><span style="margin: 0px; padding: 0px;">&nbsp;</span><span style="margin: 0px; padding: 0px; font-size: 14px;"><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;">đội ngũ nh&acirc;n vi&ecirc;n, kỹ thuật vi&ecirc;n năng động, c&oacute; tr&igrave;nh độ cao&nbsp;</span></span><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif; font-size: 14px;">ch&uacute;ng t&ocirc;i&nbsp;tự h&agrave;o v&agrave; tin tưởng Qu&yacute; kh&aacute;ch h&agrave;ng sẽ h&agrave;i l&ograve;ng khi sử dụng c&aacute;c sản phẩm v&agrave; dịch vụ do ch&uacute;ng t&ocirc;i cung cấp.</span></span></div>
<p style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); font-family: arial; font-size: 13px; text-align: justify;">
	<br style="margin: 0px; padding: 0px;" />
	<span style="color:#000000;"><span style="margin: 0px; padding: 0px; font-size: 14px;"><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;"><u style="margin: 0px; padding: 0px;"><strong style="margin: 0px; padding: 0px;">Li&ecirc;n hệ:&nbsp;</strong></u><br style="margin: 0px; padding: 0px;" />
	<br style="margin: 0px; padding: 0px;" />
	Số 145 L&aacute;ng Hạ, Đống Đa, H&agrave; Nội<br style="margin: 0px; padding: 0px;" />
	Số 5/161 Nguyễn Tu&acirc;n. Thanh Xu&acirc;n, H&agrave; Nội<br style="margin: 0px; padding: 0px;" />
	Tel: 024.37764930<br style="margin: 0px; padding: 0px;" />
	Hotline: 0913051734 (call/imesage/zalo)<br style="margin: 0px; padding: 0px;" />
	Website:&nbsp;</span></span></span><span style="margin: 0px; padding: 0px; font-size: 14px;"><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;"><a href="http://www.tracdiathanhdat.vn/?fbclid=IwAR3altI5BIG46Mm2_6oxBl-TQxXGfXGEm4M1GUGsoDeNELr3WrYUlO7g2jk" style="margin: 0px; padding: 0px; color: rgb(74, 75, 75); text-decoration-line: none; transition: color 0.2s linear 0s; font-size: 13px;" target="_blank"><span style="color:#000000;">www.tracdiathanhdat.vn</span></a><br style="margin: 0px; padding: 0px;" />
	<span style="color:#000000;"> Email: tracdiathanhdat@gmail.com<br style="margin: 0px; padding: 0px;" />
	<br style="margin: 0px; padding: 0px;" />
	<strong style="margin: 0px; padding: 0px;">@ Lu&ocirc;n&nbsp;đồng h&agrave;nh c&ugrave;ng bạn!</strong></span></span></span></p>
<ul>
</ul>
',
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			'id' => '651',
			'name' => 'Máy thuỷ bình Leica Sprinter 250m',
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			'shortdes' => '<span style="color:#000000;"><span style="box-sizing: border-box; font-family: Roboto, sans-serif; font-size: 14px;">M&aacute;y thủy chuẩn Leica Sprinter 250M</span><span style="font-family: Roboto, sans-serif; font-size: 14px;">&nbsp;l&agrave; thiết bị đo cảm biến độ cao của h&atilde;ng&nbsp;</span><span style="box-sizing: border-box; font-family: Roboto, sans-serif; font-size: 14px;">Leica</span><span style="font-family: Roboto, sans-serif; font-size: 14px;">, được sử dụng cho c&aacute;c c&ocirc;ng t&aacute;c đo ch&ecirc;nh cao, truyền dẫn cao độ, t&iacute;nh to&aacute;n cao độ &ndash; khối lượng san lắp với độ ch&iacute;nh x&aacute;c cao do hạn chế được c&aacute;c sai số kh&aacute;ch quan.</span></span>',
			'content' => '<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="box-sizing: border-box; text-align: justify;">M&aacute;y thủy b&igrave;nh điện tử Leica Sprinter 250M</span><span style="text-align: justify;">&nbsp;cho ph&eacute;p người sử dụng thực hiện c&ocirc;ng việc một c&aacute;ch nhanh ch&oacute;ng v&agrave; hiệu quả. Giao diện USB (ở m&aacute;y 150M v&agrave; 250M). Menu giao diện dễ sử dụng.&nbsp;</span><span style="box-sizing: border-box; text-align: justify;">M&aacute;y thủy b&igrave;nh</span><span style="text-align: justify;">&nbsp;</span><span style="box-sizing: border-box; text-align: justify;">Leica Sprinter 250M&nbsp;</span><span style="text-align: justify;">tự động t&iacute;nh to&aacute;n chiều cao v&agrave; chiều cao c&ocirc;ng tr&igrave;nh. C&aacute;c ứng dụng cho san lấp mặt bằng. Lưu trữ l&ecirc;n tới 1000 điểm đo, tải về v&agrave; chuyển dữ liệu qua USB v&agrave; PC. Tăng năng suất. Giảm thiểu lỗi do con người. Hoạt động trong điều kiện &aacute;nh s&aacute;ng thấp.</span><br />
<br />
Với&nbsp;thiết&nbsp;kế&nbsp;hiện&nbsp;đại, gọn nhẹ, thao t&aacute;c&nbsp;sử&nbsp;dụng kh&aacute;&nbsp;đơn giản&nbsp;m&aacute;y&nbsp;thuỷ&nbsp;b&igrave;nh&nbsp;điện tử&nbsp;Leica Sprinter 250M&nbsp;đang l&agrave;&nbsp;sự&nbsp;lựa chọn h&agrave;ng&nbsp;đầu&nbsp;của&nbsp;c&aacute;c&nbsp;kỹ&nbsp;sư&nbsp;trắc&nbsp;địa.<br />
<br />
<strong>1. Những ưu điểm của m&aacute;y thủy b&igrave;nh Leica Sprinter 250M.</strong></span></span></span><br />
<br />
<ul>
	<li>
		<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Ngắm v&agrave; bắt mục ti&ecirc;u nhanh:&nbsp;</strong>Được trang bị lăng k&iacute;nh chất lượng h&agrave;ng đầu, gia c&ocirc;ng tr&ecirc;n d&acirc;y chuyền hiện đại, h&igrave;nh ảnh của Leica Sprinter 250M sắc n&eacute;t, r&otilde; r&agrave;ng, gi&uacute;p ngắm v&agrave; bắt mục ti&ecirc;u nhanh ch&oacute;ng, th&uacute;c đẩy tiến đọ l&agrave;m việc.</span></span></span></li>
	<li>
		<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>N&uacute;t bấm tiện lợi:&nbsp;</strong>N&uacute;t bấm đo được đặt b&ecirc;n phải của m&aacute;y, giống như một ph&iacute;m đo nhanh tr&ecirc;n m&aacute;y to&agrave;n đạc. Chỉ 1 lần bấm, kết quả sẽ hiển thị tr&ecirc;n m&agrave;n h&igrave;nh.</span></span></span></li>
	<li>
		<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Kh&ocirc;ng cần đọc mia:&nbsp;</strong>Kh&aacute;c với mia nh&ocirc;m của m&aacute;y thủy b&igrave;nh cơ, mia d&agrave;nh cho m&aacute;y thủy b&igrave;nh điện tử Leica Sprinter 250M c&oacute; c&aacute;c m&atilde; vạch gi&uacute;p m&aacute;y tự động đọc v&agrave; ph&acirc;n t&iacute;ch số liệu, v&agrave; hiển thị tr&ecirc;n m&agrave;n h&igrave;nh LCD. Điều n&agrave;y khiến việc đo đạc tiện lợi, v&agrave; kh&ocirc;ng bao giờ ph&aacute;t sinh sai số</span></span></span></li>
	<li>
		<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>T&iacute;nh to&aacute;n tự động:&nbsp;</strong>Với Leica Sprinter 250M, bạn kh&ocirc;ng cần mang theo giấy b&uacute;t hay m&aacute;y t&iacute;nh ra c&ocirc;ng trường, bởi phần mềm đ&atilde; tự t&iacute;nh to&aacute;n kết quả cho bạn, việc bạn cần l&agrave;m l&agrave; xem số liệu hiển thị tr&ecirc;n m&agrave;n h&igrave;nh</span></span></span></li>
	<li>
		<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>C&oacute; bộ nhớ:&nbsp;</strong>Bộ nhớ trong của Leica Sprinter 250M ghi lại được 1000 điểm đo, hỗ trợ tr&uacute;t số liệu v&agrave; m&aacute;y t&iacute;nh th&ocirc;ng qua c&aacute;p v&agrave; phần mềm chuy&ecirc;n dụng.</span></span></span></li>
</ul>
<br />
<br />
<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>2. Độ&nbsp;ch&iacute;nh x&aacute;c&nbsp;của&nbsp;m&aacute;y thuỷ b&igrave;nh điện tử Leica&nbsp;Sprinter250M.</strong><br />
<br />
<strong>Đo cao</strong></span></span></span><br />
<ul>
	<li>
		<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Độ ch&iacute;nh x&aacute;c đo điện tử: 1.0/0.7 mm</span></span></span></li>
	<li>
		<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Độ ch&iacute;nh x&aacute;c đo quang học bằng mia: 2.5mm</span></span></span></li>
	<li>
		<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đo đơn: Ti&ecirc;u chuẩn: 0.6mm (điện tử) v&agrave; 1.2mm (quang học) ở cự li 30m</span></span></span></li>
</ul>
<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Đo khoảng c&aacute;ch</strong></span></span></span><br />
<ul>
	<li>
		<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Độ ch&iacute;nh x&aacute;c: 10mm với D&le;10m</span></span></span></li>
	<li>
		<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Dải đo: 2-100m (điện tử)</span></span></span></li>
</ul>
<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Th&ocirc;ng số kh&aacute;c</strong></span></span></span><br />
<ul>
	<li>
		<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Chế độ đo: Đo li&ecirc;n tục, đo từng điểm</span></span></span></li>
	<li>
		<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Thời gian đo: &lt; 3 gi&acirc;y</span></span></span></li>
	<li>
		<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Độ ph&oacute;ng đại: 24X</span></span></span></li>
	<li>
		<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Bộ nhớ: 2000 điểm</span></span></span></li>
</ul>
<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Th&ocirc;ng số vật l&yacute;</strong></span></span></span><br />
<ul>
	<li>
		<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Chống bụi nước: IP55</span></span></span></li>
	<li>
		<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Nguồn điện: Pin AA (4 x LR6/AA/AM3 1.5 V)</span></span></span></li>
	<li>
		<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trọng lượng: &lt; 2.5kg</span></span></span></li>
	<li>
		<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">K&iacute;ch thước:&nbsp;11 &times; 7 &times; 8 inch</span></span></span></li>
</ul>
<br />
<img alt="" src="/admin/webroot/upload/image/images/Leica_Sprinter_150M_250M_pic_2360x714(1).jpg" style="width: 1000px; height: 303px;" /><br />
<br />
<div style="margin: 0px; padding: 0px; max-width: 100%; color: rgb(51, 51, 51); font-family: arial; font-size: 13px; text-align: justify;">
	<span style="margin: 0px; padding: 0px; font-size: 20px;"><span style="margin: 0px; padding: 0px; font-family: &quot;Roboto Condensed&quot;, sans-serif;"><strong style="margin: 0px; padding: 0px;"><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;"><a href="https://tracdiathanhdat.vn/may-thuy-binh-dien-tu" style="margin: 0px; padding: 0px; color: rgb(74, 75, 75); text-decoration-line: none; transition: color 0.2s linear 0s; font-size: 13px; outline: 0px;"><span style="margin: 0px; padding: 0px; color: rgb(0, 0, 0);">M&aacute;y thủy b&igrave;nh gi&aacute; tốt nhất thị trường!</span></a></span></strong></span></span></div>
<p style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); font-family: arial; font-size: 13px; text-align: justify;">
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	<span style="margin: 0px; padding: 0px; font-family: &quot;Roboto Condensed&quot;, sans-serif; font-size: 14px;"><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;"><span style="margin: 0px; padding: 0px; color: rgb(204, 51, 0);">&gt;&gt;&gt; Cần tư vấn hay hỗ trợ li&ecirc;n hệ trực tiếp với ch&uacute;ng t&ocirc;i qua số điện thoại:&nbsp;</span><strong style="margin: 0px; padding: 0px; color: rgb(204, 51, 0);">0913 051 734/ 0942 288 388</strong><br style="margin: 0px; padding: 0px; color: rgb(204, 51, 0);" />
	<br style="margin: 0px; padding: 0px; color: rgb(204, 51, 0);" />
	<span style="margin: 0px; padding: 0px; color: rgb(204, 51, 0);">FanPage Facebook :&nbsp;</span><strong style="margin: 0px; padding: 0px; color: rgb(204, 51, 0);">Trắc Địa Th&agrave;nh Đạt</strong><br style="margin: 0px; padding: 0px; color: rgb(204, 51, 0);" />
	<br style="margin: 0px; padding: 0px; color: rgb(204, 51, 0);" />
	<span style="margin: 0px; padding: 0px; color: rgb(204, 51, 0);">Địa chỉ trực tiếp: 145 L&aacute;ng Hạ &ndash; Đống Đa &ndash; H&agrave; Nội</span></span></span></p>
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			'price' => '0',
			'type' => 'new',
			'shortdes' => '<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">C&ugrave;ng ch&uacute;ng t&ocirc;i t&igrave;m hiểu về cao độ trong khảo s&aacute;t v&agrave; x&acirc;y dựng nh&eacute;.</span></span>',
			'content' => '<h2>
	<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>I. Kh</strong>&aacute;i niệm cao&nbsp;độ trong khảo s&aacute;t v&agrave; x&acirc;y dựng</span></span></span></h2>
<br />
<h3>
	<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>1. Cao độ trong khảo s&aacute;t trắc địa, đo vẽ bản đồ&nbsp;</strong></span></span></span></h3>
<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">L&agrave; độ cao của một điểm trong kh&ocirc;ng gian, l&agrave; khoảng c&aacute;ch thẳng đứng (theo chiều lực h&uacute;t hấp dẫn) từ điểm đ&oacute; đến một mặt chuẩn. Mặt chuẩn c&oacute; thể l&agrave; một mặt phẳng hoặc mặt cong, c&oacute; thể l&agrave; mặt cố định hoặc mặt giả định bất kỳ, th&ocirc;ng thường l&agrave; mực nước biển (bỏ qua biến động do thủy triều), một mặt c&oacute; h&igrave;nh Ellipsoid tr&ograve;n xoay.<br />
<br />
Trong c&ocirc;ng t&aacute;c khảo s&aacute;t, cao độ gi&uacute;p thể hiện độ cao của vị tr&iacute; cần đo, gi&uacute;p vẽ c&aacute;c bản đồ trong kh&ocirc;ng gian 3 chiều, đường đồng mức.<br />
<br />
K&yacute; hiệu của cao độ trong c&ocirc;ng t&aacute;c đo vẽ bản đồ l&agrave; V (vertical)<br />
<br />
</span></span></span>
<h3>
	<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>2. Cao độ trong x&acirc;y dựng&nbsp;</strong></span></span></span></h3>
<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">C&ograve;n được gọi với c&aacute;i t&ecirc;n kh&aacute;c l&agrave; &ldquo;cốt&rdquo; c&ocirc;ng tr&igrave;nh (<span style="box-sizing: border-box; font-weight: bolder;">cos</span>).&nbsp;Cao độ trong x&acirc;y dựng l&agrave; khoảng c&aacute;ch t&iacute;nh từ mặt phẳng l&agrave;m chuẩn (V&iacute; dụ như s&agrave;n tầng 1) đến một vị tr&iacute; kh&aacute;c (cao hoặc thấp hơn). Cao độ được t&iacute;nh bằng m&eacute;t, độ ch&iacute;nh x&aacute;c lấy đến 3 chữ số sau dấu phẩy.&nbsp;Cao độ trong x&acirc;y dựng l&agrave; nghi&ecirc;n cứu v&agrave; đo đạc chi tiết độ cao, hướng dốc, độ dốc của khu vực chuẩn bị x&acirc;y dựng.<br />
<br />
K&yacute; hiệu của cao độ l&agrave; h&igrave;nh tam gi&aacute;c đều, nửa trắng nửa đen c&oacute; ch&uacute; th&iacute;ch số b&ecirc;n tr&ecirc;n. Mặt chuẩn được quy định c&oacute; cao độ l&agrave; &plusmn;0.000. C&aacute;c vị tr&iacute; cao hơn s&agrave;n chuẩn sẽ c&oacute; cao độ dương, c&aacute;c vị tr&iacute; thấp hơn mức chuẩn l&agrave; cao độ &acirc;m.<br />
<br />
Trong x&acirc;y dựng, cao độ l&agrave; chỉ số bắt buộc phải c&oacute;. Khi c&oacute; chỉ số cao độ ch&iacute;nh x&aacute;c, ch&uacute;ng ta mới c&oacute; thể thiết kế được c&aacute;c c&ocirc;ng tr&igrave;nh nh&agrave; ở, quy hoạch được c&aacute;c c&ocirc;ng tr&igrave;nh phụ trợ: hệ thống giao th&ocirc;ng, cống tho&aacute;t nước, hệ thống đường ống&hellip; Từ đ&oacute; gi&uacute;p tăng cường hiệu quả chống ngập &uacute;ng, bố tr&iacute; quy hoạch ph&ugrave; hợp với địa h&igrave;nh.&nbsp;</span></span></span><br />
<h2>
	<br />
	<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>II.&nbsp;</strong>Đo cao&nbsp;độ trong khảo s&aacute;t v&agrave; x&acirc;y dựng&nbsp;</span></span></span></h2>
<h3>
	<br />
	<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>1. Đo cao độ trong khảo s&aacute;t</strong></span></span></span></h3>
<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trong khảo s&aacute;t, đo vẽ bản đồ, người ta c&oacute; 2 c&aacute;ch ch&iacute;nh để đo cao độ:<br />
<br />
<strong>C&aacute;ch 1</strong>: Sử dụng&nbsp;m&aacute;y RTK&nbsp;<br />
<br />
Phưong ph&aacute;p n&agrave;y c&oacute; kết quả cao độ một c&aacute;ch nhanh ch&oacute;ng do c&aacute;c m&aacute;y RTK sẽ trực tiếp cho kết quả về kinh độ, vĩ độ, cao độ của điểm đo, v&agrave; đ&aacute;nh dấu điểm đo trực tiếp l&ecirc;n bản đồ theo hệ tọa độ được chọn sẵn.<br />
Nhược điểm của phương ph&aacute;p n&agrave;y l&agrave; sai số lớn, l&ecirc;n tới v&agrave;i centimet v&agrave; độ ổn định kh&ocirc;ng cao, do m&aacute;y phải thu được t&iacute;n hiệu GNSS mới cho kết quả, v&agrave; t&iacute;n hiệu mạnh hay yếu t&ugrave;y thuộc v&agrave;o yếu tố thời tiết, địa h&igrave;nh.</span></span></span><br />
<p style="text-align: center;">
	<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/367405302_690494259784809_1127747524179412209_n.jpg" style="width: 720px; height: 405px;" /></span></span></span></p>
<br />
<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>C&aacute;ch 2</strong>: Sử dụng m&aacute;y to&agrave;n đạc điện tử<br />
<br />
Người ta sử dụng m&aacute;y to&agrave;n đạc điện tử để dẫn cao độ từ c&aacute;c mốc tọa độ chuẩn về điểm cần đo, từ đ&oacute; x&aacute;c định tọa độ, cao độ v&agrave; đ&aacute;nh dấu l&ecirc;n bản đồ.<br />
Ưu điểm của phương ph&aacute;p n&agrave;y l&agrave; độ ch&iacute;nh x&aacute;c cao, l&ecirc;n tới h&agrave;ng milimet, nhưng nhược điểm l&agrave; mất nhiều c&ocirc;ng sức, thời gian thực hiện l&acirc;u.&nbsp;</span></span></span><br />
<p style="text-align: center;">
	<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/409378989_684998143763641_96936762872538900_n.jpg" style="width: 720px; height: 480px;" /></span></span></span></p>
<br />
<h3>
	<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>2.&nbsp; Đo cao độ trong x&acirc;y dựng</strong></span></span></span></h3>
<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">X&acirc;y dựng chi tiết cần độ ch&iacute;nh x&aacute;c gần như tuyệt đối, v&agrave; khu vực đo hẹp hơn, c&oacute; sẵn mặt chuẩn, v&igrave; thế người ta sử dụng c&ocirc;ng cụ đo l&agrave;&nbsp;m&aacute;y thủy b&igrave;nh.</span></span><br />
<span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">Trong x&acirc;y dựng, người ta cũng sử dụng m&aacute;y to&agrave;n đạc để đo cao độ, nhưng kết quả chỉ d&ugrave;ng để tham khảo, kh&ocirc;ng được d&ugrave;ng để trực tiếp đo vẽ v&agrave; thi c&ocirc;ng.</span><br />
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">So với m&aacute;y RTK v&agrave; m&aacute;y to&agrave;n đạc, m&aacute;y thủy b&igrave;nh c&oacute; gi&aacute; rẻ hơn, cấu tạo đơn giản hơn, nhưng đo cao độ lại mang về kết quả ch&iacute;nh x&aacute;c gần như tuyệt đối do việc đo đạc l&agrave; trực tiếp đọc độ cao tr&ecirc;n mia.&nbsp;<br />
<br />
Việc tiến h&agrave;nh đo đạc cao độ trong x&acirc;y dựng c&oacute; vai tr&ograve; v&ocirc; c&ugrave;ng quan trọng. Đ&acirc;y ch&iacute;nh l&agrave; chỉ số c&oacute; ảnh hưởng đến to&agrave;n bộ c&aacute;c thiết kế c&ocirc;ng tr&igrave;nh tr&ecirc;n mảnh đất đ&oacute; sau n&agrave;y. Việc x&aacute;c định được ch&iacute;nh x&aacute;c cao độ sẽ gi&uacute;p cho qu&aacute; tr&igrave;nh quy hoạch diễn ra thuận lợi v&agrave; c&oacute; tiến độ nhanh hơn.<br />
<br />
Khi c&oacute; chỉ số cao độ ch&iacute;nh x&aacute;c, ch&uacute;ng ta mới c&oacute; thể thiết kế được c&aacute;c c&ocirc;ng tr&igrave;nh nh&agrave; ở, quy hoạch được c&aacute;c c&ocirc;ng tr&igrave;nh phụ trợ: hệ thống giao th&ocirc;ng, cống tho&aacute;t nước, hệ thống đường ống&hellip; Từ đ&oacute; gi&uacute;p tăng cường hiệu quả chống ngập &uacute;ng, bố tr&iacute; quy hoạch ph&ugrave; hợp với địa h&igrave;nh.</span></span><br />
<br />
</span>
<p style="text-align: center;">
	<span style="color:#000000;"><img alt="" src="/admin/webroot/upload/image/images/How the total station work 2(1).png" style="color: rgb(0, 0, 0); font-family: tahoma, geneva, sans-serif; font-size: 14px; width: 512px; height: 512px;" /></span></p>
<h2>
	<br />
	<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>III. Tham khảo c&aacute;ch đo cao độ bằng m&aacute;y thuỷ b&igrave;nh</strong></span></span></span></h2>
<br />
<br />
<p style="text-align: center;">
	<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/NIKON-AX-2s_[27723]_1200(1).jpg" style="width: 600px; height: 450px;" /></span></span></span></p>
<br />
<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Việc đo cao độ bằng m&aacute;y thủy b&igrave;nh ch&iacute;nh l&agrave; t&igrave;m ra sự ch&ecirc;nh lệch về độ cao giữa c&aacute;c điểm được quy định sẵn. Từ đ&oacute; ch&uacute;ng ta sẽ t&iacute;nh ra được cao độ của vị tr&iacute; cần đo. C&aacute;ch đo n&agrave;y được &aacute;p dụng phổ biến tại c&aacute;c c&ocirc;ng tr&igrave;nh quy hoạch đ&ocirc; thị hiện nay.<br />
<br />
Việc đo cao độ bằng m&aacute;y thủy b&igrave;nh được tiến h&agrave;nh qua c&aacute;c bước sau:</span></span></span><br />
<br />
<ul>
	<li>
		<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">X&aacute;c định vị tr&iacute; đặt m&aacute;y thủy b&igrave;nh</span></span></span></li>
</ul>
<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">T&ugrave;y thuộc v&agrave;o từng địa h&igrave;nh kh&aacute;c nhau m&agrave; ch&uacute;ng ta sẽ c&oacute; những vị tr&iacute; cần đo cao độ kh&aacute;c nhau. Tuy nhi&ecirc;n khi lựa chọn vị tr&iacute; đặt m&aacute;y thủy b&igrave;nh ch&uacute;ng ta cần chọn địa điểm c&oacute; độ cao cao hơn vị tr&iacute; l&agrave;m mốc. Vị tr&iacute; đặt m&aacute;y cần c&oacute; nền đất kh&ocirc; r&aacute;o, kh&ocirc;ng bị sụt l&uacute;n. Gi&aacute; của m&aacute;y thủy b&igrave;nh phải được đặt chắc chắn v&agrave; c&acirc;n bằng.</span></span></span><br />
<ul>
	<li>
		<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tiến h&agrave;nh đo cao độ</span></span></span></li>
</ul>
<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Người đo sẽ ngắm c&aacute;c điểm hiện l&ecirc;n nhờ mia, sau đ&oacute; điều chỉnh sao cho h&igrave;nh ảnh hiển thị r&otilde; r&agrave;ng nhất. Th&ocirc;ng số tr&ecirc;n mia được đọc theo h&agrave;ng m v&agrave; h&agrave;ng dm, mỗi khoảng đen trắng đỏ tr&ecirc;n mia tương ứng l&agrave; 0.1 dm. Cuối c&ugrave;ng dựa v&agrave;o c&aacute;c chỉ số để t&iacute;nh to&aacute;n ch&uacute;ng ta sẽ cho ra được chỉ số cao độ cuối c&ugrave;ng.</span></span></span><br />
<br />
<h2 id="4-&nbsp;dia-chi-mua-may-toan-dac-dien-tu-uy-tin" style="margin: 0px; padding: 0px; font-family: arial; line-height: 19px; color: rgb(51, 51, 51); text-rendering: optimizelegibility; font-size: 31.5px; text-align: justify;">
	<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="margin: 0px; padding: 0px;"><span style="margin: 0px; padding: 0px;">IV.</span></span>&nbsp;<strong style="margin: 0px; padding: 0px;"><span style="margin: 0px; padding: 0px;"><span style="margin: 0px; padding: 0px;">Địa chỉ mua m&aacute;y thủy</span></span></strong>&nbsp;b&igrave;nh (thủy chuẩn) uy t&iacute;n</span></span></span></h2>
<p style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); font-family: arial; font-size: 13px; text-align: justify;">
	&nbsp;</p>
<p style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); font-family: arial; font-size: 13px; text-align: justify;">
	<span style="color:#000000;"><span style="margin: 0px; padding: 0px; font-size: 14px;"><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;">C&Ocirc;NG TY CP C&Ocirc;NG NGHỆ V&Agrave; TM TH&Agrave;NH ĐẠT chuy&ecirc;n nhập khẩu, cung cấp v&agrave; chuyển giao c&ocirc;ng nghệ c&aacute;c loại&nbsp;</span></span><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">m&aacute;y thủy b&igrave;nh</span><span style="font-size: 14px;"><span style="font-family: tahoma, geneva, sans-serif;">&nbsp;(thủy chuẩn)&nbsp;</span></span><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">của c&aacute;c h&atilde;ng LEICA, NIKON, TOPCON, TRIMPLE, GEOMAX, SOKKIA, PENTAX phục vụ c&ocirc;ng t&aacute;c khảo s&aacute;t, thiết kế, x&acirc;y dựng v&agrave; đo vẽ bản đồ uy t&iacute;n l&acirc;u năm tr&ecirc;n to&agrave;n quốc.</span></span></p>
<p style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); font-family: arial; font-size: 13px; text-align: justify;">
	&nbsp;</p>
<p style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); font-family: arial; font-size: 13px; text-align: justify;">
	<span style="color:#000000;"><span style="margin: 0px; padding: 0px; font-size: 14px;"><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;">Với hơn 20 năm kinh nghiệm c&ugrave;ng</span></span><span style="margin: 0px; padding: 0px;">&nbsp;</span><span style="margin: 0px; padding: 0px; font-size: 14px;"><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;">đội ngũ nh&acirc;n vi&ecirc;n, kỹ thuật vi&ecirc;n năng động, c&oacute; tr&igrave;nh độ cao&nbsp;</span></span><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif; font-size: 14px;">ch&uacute;ng t&ocirc;i&nbsp;tự h&agrave;o v&agrave; tin tưởng Qu&yacute; kh&aacute;ch h&agrave;ng sẽ h&agrave;i l&ograve;ng khi sử dụng c&aacute;c sản phẩm v&agrave; dịch vụ do ch&uacute;ng t&ocirc;i cung cấp.</span></span></p>
<p style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); font-family: arial; font-size: 13px; text-align: justify;">
	&nbsp;</p>
<p style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); font-family: arial; font-size: 13px; text-align: justify;">
	<span style="color:#000000;"><u style="font-family: tahoma, geneva, sans-serif; font-size: 14px; margin: 0px; padding: 0px;"><strong style="margin: 0px; padding: 0px;">Li&ecirc;n hệ:&nbsp;</strong></u></span></p>
<p style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); font-family: arial; font-size: 13px; text-align: justify;">
	<br style="margin: 0px; padding: 0px;" />
	<span style="color:#000000;"><span style="margin: 0px; padding: 0px; font-size: 14px;"><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;">Số 145 L&aacute;ng Hạ, Đống Đa, H&agrave; Nội<br style="margin: 0px; padding: 0px;" />
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			'meta_key' => 'Chuyên cung cấp máy định vị vệ tinh GPS RTK, máy thủy bình, máy toàn đạc điện tử, UAV, ống nhòm, máy định vị GPS cầm tay, ... chính hãng, uy tín, giá tốt hàng đầu tại Việt Nam! Hotline: 0913051734!',
			'meta_des' => 'Chuyên cung cấp máy định vị vệ tinh GPS RTK, máy thủy bình, máy toàn đạc điện tử, UAV, ống nhòm, máy định vị GPS cầm tay, ... chính hãng, uy tín, giá tốt hàng đầu tại Việt Nam! Hotline: 0913051734!',
			'created' => '2021-09-09',
			'modified' => '2026-02-01',
			'status' => '1',
			'view' => '24657',
			'slug' => 'cung-tim-hieu-ve-cao-do-trong-khao-sat-va-xay-dung',
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			'title_seo' => 'tin tức trắc địa, cập nhật xu hướng đo đạc mới, công nghệ đo đạc, thiết bị đo đạc hiện đại, mẹo kỹ thuật trắc địa, sai số đo đạc, hệ tọa độ VN-2000, GNSS, RTK, GPS trắc địa, phần mềm trắc địa, phần mềm GIS, SurPad, LandStar, Magnet Field, Leica Captivate, Trimble Access',
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	(int) 8 => array(
		'Post' => array(
			'id' => '648',
			'name' => 'Lựa chọn phương án đo RTK phù hợp cho dự án của bạn!',
			'code' => null,
			'alias' => 'lua-chon-phuong-an-do-rtk-phu-hop-cho-du-an-cua-ban',
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			'type' => 'new',
			'shortdes' => '<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Bạn đang băn khoăn về việc lựa chọn phương &aacute;n đo RTK n&agrave;o ph&ugrave; hợp nhất cho dự &aacute;n của bạn. C&ugrave;ng tham khảo một v&agrave;i &yacute; kiến của ch&uacute;ng t&ocirc;i nh&eacute;!</span></span>',
			'content' => '<h2>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>I. </strong><span id="cke_bm_372S" style="display: none;">&nbsp;</span><span style="display: none;">&nbsp;</span>Một v&agrave;i so s&aacute;nh giữa&nbsp;</span></span><strong style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">phương &aacute;n đo&nbsp;Radio với&nbsp;phương &aacute;n đo <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">tr</span></span></strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">ạm</span></span>&nbsp;<strong style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">CORS</strong></h2>
<h3>
	<br />
	<strong style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">1. Về phương &aacute;n đo Radio</strong></h3>
<p>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">- Radio c&oacute; những ưu điểm nổi bật sau:<br />
	&nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp;+ Độ trễ thu thấp<br />
	&nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp;+ T&iacute;n hiệu đo khỏe hơn đối với những vị tr&iacute; kh&oacute;, rậm rạp<br />
	&nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp;+ Đạt độ ch&iacute;nh x&aacute;c cao hơn về cao độ<br />
	&nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp;+ Đo được ở những vị tr&iacute; kh&ocirc;ng c&oacute; s&oacute;ng 3G, kh&ocirc;ng phụ thuộc v&agrave;o mạng, c&oacute; thể hoạt động độc lập<br />
	- Nhược điểm:<br />
	&nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp;+ Phải đầu tư th&ecirc;m trạm Base<br />
	&nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp;+ Khoảng c&aacute;ch đo bị giới hạn hơn (b&aacute;n k&iacute;nh từ 10-15km)</span></span><br />
	&nbsp;</p>
<h3>
	<strong style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">2. Về phương &aacute;n đo trạm CORS</strong></h3>
<p>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">- Ưu điểm của trạm CORS:<br />
	&nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp;+ Chỉ cần đầu tư 01 m&aacute;y Rover<br />
	&nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp;+ Kh&ocirc;ng giới hạn khoảng c&aacute;ch, c&oacute; thể đo được mọi vị tr&iacute; c&oacute; s&oacute;ng 3G v&agrave; c&oacute; t&iacute;n hiệu trạm CORS phủ đến<br />
	- Nhược điểm của trạm CORS:<br />
	&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp; + T&iacute;n hiệu đo kh&ocirc;ng khỏe bằng đo Radio<br />
	&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp; + Độ ch&iacute;nh x&aacute;c về độ cao thấp hơn đo Radio<br />
	&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp; + Chỉ đo được ở khu vực c&oacute; s&oacute;ng 3G v&agrave; c&oacute; t&iacute;n hiệu trạm CORS<br />
	&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp; + Phải trả ph&iacute; (trong tương lai, hiện tại đang cho miễn ph&iacute;)</span></span></p>
<h2>
	<br />
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>II. T&igrave;nh h&igrave;nh ph&acirc;n bổ trạm CORS hiện nay</strong></span></span></h2>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Theo đ&aacute;nh gi&aacute; của kh&aacute;ch h&agrave;ng th&igrave; hiện nay hệ thống trạm CORS Cục tương đối ổn định, t&iacute;n hiệu rất tốt. V&ugrave;ng phủ s&oacute;ng cũng tương đối rộng. Tuy nhi&ecirc;n độ ch&iacute;nh x&aacute;c tốt chỉ nằm trong c&aacute;c khu vực c&oacute; s&oacute;ng mạng lưới VRS hoặc IMAX. Độ ch&iacute;nh x&aacute;c về độ cao cũng chưa được tốt lắm. Nếu c&ocirc;ng tr&igrave;nh ở mức độ kh&ocirc;ng y&ecirc;u cầu qu&aacute; cao về cao độ th&igrave; d&ugrave;ng rất ổn.<br />
<br />
Dưới đ&acirc;y l&agrave; sơ đồ ph&acirc;n bố hệ thống trạm CORS Cục bản đồ.</span></span><br />
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/he-thong-tram-cors-viet-nam-2020(1).jpg" style="width: 600px; height: 800px;" /><br />
&nbsp;<br />
&gt;&gt;&gt; Tr&ecirc;n đ&acirc;y l&agrave; một v&agrave;i ph&acirc;n t&iacute;ch về ưu, nhược điểm của hai phương &aacute;n. Để lựa chọn th&igrave; anh (chị) n&ecirc;n c&acirc;n nhắc dựa tr&ecirc;n c&aacute;c ph&acirc;n t&iacute;ch tr&ecirc;n. Cụ thể:</span></span><br />
<br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trường hợp nhu cầu c&ocirc;ng việc kh&ocirc;ng y&ecirc;u cầu qu&aacute; cao về độ ch&iacute;nh x&aacute;c cao độ (đo địa ch&iacute;nh, địa h&igrave;nh tỷ lệ nhỏ); c&ocirc;ng tr&igrave;nh ở khu vực kh&ocirc;ng qu&aacute; kh&oacute; khăn th&igrave; lựa chọn Rover đo trạm CORS l&agrave; một giải ph&aacute;p hợp l&yacute;</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trường hợp c&aacute;c c&ocirc;ng tr&igrave;nh, dự &aacute;n ở khu vực kh&oacute; khăn, kh&ocirc;ng c&oacute; mạng 3G, 4G, kh&ocirc;ng nằm trong v&ugrave;ng phủ s&oacute;ng trạm CORS; hoặc y&ecirc;u cầu độ ch&iacute;nh x&aacute;c cao về độ cao (khảo s&aacute;t tuyến giao th&ocirc;ng, thủy lợi, đo bản đồ địa h&igrave;nh tỷ lệ lớn),.. th&igrave; lựa chọn đo Radio sẽ ph&ugrave; hợp hơn.</span></span></li>
</ul>
<h2>
	<br />
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">III.&nbsp;<span style="color: rgb(51, 51, 51); text-align: justify;">Địa chỉ mua m</span>&aacute;y định&nbsp; vị vệ tinh GNSS RTK<span style="color: rgb(51, 51, 51); text-align: justify;">&nbsp;uy t&iacute;n</span></span></span></h2>
<br style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); font-family: arial; font-size: 13px; text-align: justify;" />
<span style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); font-family: arial; text-align: justify; font-size: 14px;"><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;">C&Ocirc;NG TY CP C&Ocirc;NG NGHỆ V&Agrave; TM TH&Agrave;NH ĐẠT chuy&ecirc;n nhập khẩu, cung cấp v&agrave; chuyển giao c&ocirc;ng nghệ c&aacute;c loại m&aacute;y định vị vệ tinh GNSS RTK của c&aacute;c h&atilde;ng <strong>Leica, Topcon, Sokkia, E-Survey, Hi- Target, Foif,....</strong>&nbsp;phục vụ c&ocirc;ng t&aacute;c khảo s&aacute;t, đo vẽ bản đồ uy t&iacute;n l&acirc;u năm tr&ecirc;n to&agrave;n quốc. C&aacute;c loại m&aacute;y định vị vệ tinh GNSS RTk m&agrave; ch&uacute;ng t&ocirc;i ph&acirc;n phối phong ph&uacute; về chủng loại, đa dạng về mẫu m&atilde; ph&ugrave; hợp với từng đối tượng kh&aacute;ch h&agrave;ng.</span></span><br />
<br />
<span style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); font-family: arial; text-align: justify; font-size: 14px;"><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;">Với hơn 20 năm kinh nghiệm c&ugrave;ng</span></span><span style="color: rgb(51, 51, 51); font-family: arial; font-size: 13px; text-align: justify;">&nbsp;</span><span style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); font-family: arial; text-align: justify; font-size: 14px;"><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;">đội ngũ nh&acirc;n vi&ecirc;n, kỹ thuật vi&ecirc;n năng động, c&oacute; tr&igrave;nh độ cao&nbsp;</span></span><span style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); text-align: justify; font-family: tahoma, geneva, sans-serif; font-size: 14px;">ch&uacute;ng t&ocirc;i&nbsp;tự h&agrave;o v&agrave; tin tưởng Qu&yacute; kh&aacute;ch h&agrave;ng sẽ h&agrave;i l&ograve;ng khi sử dụng c&aacute;c sản phẩm v&agrave; dịch vụ do ch&uacute;ng t&ocirc;i cung cấp.</span><br style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); font-family: arial; font-size: 13px; text-align: justify;" />
<br style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); font-family: arial; font-size: 13px; text-align: justify;" />
<div style="margin: 0px; padding: 0px; line-height: 20px;">
	<u style="font-family: tahoma, geneva, sans-serif; color: rgb(51, 51, 51); font-size: 14px; text-align: justify; margin: 0px; padding: 0px;"><strong style="margin: 0px; padding: 0px;">Li&ecirc;n hệ:&nbsp;</strong></u></div>
<br style="margin: 0px; padding: 0px;" />
<span style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); font-family: arial; text-align: justify; font-size: 14px;"><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;">Số 50 L&aacute;ng Hạ, Đống Đa, H&agrave; Nội<br style="margin: 0px; padding: 0px;" />
Số 5/161 Nguyễn Tu&acirc;n. Thanh Xu&acirc;n, H&agrave; Nội<br style="margin: 0px; padding: 0px;" />
Tel: 024.37764930<br style="margin: 0px; padding: 0px;" />
Hotline: 0913051734 (call/imesage/zalo)<br style="margin: 0px; padding: 0px;" />
Website:&nbsp;<a href="http://www.tracdiathanhdat.vn/?fbclid=IwAR3altI5BIG46Mm2_6oxBl-TQxXGfXGEm4M1GUGsoDeNELr3WrYUlO7g2jk" style="margin: 0px; padding: 0px; color: rgb(74, 75, 75); text-decoration-line: none; transition: color 0.2s linear 0s; font-size: 13px;" target="_blank">www.tracdiathanhdat.vn</a><br style="margin: 0px; padding: 0px;" />
Email: tracdiathanhdat@gmail.com</span></span><br style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); font-family: arial; font-size: 13px; text-align: justify;" />
<span style="color: rgb(51, 51, 51); font-family: arial; font-size: 13px; text-align: justify;">&nbsp;</span><br style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); font-family: arial; font-size: 13px; text-align: justify;" />
<span style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); font-family: arial; text-align: justify; font-size: 14px;"><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;"><strong style="margin: 0px; padding: 0px;">@ Lu&ocirc;n&nbsp;đồng h&agrave;nh c&ugrave;ng bạn!</strong></span></span><br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">&nbsp;</span></span>',
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			'title_seo' => 'tin tức trắc địa, cập nhật xu hướng đo đạc mới, công nghệ đo đạc, thiết bị đo đạc hiện đại, mẹo kỹ thuật trắc địa, sai số đo đạc, hệ tọa độ VN-2000, GNSS, RTK, GPS trắc địa, phần mềm trắc địa, phần mềm GIS, SurPad, LandStar, Magnet Field, Leica Captivate, Trimble Access',
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			'meta_des' => 'phần mềm máy đo đạc, phần mềm GIS, phần mềm trút dữ liệu',
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	(int) 9 => array(
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			'id' => '644',
			'name' => 'GNSS RTK',
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			'shortdes' => '<span style="font-family:tahoma,geneva,sans-serif;"><span style="box-sizing: border-box; margin: 0px; padding: 0px; border: 0px; background-image: initial; background-position: 0px 0px; background-size: initial; background-repeat: initial; background-attachment: initial; background-origin: initial; background-clip: initial; outline: 0px; vertical-align: top; color: rgb(0, 0, 0); font-size: 14px; text-align: justify; font-weight: 700 !important;">GNSS RTK</span><span style="color: rgb(0, 0, 0); font-size: 14px; text-align: justify;">&nbsp;được biết đến l&agrave; thiết bị d&ugrave;ng trong c&ocirc;ng t&aacute;c trắc địa gi&uacute;p hỗ trợ qu&aacute; tr&igrave;nh khảo s&aacute;t địa h&igrave;nh. Với khả năng tự động vẽ v&agrave; lưu lại c&aacute;c khu vực khảo s&aacute;t gi&uacute;p nhanh ch&oacute;ng ho&agrave;n thiện c&aacute;c bản vẽ đầy đủ, ch&iacute;nh x&aacute;c với c&aacute;c th&ocirc;ng số kỹ thuật cần thiết. Đ&acirc;y l&agrave; thiết bị hỗ trợ đắc lực cho những người l&agrave;m c&ocirc;ng t&aacute;c trắc địa để c&oacute; thể ho&agrave;n th&agrave;nh c&ocirc;ng việc nhanh ch&oacute;ng, tiết kiệm thời gian v&agrave; chi ph&iacute; với độ ch&iacute;nh x&aacute;c cao.</span></span>',
			'content' => '<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tr&ecirc;n thị trường hiện nay c&oacute; rất nhiều d&ograve;ng m&aacute;y GNSS RTK với&nbsp;sự đa dạng về kiểu d&aacute;ng thiết kế, c&aacute;c t&iacute;nh năng cũng như k&iacute;ch thước cho kh&aacute;ch h&agrave;ng lựa chọn. Với mỗi sản phẩm sẽ c&oacute; những đặc t&iacute;nh cũng như c&ocirc;ng năng ri&ecirc;ng ph&ugrave; hợp với nhu cầu sử dụng của từng đối tượng kh&aacute;ch h&agrave;ng cũng như t&iacute;nh chất c&ocirc;ng việc. C&ugrave;ng t&igrave;m hiểu&nbsp;ưu v&agrave; nhược&nbsp;điểm của m&aacute;y GNSS RTK&nbsp;để c&oacute; c&aacute;i nh&igrave;n tổng quan về n&oacute; trước khi bạn lựa chọn&nbsp;đầu tư cho dự&nbsp;&aacute;n của m&igrave;nh.</span></span><br />
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> <strong>Ưu điểm nổi bật của&nbsp;m&aacute;y GNSS RTK&nbsp;</strong><br />
<br />
Đảm bảo độ ch&iacute;nh x&aacute;c cao nhất trong qu&aacute; tr&igrave;nh l&agrave;m việc. Đối với c&ocirc;ng t&aacute;c trắc địa th&igrave; độ ch&iacute;nh x&aacute;c l&agrave; th&ocirc;ng số quan trọng nhất cần hướng tới trong qu&aacute; tr&igrave;nh l&agrave;m việc do đ&oacute; c&aacute;c thiết bị hỗ trợ cũng cần tối ưu h&oacute;a được yếu tố n&agrave;y. Với việc &aacute;p dụng c&ocirc;ng nghệ RTK cũng như CORS&nbsp;Network c&aacute;c mẫu m&aacute;y n&agrave;y đảm bảo mang đến c&aacute;c th&ocirc;ng số chuẩn nhất để cung cấp dữ liệu cho qu&aacute; tr&igrave;nh vẽ cũng như h&igrave;nh th&agrave;nh c&aacute;c dữ liệu chung.<br />
&nbsp;<br />
Trong việc sử dụng c&ocirc;ng nghệ GNSS th&igrave; CORS l&agrave; trạm tham chiếu hoạt động li&ecirc;n tục để tạo sự li&ecirc;n kết c&aacute;c thiết bị với đường truyền t&iacute;n hiệu. C&ocirc;ng nghệ n&agrave;y gi&uacute;p khoảng c&aacute;ch tối&nbsp;đa giữa trạm gốc v&agrave; m&aacute;y định vị GNSS được thiết lập khoảng 10 - 15km,&nbsp; gi&uacute;p tăng khoảng c&aacute;ch cho hoạt động của m&aacute;y. Điều n&agrave;y gi&uacute;p giảm nh&acirc;n c&ocirc;ng cũng như chi ph&iacute; trong qu&aacute; tr&igrave;nh l&agrave;m việc.<br />
<br />
Với thiết kế nhỏ gọn, dễ d&agrave;ng di chuyển gi&uacute;p mang đến sự tiện lợi tối đa trong qu&aacute; tr&igrave;nh sử dụng.&nbsp;<br />
<br />
Một ưu điểm phải kế đến của loại m&aacute;y GNSS RTK đ&oacute; l&agrave; việc t&iacute;ch hợp nhiều t&iacute;nh năng th&ocirc;ng minh trong c&ugrave;ng thiết bị. C&aacute;c t&iacute;nh năng điều khiển bằng giọng n&oacute;i, bảng điều khiển điện tử, việc thay đổi k&iacute;ch thước m&aacute;y được t&iacute;ch hợp &hellip;gi&uacute;p dễ d&agrave;ng sử dụng cũng như c&oacute; thể thực hiện được nhiều chức năng kh&aacute;c nhau c&ugrave;ng l&uacute;c.<br />
<br />
Bộ nhớ trong lớn gi&uacute;p tăng khả năng lưu trữ th&ocirc;ng tin c&ugrave;ng với đ&oacute; l&agrave; khả năng kết nối với m&aacute;y t&iacute;nh, điện thoại, bluetooth hay 3G, 4G gi&uacute;p n&acirc;ng cao tối đa được c&aacute;c c&ocirc;ng năng cũng như sự tiện lợi trong qu&aacute; tr&igrave;nh sử dụng.<br />
&nbsp;<br />
Khả năng kết nối với c&aacute;c thiết bị kh&aacute;c tối ưu c&ugrave;ng với hệ thống CORS.<br />
<br />
Với chất liệu cao cấp c&oacute; khả năng chống va đập cũng như hạn chế tối đa c&aacute;c t&aacute;c động của c&aacute;c yếu tố b&ecirc;n ngo&agrave;i gi&uacute;p mang đến sản phẩm bền đẹp l&acirc;u d&agrave;i theo thời gian sử dụng.<br />
<br />
<img alt="" src="/admin/webroot/upload/image/images/phân phối máy định vị vệ tinh 2 tần số rtk (1).png" style="width: 850px; height: 604px;" /><br />
<br />
<strong>Nhược điểm của m&aacute;y GNSS RTK</strong><br />
<br />
Hiện nay,&nbsp;m&aacute;y GPS &ndash;GNSS RTK&nbsp;chất lượng d&ugrave; đ&atilde; được t&iacute;ch hợp đầy đủ c&aacute;c t&iacute;nh năng nhưng để c&oacute; được độ ch&iacute;nh x&aacute;c tuyệt đối c&ugrave;ng với vi</span>ệc</span>&nbsp;<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">thực hiện th&ecirc;m nhiều c&ocirc;ng việc kh&aacute;c c&aacute;c bạn cần phải c&oacute; sự kết nối th&ecirc;m c&aacute;c thiết bị kh&aacute;c để sử dụng.<br />
<br />
Giới hạn l&agrave;m việc của m&aacute;y trong một phạm vi nhất định cũng l&agrave; một kh&oacute; khăn trong qu&aacute; tr&igrave;nh sử dụng. Do đ&oacute;, cần t&igrave;m hiểu đầy đủ c&aacute;c th&ocirc;ng số của m&aacute;y trước khi lựa chọn để ph&ugrave; hợp với đặc điểm c&ocirc;ng việc.<br />
<br />
Gi&aacute; th&agrave;nh cao cũng l&agrave; một nhược điểm cần t&iacute;nh đến khi quyết định đầu tư.&nbsp;<br />
<br />
<img alt="" src="/admin/webroot/upload/image/images/Máy RTK.png" style="width: 850px; height: 680px;" /><br />
<br />
</span></span>',
			'images' => '2021081816133230412c34d3b16d2ec66a3d1eba4d0d89.jpg',
			'images_multi' => '',
			'pos' => null,
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			'title_seo' => 'Máy RTK',
			'meta_key' => 'Máy RTK, máy định vị vệ tinh RTK, máy GPS RTK, máy định vị vệ tinh GNSS RTK, máy RTK giá rẻ, máy RTK tốt nhất',
			'meta_des' => 'Chuyên cung cấp máy định vị vệ tinh GPS RTK, máy thủy bình, máy toàn đạc điện tử, UAV, ống nhòm, máy định vị GPS cầm tay, ... chính hãng, uy tín, giá tốt hàng đầu tại Việt Nam! Hotline: 0913051734!',
			'created' => '2021-08-18',
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			'status' => '1',
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			'name' => 'Blogs',
			'parent_id' => null,
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			'images' => '',
			'lft' => '103',
			'rght' => '104',
			'pos' => '5',
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			'title_seo' => 'tin tức trắc địa, cập nhật xu hướng đo đạc mới, công nghệ đo đạc, thiết bị đo đạc hiện đại, mẹo kỹ thuật trắc địa, sai số đo đạc, hệ tọa độ VN-2000, GNSS, RTK, GPS trắc địa, phần mềm trắc địa, phần mềm GIS, SurPad, LandStar, Magnet Field, Leica Captivate, Trimble Access',
			'meta_key' => 'tin tức trắc địa, cập nhật xu hướng đo đạc mới, công nghệ đo đạc, thiết bị đo đạc hiện đại, mẹo kỹ thuật trắc địa, sai số đo đạc, hệ tọa độ VN-2000, GNSS, RTK, GPS trắc địa, phần mềm trắc địa, phần mềm GIS, SurPad, LandStar, Magnet Field, Leica Captivate, Trimble Access',
			'meta_des' => 'phần mềm máy đo đạc, phần mềm GIS, phần mềm trút dữ liệu',
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)
$detailNews = array(
	'Post' => array(
		'id' => '721',
		'name' => 'Định vị công trình bằng máy toàn đạc điện tử',
		'code' => null,
		'alias' => 'dinh-vi-cong-trinh-bang-may-toan-dac-dien-tu',
		'cat_id' => '40',
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		'shortdes' => '<p style="margin: 0in 0in 15.6pt; text-align: justify; background-image: initial; background-position: initial; background-size: initial; background-repeat: initial; background-attachment: initial; background-origin: initial; background-clip: initial;">
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="color: rgb(51, 51, 51);">Định vị thi c&ocirc;ng c&ocirc;ng tr&igrave;nh l&agrave; c&ocirc;ng t&aacute;c trắc địa nhằm x&aacute;c định vị tr&iacute; mặt&nbsp;<span style="box-sizing: border-box; touch-action: manipulation; color: rgb(51, 72, 98);">bằng</span>&nbsp;của c&aacute;c điểm, c&aacute;c đường thẳng, c&aacute;c điểm chi tiết của c&ocirc;ng tr&igrave;nh x&acirc;y dựng tr&ecirc;n đất liền cũng như tr&ecirc;n mặt nước theo đ&uacute;ng thiết kế.</span></span></span><span style="font-size:11.5pt;
font-family:Montserrat;color:#333333"><o:p></o:p></span></p>
',
		'content' => '<h2>
	<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>I. T&igrave;m hiểu về định vị thi c&ocirc;ng c&ocirc;ng tr&igrave;nh&nbsp;</strong></span></span></span></h2>
<br />
<p>
	<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Định vị thi c&ocirc;ng c&ocirc;ng tr&igrave;nh l&agrave; c&ocirc;ng t&aacute;c trắc địa nhằm x&aacute;c định vị tr&iacute; mặt&nbsp;bằng&nbsp;của c&aacute;c điểm, c&aacute;c đường thẳng, c&aacute;c điểm chi tiết của c&ocirc;ng tr&igrave;nh x&acirc;y dựng tr&ecirc;n đất liền cũng như tr&ecirc;n mặt nước theo đ&uacute;ng thiết kế.<br />
	<br />
	Định vị c&ocirc;ng tr&igrave;nh bằng m&aacute;y to&agrave;n đạc c&oacute; thể hiểu l&agrave; thao t&aacute;c sử dụng m&aacute;y to&agrave;n đạc để khảo s&aacute;t, x&aacute;c định vị tr&iacute; tọa độ c&ocirc;ng tr&igrave;nh chi tiết, nhanh ch&oacute;ng v&agrave; ch&iacute;nh x&aacute;c. C&aacute;c kỹ sư sẽ nhập c&aacute;c tham số tr&ecirc;n bản vẽ v&agrave;o m&aacute;y. Sau đ&oacute;, c&aacute;c thuật to&aacute;n của m&aacute;y to&agrave;n đạc sẽ xử l&yacute; những số liệu n&agrave;y. Cuối c&ugrave;ng, m&aacute;y to&agrave;n đạc&nbsp;sẽ khảo s&aacute;t, x&aacute;c định chi tiết v&agrave; x&aacute;c thực những vị tr&iacute; điểm ra thực địa.&nbsp;<br />
	<br />
	Chỉ cần tr&iacute;ch xuất những vị tr&iacute; tọa độ ch&iacute;nh x&aacute;c điểm tr&ecirc;n bản vẽ sang&nbsp;<strong><a href="https://tracdiathanhdat.vn/may-toan-dac-dien-tu">m&aacute;y to&agrave;n đạc điện tử</a> , </strong>&nbsp;m&aacute;y sẽ xử l&yacute; c&aacute;c th&ocirc;ng số n&agrave;y. Sau đ&oacute;, m&aacute;y triển khai vị tr&iacute; những tim trục tr&ecirc;n bản đồ l&ecirc;n thực địa. Nhờ vậy, sẽ định vị được x&aacute;c thực tim trục của nền m&oacute;ng cho những bước thi c&ocirc;ng tiếp theo.</span></span></span></p>
<p style="text-align: center;">
	<br />
	<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/dinh-vi-cong-trinh-bang-may-toan-dac.jpg" style="width: 620px; height: 360px;" /></span></span></span></p>
<h2>
	<br />
	<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>II. Phương ph&aacute;p thực hiện định vị c&ocirc;ng tr&igrave;nh bằng m&aacute;y to&agrave;n đạc điện tử</strong></span></span></span></h2>
<p style="text-align: center;">
	<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">&nbsp; &nbsp; &nbsp;&nbsp;<img alt="" 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" style="height: 411px; width: 620px;" /></span></span></span></p>
<p style="text-align: center;">
	<em><span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">&nbsp; &nbsp; &nbsp;Bản vẽ mặt bằng mộtt nh&agrave; xưởng</span></span></span></em><br />
	&nbsp;</p>
<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Reference Line (Định ᴠị c&ocirc;ng tr&igrave;nh theo đường chuẩn l&agrave; đường thẳng): một đường chuẩn c&oacute; thể được х&aacute;c định bằng c&aacute;ch tham chiếu tới 1 đường thẳng gốc đ&atilde; biết.&nbsp;<br />
<br />
1. X&aacute;c định đường gốc<br />
<br />
Một đường gốc được gắn ᴠới 2 điểm gốc ᴠ&agrave; được х&aacute;c định theo 3 c&aacute;ch: Đo đến điểm gốc; Nhập toạ độ bằng taу; Gọi điểm từ bộ nhớ.<br />
<br />
a) Đo tới điểm gốc. Nhập t&ecirc;n điểm <strong>PtID</strong> ᴠ&agrave; đo bằng ph&iacute;m&nbsp;<br />
b) Với điểm gốc đ&atilde; biết toạ độ t&igrave;m kiếm điểm <strong>PtID</strong> trong bộ nhớ. Nhập toạ độ bằng taу. Hiển thị những điểm ѕẵn trong m&aacute;у.<br />
&nbsp; &nbsp; (1) Điểm gốc trang bị 1&nbsp;<br />
&nbsp; &nbsp; (2) Điểm gốc thứ hai.<br />
&nbsp; &nbsp; (3) Đường gốc.<br />
&nbsp; &nbsp; (4) Đường chuẩn.<br />
<br />
2. Dịch chuуển/Quaу đường gốc<br />
Đường gốc được dịch chuуển ѕong ѕong, chiều dọc, chiều đứng hoặc l&agrave; quaу. Tất cả c&aacute;c kết quả đo ѕau đ&oacute; ѕẽ ảnh hưởng đến đường chuẩn.<br />
&nbsp; &nbsp; <strong>BP</strong>: Điểm gốc.<br />
&nbsp; &nbsp; <strong>BL</strong>: Đường gốc.<br />
&nbsp; &nbsp; <strong>RP</strong>: Điểm chuẩn.<br />
&nbsp; &nbsp; <strong>RL</strong>: Đường chuẩn.<br />
&nbsp; &nbsp; <strong>Off</strong>: Dịch chuуển ѕong ѕong.<br />
&nbsp; &nbsp; <strong>L</strong>: Dịch chuуển theo chiều dọc.<br />
&nbsp; &nbsp; <strong>R</strong>: Th&ocirc;ng ѕố quaу.<br />
<br />
Nhập th&ocirc;ng ѕố: Sử dụng ph&iacute;m n&agrave;у để chuуển con trỏ đến trường th&ocirc;ng ѕố bắt buộc nhập.&nbsp;Ta c&oacute; thể nhập c&aacute;c th&ocirc;ng ѕố như ѕau:<br />
&nbsp; &nbsp; <strong>Offѕet</strong>: Dịch chuуển đường chuẩn ѕong ѕong ᴠề ph&iacute;a b&ecirc;n cần của đường gốc, ᴠ&agrave;o hướng của đường gốc (BP1-BP2).<br />
&nbsp; &nbsp; <strong>Line</strong>: Dịch chuуển đường chuẩn theo chiều dọc t&iacute;nh từ điểm gốc trước ti&ecirc;n theo hướng từ điểm gốc đầu ti&ecirc;n tới điểm gốc vật dụng hai.<br />
&nbsp; &nbsp; <strong>Rotate</strong>: Quaу đường chuẩn theo chiều kim đồng hồ хung quanh điểm gốc.<br />
&nbsp; &nbsp; <strong>Height</strong>: Đường chuẩn cao hơn đường gốc.<br />
&nbsp; &nbsp; <strong>Ref.Hgt:Point1:</strong> Ch&ecirc;nh cao ѕo ᴠới điểm gốc chuẩn nhất.<br />
&nbsp; &nbsp; <strong>Point 2</strong>: Ch&ecirc;nh cao ѕo ᴠới điểm gốc chuẩn hai.<br />
&nbsp; &nbsp; <strong>Interpolated:</strong> Ch&ecirc;nh cao dọc theo đường chuẩn.<br />
&nbsp; &nbsp; <strong>No height</strong>: Ch&ecirc;nh cao kh&ocirc;ng được t&iacute;nh to&aacute;n ᴠ&agrave; hiển thị.<br />
<br />
3. Tiến h&agrave;nh đo hoặc chuуển ѕang chế độ chuуển điểm bề ngo&agrave;i ra thực địa. Tiến h&agrave;nh đo đến điểm đ&iacute;ch. Chuуển ѕang chế độ chuуển điểm bề ngo&agrave;i ra thực địa.<br />
<br />
4. Ứng dụng tương trợ &ldquo;Line&amp;Offѕet&rdquo;:&nbsp;t&iacute;nh to&aacute;n ra ᴠị tr&iacute; của điểm đo ѕo ᴠới đường chuẩn bằng c&aacute;ch hiển thị c&aacute;c lệch dọc trục, lệch ngang, ch&ecirc;nh cao&hellip;<br />
&nbsp;</span></span></span><br />
<p style="box-sizing: border-box; margin-bottom: 1.3em; margin-top: 0px; color: rgb(66, 66, 66); font-family: Roboto, sans-serif; font-size: 15px; text-align: justify;">
	<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trắc đạc c&ocirc;ng tr&igrave;nh hay đo đạc c&ocirc;ng tr&igrave;nh l&agrave; khảo s&aacute;t v&agrave; khai triển bản vẽ thiết kế của c&ocirc;ng tr&igrave;nh ra thực địa, d&ugrave;ng cho thi c&ocirc;ng v&agrave; gi&aacute;m s&aacute;t x&acirc;y dựng c&ocirc;ng tr&igrave;nh đ&uacute;ng bản vẽ thiết kế. Quan trắc dịch chuyển của c&ocirc;ng tr&igrave;nh ra thực địa, chuy&ecirc;n dụng cho thi c&ocirc;ng v&agrave; gi&aacute;m s&aacute;t x&acirc;y dựng c&ocirc;ng tr&igrave;nh đ&uacute;ng bản vẽ thiết kế. C&ocirc;ng cụ đo bằng những mẫu m&aacute;y đo đạc như m&aacute;y kinh vĩ, m&aacute;y thủy b&igrave;nh,m&aacute;y đo khoảng c&aacute;ch laser, m&aacute;y to&agrave;n đạc điện tử&nbsp;&hellip;&nbsp;</span></span></span></p>
<p style="box-sizing: border-box; margin-bottom: 1.3em; margin-top: 0px; color: rgb(66, 66, 66); font-family: Roboto, sans-serif; font-size: 15px; text-align: justify;">
	<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Nhiệm vụ chủ đạo của c&ocirc;ng t&aacute;c trắc địa trong x&acirc;y dựng l&agrave; đảm bảo cho c&ocirc;ng tr&igrave;nh được x&acirc;y dựng đ&uacute;ng k&iacute;ch thước h&igrave;nh học v&agrave; đ&uacute;ng vị tr&iacute; thiết kế. Chỉ khi hai y&ecirc;u cầu n&agrave;y được đ&aacute;p ứng th&igrave; c&ocirc;ng tr&igrave;nh mới mang thể vận h&agrave;nh an to&agrave;n.&nbsp;</span></span></span></p>
<h2 style="box-sizing: border-box; margin-bottom: 1.3em; margin-top: 0px; color: rgb(66, 66, 66); font-family: Roboto, sans-serif; font-size: 15px; text-align: justify;">
	<span style="font-weight: var(--h2_typography-font-weight); font-family: tahoma, geneva, sans-serif; font-size: 14px; color: rgb(0, 0, 0);">III. Những thiết bị được sử dụng trong định vị thi c&ocirc;ng c&ocirc;ng tr&igrave;nh</span></h2>
<ul style="box-sizing: border-box; color: rgb(73, 73, 73); font-family: &quot;Open Sans&quot;, Arial, Helvetica, sans-serif; font-size: 15px;">
	<li style="box-sizing: border-box;">
		<span style="color:#ff0000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><a href="https://tracdiathanhdat.vn/may-thuy-binh-tu-dong"><strong>M&aacute;y thủy b&igrave;nh tự động, m&aacute;y thủy b&igrave;nh điện tử</strong></a></span></span></span><span style="color:#000080;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">:</span></span></span><span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> X&aacute;c định cao độ, dẫn mốc cao độ, đo ch&ecirc;nh cao, quan trắc l&uacute;n&hellip;</span></span></span></li>
</ul>
<ul style="box-sizing: border-box; color: rgb(73, 73, 73); font-family: &quot;Open Sans&quot;, Arial, Helvetica, sans-serif; font-size: 15px;">
	<li style="box-sizing: border-box;">
		<span style="color:#000080;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="box-sizing: border-box; font-weight: bolder;"><a href="https://tracdiathanhdat.vn/may-toan-dac-dien-tu">M&aacute;y to&agrave;n đạc điện tử</a></span></span></span></span><span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="box-sizing: border-box; font-weight: bolder;">:</span>&nbsp;Bố tr&iacute; tr&iacute; tọa độ thiết kế ra thực địa; t&iacute;nh to&aacute;n khoảng c&aacute;ch ngang, đứng, g&oacute;c phương vị của đường, tọa độ điểm, diện t&iacute;ch v&agrave; bố tr&iacute; đường thẳng, đường cong; dẫn lưới lập mốc đường chuyền&hellip;</span></span></span></li>
</ul>
<ul style="box-sizing: border-box; color: rgb(73, 73, 73); font-family: &quot;Open Sans&quot;, Arial, Helvetica, sans-serif; font-size: 15px;">
	<li style="box-sizing: border-box;">
		<span style="color:#000080;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="box-sizing: border-box; font-weight: bolder;"><a href="https://tracdiathanhdat.vn/may-dinh-vi-ve-tinh-gps-2-tan-so-rtk">M&aacute;y định vị GNSS</a></span></span></span></span><span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="box-sizing: border-box; font-weight: bolder;">:</span>&nbsp;Khảo s&aacute;t th&agrave;nh lập lưới khống chế tọa độ; bố tr&iacute; điểm phục vụ cho c&ocirc;ng t&aacute;c chuyển điểm thiết kế ra thực địa; giao hội, bố tr&iacute; đường cong, t&iacute;nh diện t&iacute;ch&hellip;</span></span></span></li>
</ul>
<p style="box-sizing: border-box; margin-bottom: 1.3em; margin-top: 0px; color: rgb(66, 66, 66); font-family: Roboto, sans-serif; font-size: 15px; text-align: center;">
	<span style="color:#000000;"><img alt="" src="/admin/webroot/upload/image/images/Banner (665 × 295 px) (31).png" style="width: 665px; height: 295px;" /></span></p>
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		'title_seo' => 'tin tức trắc địa, cập nhật xu hướng đo đạc mới, công nghệ đo đạc, thiết bị đo đạc hiện đại, mẹo kỹ thuật trắc địa, sai số đo đạc, hệ tọa độ VN-2000, GNSS, RTK, GPS trắc địa, phần mềm trắc địa, phần mềm GIS, SurPad, LandStar, Magnet Field, Leica Captivate, Trimble Access',
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	'id' => '1',
	'name' => 'Công ty CP Công nghệ và Thương mại Thành Đạt',
	'title' => 'Chuyên phân phối máy đo đạc, trắc địa: Máy GPS RTK, máy thủy bình, máy toàn đạc, máy scanner, UAV chính hãng (LEICA, TOPCON, NIKON, TRIMPLE, SOKKIA, DJI, PENTAX, GARMIN,...)',
	'address_eng' => '',
	'address' => '<p>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong><u>Văn ph&ograve;ng</u></strong></span></span><span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">: Số 157&nbsp;Đặng Văn Ngữ, Phường Kim Li&ecirc;n, H&agrave; Nội</span></span></p>
<p>
	<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">MST:<strong><a href="javascript: void(0)" style="font-size:11px;"><span style="color:#ffffff;"> 0103764857 </span></a></strong>do Sở KHĐT TP. H&agrave; Nội cấp ng&agrave;y 28-04-2009<br />
	Điện thoại:&nbsp;<a href="javascript: void(0)" style="font-family: tahoma, geneva, sans-serif;font-size:11px;"><span style="color: rgb(255, 255, 255);"><strong style="font-family: arial, helvetica, sans-serif;">(</strong><strong style="font-family: arial, helvetica, sans-serif;">024) 3776 4930</strong></span></a></span></span></p>
<div>
	<p>
		<strong style="font-size: 14px; font-family: tahoma, geneva, sans-serif;"><u>Cửa h&agrave;ng</u></strong><span style="font-size: 14px; font-family: tahoma, geneva, sans-serif;">:</span></p>
</div>
<p>
	<span style="font-family: tahoma, geneva, sans-serif;">- <span style="font-size:12px;">Số <strong><span style="font-size:14px;">145 </span></strong></span></span><span style="font-size:12px;"><span style="font-family: tahoma, geneva, sans-serif;">L&aacute;ng Hạ, Phường L&aacute;ng Hạ, H&agrave; Nội</span></span></p>
<p>
	<span style="font-size:12px;"><span style="font-family: tahoma, geneva, sans-serif;">- Số 5/161 Nguyễn Tu&acirc;n, Phường Thanh Xu&acirc;n, H&agrave; Nội</span></span><br />
	<br />
	&nbsp;</p>
',
	'contactinfo_eng' => '',
	'taikhoan' => '<strong><span style="color:#04529a;">Số T&agrave;i&nbsp; khoản c&aacute;c ng&acirc;n h&agrave;ng của c&ocirc;ng ty T&acirc;n &Aacute;</span></strong><br />
<br />
1. 13022-0506-5430 - Nguyễn Văn Hiệu - Agribank - CN Trung Y&ecirc;n, HN<br />
2. 0011-00404-0367 - Nguyễn Văn Hiệu - Vietcombank - CN Sở Giao dịch, HN<br />
3. 711A-6202-9713 - Nguyễn Văn Hiệu - Vietinbank - CN Thanh Xu&acirc;n, HN<br />
4. 190-256-018-210-13 - Nguyễn Văn Hiệu - Techcombank, H&agrave; Nội<br />
5. 1231-0000-368-767 - Nguyễn Văn Hiệu - BIDV CN Quang Trung, H&agrave; Nội',
	'contactinfo' => '<div dir="rtl" style="text-align: left;">
	<u style="font-family: tahoma, geneva, sans-serif; font-size: 14px;"><strong>Văn Ph&ograve;ng</strong></u></div>
<div style="">
	<br />
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Địa chỉ:&nbsp; Số 157 Đặng Văn Ngữ, Phường Kim Li&ecirc;n, H&agrave; Nội, Việt Nam<br />
	Tel:&nbsp; &nbsp; &nbsp; &nbsp; (024) 3776 4930 &nbsp; &nbsp;<br />
	Fax:&nbsp; &nbsp; &nbsp; &nbsp;(024) 3776 5908<br />
	Email:&nbsp; &nbsp; thanhdatsurvey.JSC@gmail.com/ tracdiathanhdat@gmail.com<br />
	Hotline:&nbsp; <strong>0913 051 734</strong><br />
	<br />
	<strong><u>C</u></strong><strong><u>ửa h&agrave;ng</u></strong></span></span><br />
	<br />
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">- Số 145 L&aacute;ng Hạ, Phường L&aacute;ng Hạ, H&agrave; Nội</span></span><br />
	<img alt="" src="data:image/png;base64,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" style="height: 12px; width: 16px;" /><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">&nbsp;<strong>0942 288 388</strong></span><br />
	&nbsp;</div>
<div style="">
	<span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">- Số 5/161 Nguyễn Tu&acirc;n, Phường Thanh Xu&acirc;n, H&agrave; Nội</span></div>
<div style="">
	<img alt="" src="data:image/png;base64,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" style="height: 12px; width: 16px;" /><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">&nbsp;<strong>0949 322 456</strong></span></div>
<div style="">
	<br />
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong><u>VPĐD tại Tp. Hồ Ch&iacute; Minh</u></strong><br />
	<br />
	- 1/56 Nguyễn Th&aacute;i Sơn, Phường Hạnh Th&ocirc;ng, Hồ Ch&iacute; Minh</span></span><br />
	<img alt="" src="data:image/png;base64,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" style="height: 12px; width: 16px;" /><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">&nbsp;<strong>0904 925 936</strong></span></div>
',
	'telephone' => '01659 014592',
	'hotline' => '0913051734',
	'email' => 'tracdiathanhdat@yahoo.com',
	'url' => '',
	'meta_key' => 'Leica Geosystems, Máy RTK, máy định vị GPS, GNSS, vngeonet, máy laser, thước đo, Yamayo, máy toàn đạc điện tử, máy toàn đạc robotic, máy toàn đạc tự động, Leica, Sokkia, Nikon, Trimple, Nikon, Spectra, Topcon, ống nhòm, máy bộ đàm, thước đo Yamayo, Máy toàn đạc điện tử, Máy toàn đạc Leica, Máy toàn đạc Sokkia, máy toàn đạc Nikon, Máy toàn đạc Geomax,	Máy toàn đạc Topcon, Máy toàn đạc Trimble, Máy thủy bình tự động, Máy thủy bình leica, Máy thủy bình sokkia, Máy thủy bình Nikon, Máy thủy bình Topcon, Máy thủy bình pentax, Máy thủy bình điện tử, Máy cân bằng laser, Máy kinh vĩ nikon, Máy kinh vĩ Topcon, Máy kinh vĩ sokkia, Máy kinh vĩ geomax, Máy cân bằng laser sabaru, Máy cân bằng laser sincon, Máy cân bằng laser fukuda, Máy cân bằng laser acuza, Máy đo khoảng cách laser leica, Máy đo khoảng cách laser sincon, Máy đo khoảng cách laser bosch, Máy định vị gps 2 tần, Máy định vị gps cầm tay, Máy đo sâu, Máy bộ đàm, Phụ kiện trắc địa, Máy định vị GPS RTK GNSS, Máy định vị GPS RTK Trimble, Máy định vị GPS RTK Sokkia, Máy định vị GPS RTK Sanding, Máy định vị GPS RTK CHC, Máy định vị GPS RTK Comnav, Máy định vị GPS RTK Efix, Máy định vị GPS RTK FOIF, Máy định vị GPS RTK Geomax, Máy định vị GPS RTK Topcon, Máy định vị GPS RTK Nikon, Máy định vị GPS RTK South, Máy định vị GPS RTK Ruide, Máy định vị GPS RTK Kolida, Máy định vị GPS RTK Leica, máy định vị điểm, đo đạc, khảo sát, bản đồ, RINEX, CORS, ',
	'meta_des' => 'Chuyên cung cấp máy định vị vệ tinh GNSS RTK, máy thủy bình, máy toàn đạc, máy laser, máy GPS cầm tay, UAV, ống nhòm (LEICA, TOPCON, NIKON, TRIMPLE, SOKKIA, DJI, PENTAX, GARMIN,...). Uy tín, chất lượng, giá tốt hàng đầu tại Việt Nam!',
	'created' => '2012-06-05',
	'modified' => '1769758152',
	'youtube' => 'http://youtube.com',
	'twitter' => 'https://twitter.com/',
	'myspace' => 'https://myspace.com/',
	'facebook' => 'https://www.facebook.com/thanhdatsurvey.jsc/',
	'email2' => 'duycuong7640',
	'skype' => 'hothihuyen.hn',
	'yahoo' => 'duycuong7640',
	'yahoo1' => 'duycuong7640',
	'content' => 'Thanks for your interest in Vn Discoverytours. For a fast response, please submit this basic Quick Enquiry form below by clicking &ldquo;Submit&rdquo;, and we&rsquo;ll get back to you by e-mail within 12 to 24 hours (in working days). For urgent booking, call us at +84 974 839 873',
	'video' => '<iframe width="1280" height="720" src="https://www.youtube.com/embed/mR4kOuAkEtY" title="YouTube video player" frameborder="0" allow="accelerometer; autoplay; clipboard-write; encrypted-media; gyroscope; picture-in-picture" allowfullscreen></iframe>',
	'slogan' => 'trung tâm sửa chữa và bảo hành máy giặt electrolux',
	'slogan_eng' => '',
	'printer' => '',
	'googleplus' => '',
	'bando' => '<p>
	<iframe allowfullscreen="" frameborder="0" height="410" src="https://www.google.com/maps/embed?pb=!1m18!1m12!1m3!1d1680.2372398112452!2d105.81212934716025!3d21.01437303922492!2m3!1f0!2f0!3f0!3m2!1i1024!2i768!4f13.1!3m3!1m2!1s0x3135ab63b645b665%3A0xa6797ac6008687bf!2zQ-G7rWEgSMOgbmcgVHLhuq9jIMSQ4buLYQ!5e0!3m2!1svi!2s!4v1449908805279" style="border:0" width="600"></iframe></p>
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	'gioithieu' => '<p style="text-align: center;">
	<img alt="" src="/admin/webroot/upload/image/images/gioithieu.png" /></p>
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	'thongtincongty' => 'Sửa máy lạnh tại nhà
Sửa máy lạnh tại HCM
Sửa tủ lạnh
Bơm ga máy lạnh ',
	'trogiupkh' => 'Tai nghe Iphone
Sua may tinh tai nha
Máy Ozone Z755',
	'dichvuft' => 'Sửa máy lạnh
Bảo dưỡng máy lạnh
Vệ sinh máy lạnh
Lắp đặt máy lạnh',
	'bb' => '',
	'zing' => '',
	'hotline2' => '0912 35 65 75',
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	'theh1' => 'thanhdatsurvey.JSC',
	'hanoi' => '<div>
	<strong>C&Ocirc;NG TY CỔ PHẦN THƯƠNG MẠI HMH VIỆT NAM</strong></div>
<div>
	<strong>Địa chỉ</strong> &nbsp;: Số 51 - Trần Duy Hưng, Trung H&ograve;a, Cầu Giấy, H&agrave; Nội</div>
<div>
	<strong>Điện thoại </strong>: (04) 3641.7498 - <strong>Fax</strong>: (04) 3543.0479</div>
<div>
	<strong>Email </strong>: info@ifes.vn</div>
',
	'tphcm' => '<div>
	<strong>C&Ocirc;NG TY CỔ PHẦN THƯƠNG MẠI HMH VIỆT NAM</strong></div>
<div>
	<strong>Địa chỉ</strong>&nbsp;&nbsp;: Số 51 - Trần Duy Hưng, Trung H&ograve;a, Cầu Giấy, H&agrave; Nội</div>
<div>
	<strong>Điện thoại&nbsp;</strong>: (04) 3641.7498 -&nbsp;<strong>Fax</strong>: (04) 3543.0479</div>
<div>
	<strong>Email&nbsp;</strong>: info@ifes.vn</div>
',
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	'bandohaiphong' => '<iframe frameborder="0" height="450" src="https://www.google.com/maps/embed?pb=!1m14!1m8!1m3!1d3724.958946511035!2d105.8172709!3d20.9942827!3m2!1i1024!2i768!4f13.1!3m3!1m2!1s0x3135ac91e206c757%3A0xf0f7a088bc4c72a2!2zMTg2IEtoxrDGoW5nIFRydW5nLCBUaGFuaCBYdcOibiwgSMOgIE7hu5lpLCBWaeG7h3QgTmFt!5e0!3m2!1svi!2s!4v1419913280809" style="border:0" width="600"></iframe>',
	'gt' => '<p style="text-align: justify;">
	<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">L&agrave; c&ocirc;ng ty chuy&ecirc;n nhập khẩu,&nbsp;cung cấp v&agrave; chuyển giao c&ocirc;ng nghệ c&aacute;c loại m&aacute;y đo đạc,&nbsp;trắc địa phục vụ khảo s&aacute;t thiết kế, x&acirc;y dựng v&agrave; đo vẽ bản đồ của c&aacute;c h&atilde;ng nổi tiếng tr&ecirc;n thế giới như: LEICA, TOPCON, NIKON, PENTAX, SOKKIA, GLUNZ, TRIMPLE, SPECTRA, GEOMAX, GARMIN..., ch&uacute;ng t&ocirc;i cam kết mang tới cho kh&aacute;ch h&agrave;ng những sản phẩm ch&iacute;nh h&atilde;ng chất lượng tốt nhất, gi&aacute; cả hợp l&yacute;, hỗ trợ tư vấn, chuyển giao c&ocirc;ng nghệ miễn ph&iacute;, dịch vụ chăm s&oacute;c kh&aacute;ch h&agrave;ng tận t&acirc;m 24/7!&nbsp; </span><br />
	<br />
	<span style="font-family: tahoma, geneva, sans-serif;">Với hơn 20 năm kinh nghiệm c&ugrave;ng</span>&nbsp;<span style="font-family: tahoma, geneva, sans-serif;">đội ngũ nh&acirc;n vi&ecirc;n, kỹ thuật vi&ecirc;n năng động, c&oacute; tr&igrave;nh độ cao ch&uacute;ng t&ocirc;i&nbsp;tự h&agrave;o v&agrave; tin tưởng Qu&yacute; kh&aacute;ch h&agrave;ng sẽ h&agrave;i l&ograve;ng khi sử dụng c&aacute;c sản phẩm v&agrave; dịch vụ do ch&uacute;ng t&ocirc;i cung cấp!</span></span><br />
	&nbsp;</p>
<div style="text-align: justify;">
	<span style="color:#ff9966;"><span style="font-family:comic sans ms,cursive;"><span style="font-size:14px;"><strong style="font-family: tahoma, geneva, sans-serif;">Hỗ trợ 24/7:</strong>&nbsp;<strong>0942 288 388/</strong></span><span style="font-size: 14px;"><strong>0949 322 456</strong>&nbsp;(Zalo)&nbsp;</span></span></span></div>
',
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			'name' => 'Hướng dẫn mua hàng',
			'code' => null,
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			'cat_id' => '4',
			'price' => '0',
			'type' => 'new',
			'shortdes' => '',
			'content' => '<p>
	<span style="color:#000000;"><b><span style="font-size: 10.5pt; line-height: 107%; font-family: Verdana, sans-serif;">Cảm ơn Qu&yacute; kh&aacute;ch đ&atilde; tin tưởng lựa chọn sản phẩm v&agrave; dịch vụ vủa ch&uacute;ng t&ocirc;i!</span></b><br />
	<span style="font-size: 10.5pt; line-height: 107%; font-family: Tahoma, sans-serif;"> </span></span><span style="font-size: 10.5pt; line-height: 107%; font-family: Tahoma, sans-serif;"><!--[if !supportLineBreakNewLine]--><!--[endif]--></span></p>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="line-height: 107%;"><!--[if !supportLineBreakNewLine]--><!--[endif]--></span></span></span>
<p>
	<br />
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="color:#000000;">Qu&yacute; kh&aacute;ch c&oacute; thể mua h&agrave;ng theo những c&aacute;ch sau:</span></span></span><br />
	&nbsp;</p>
<p>
	<span style="color: rgb(0, 0, 0); font-size: 14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>1. C&aacute;ch 1: </strong>Đặt h&agrave;ng trực tiếp tại mục ĐẶT H&Agrave;NG (Th&ecirc;m v&agrave;o giỏ h&agrave;ng) tr&ecirc;n website:&nbsp;</span></span><span style="font-size: 14px;"><span style="font-family:tahoma,geneva,sans-serif;"><a href="https://maytracdiasaoviet.vn/" target="_blank"><span style="color:#000000;">https://tracdiathanhdat.vn/</span></a></span></span><span style="color: rgb(0, 0, 0); font-size: 14px;"><span style="font-family:tahoma,geneva,sans-serif;">.</span></span></p>
<p>
	<br />
	<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Ngay&nbsp;sau khi tiếp nhận th&ocirc;ng tin đặt h&agrave;ng, nh&acirc;n vi&ecirc;n kinh doanh c&ocirc;ng ty sẽ gọi điện cho qu&yacute; kh&aacute;ch để x&aacute;c nhận đơn h&agrave;ng v&agrave; tiến h&agrave;nh giao h&agrave;ng cho qu&yacute; kh&aacute;ch ngay trong ng&agrave;y.</span></span></span></p>
<br />
<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>2. C&aacute;ch 2: </strong>Đặt h&agrave;ng trực tiếp qua số hotline của c&ocirc;ng ty&nbsp;<br />
<br />
&ndash; Tại trụ sở H&agrave; Nội:&nbsp;<strong>0913 051 734&nbsp;</strong></span></span></span><span style="color: rgb(0, 0, 0); font-family: tahoma, geneva, sans-serif; font-size: 14px;">(Zalo/Call)</span><br />
<br />
<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">&ndash; Tại VPGD Hồ Ch&iacute; Minh:<strong>&nbsp;0904 925 936&nbsp;</strong></span></span></span><span style="color: rgb(0, 0, 0); font-family: tahoma, geneva, sans-serif; font-size: 14px;">(Zalo/Call)</span><br />
<br />
<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>3. C&aacute;ch 3:&nbsp;</strong>Qu&yacute; kh&aacute;ch mua h&agrave;ng trực tiếp tại địa chỉ sau:<br />
<br />
<strong>C&Ocirc;NG TY CP C&Ocirc;NG NGHỆ V&Agrave; THƯƠNG MẠI TH&Agrave;NH ĐẠT</strong></span></span></span><br />
<div style="margin: 0px; padding: 0px; color: rgb(0, 0, 0); font-family: arial; font-size: 13px; text-align: justify;">
	<br style="margin: 0px; padding: 0px;" />
	<span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">- 145 L&aacute;ng Hạ, Đống Đa, H&agrave; Nội</span><br />
	<br />
	<span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">- 5/161 Nguyễn Tu&acirc;n, Thanh Xu&acirc;n, H&agrave; Nội</span></div>
<div style="margin: 0px; padding: 0px; color: rgb(0, 0, 0); font-family: arial; font-size: 13px; text-align: justify;">
	&nbsp;</div>
<div style="margin: 0px; padding: 0px; color: rgb(0, 0, 0); font-family: arial; font-size: 13px; text-align: justify;">
	<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="margin: 0px; padding: 0px;"><span style="margin: 0px; padding: 0px;">- 1/56 Nguyễn Th&aacute;i Sơn, Phường 3, Quận G&ograve; Vấp, Hồ Ch&iacute; Minh</span></span><br style="margin: 0px; padding: 0px;" />
	<br />
	Rất mong được hợp t&aacute;c với Qu&yacute; kh&aacute;ch h&agrave;ng tr&ecirc;n cả nước.<br />
	<br />
	Tr&acirc;n trọng!</span></span></span></div>
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			'cat_id' => '4',
			'price' => '0',
			'type' => 'new',
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			'content' => '<p style="margin: 0px 0px 1.3em; padding: 0px; text-align: justify; box-sizing: border-box; color: rgb(66, 66, 66); font-family: Roboto, sans-serif; font-size: 16px;">
	<span style="color:#000000;"><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif; font-size: 14px;"><b><span style="font-size: 10.5pt; line-height: 107%; font-family: Verdana, sans-serif;">Cảm ơn Qu&yacute; kh&aacute;ch đ&atilde; tin tưởng lựa chọn sản phẩm v&agrave; dịch vụ vủa ch&uacute;ng t&ocirc;i!</span></b><br />
	<br />
	<span style="font-size: 10.5pt; line-height: 107%; font-family: Tahoma, sans-serif;"> <!--[if !supportLineBreakNewLine]--><!--[endif]--></span>&nbsp;</span><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif; font-size: 14px;">Ch&uacute;ng t&ocirc;i c</span><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">hấp nhận c&aacute;c h&igrave;nh thức thanh to&aacute;n bằng tiền mặt, chuyển khoản theo đ&uacute;ng quy định ph&aacute;p luật.&nbsp;</span></span></p>
<p style="margin: 0px 0px 1.3em; padding: 0px; box-sizing: border-box; color: rgb(66, 66, 66); font-family: Roboto, sans-serif; font-size: 16px;">
	<img alt="" src="/admin/webroot/upload/image/images/Thiết kế chưa có tên (22).png" style="width: 320px; height: 183px;" /></p>
<p style="margin: 0px 0px 1.3em; padding: 0px; text-align: justify; box-sizing: border-box; color: rgb(66, 66, 66); font-family: Roboto, sans-serif; font-size: 16px;">
	<span style="color:#000000;"><span style="margin: 0px; padding: 0px; font-size: 14px;"><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;">Qu&yacute; kh&aacute;ch c&oacute; thể chọn c&aacute;c phương thức thanh to&aacute;n sau đ&acirc;y:</span></span><br />
	<br />
	<strong><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">I. Thanh to&aacute;n trực tiếp tại cửa h&agrave;ng<br />
	<br />
	II. Thanh to&aacute;n qua h&igrave;nh thức chuyển khoản</span></strong><br />
	<br />
	<span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">Th&ocirc;ng tin t&agrave;i khoản:</span></span></p>
<p style="margin: 0px 0px 1.3em; padding: 0px; box-sizing: border-box; color: rgb(66, 66, 66); font-family: Roboto, sans-serif; font-size: 16px;">
	<strong style="color: rgb(0, 0, 0); margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif; font-size: 14px; text-align: justify;"><em>Chủ t&agrave;i khoản</em>: C&Ocirc;NG TY CP C&Ocirc;NG NGHỆ V&Agrave; THƯƠNG MẠI TH&Agrave;NH ĐẠT</strong></p>
<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><em style="margin: 0px; padding: 0px;"><strong>Số t&agrave;i khoản</strong></em><em style="margin: 0px; padding: 0px;">: <strong>0611001648635</strong> tại Ng&acirc;n h&agrave;ng TMCP Ngoại thương Việt Nam, chi nh&aacute;nh Ba Đ&igrave;nh<br />
<br />
<strong>Nội dung chuyển khoản</strong>: T&ecirc;n c&ocirc;ng ty - Th&ocirc;ng tin sản phẩm đ&atilde; mua &ndash; Số điện thoại người chuyển tiền</em></span></span></span><br />
<br />
<p style="margin: 0px 0px 1.3em; padding: 0px; text-align: justify; box-sizing: border-box; color: rgb(66, 66, 66); font-family: Roboto, sans-serif; font-size: 16px;">
	<span style="color:#000000;"><span style="margin: 0px; padding: 0px; font-size: 14px;"><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;">Sau khi chuyển khoản h&atilde;y th&ocirc;ng b&aacute;o lại cho ch&uacute;ng t&ocirc;i để ch&uacute;ng t&ocirc;i kiểm tra v&agrave; x&aacute;c nhận lại cho Qu&yacute; kh&aacute;ch.</span></span><br />
	<br />
	<strong><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">III. Thanh to&aacute;n khi nh&acirc;n vi&ecirc;n đến giao nhận h&agrave;ng</span></strong></span></p>
<p style="margin: 0px 0px 1.3em; padding: 0px; text-align: justify; box-sizing: border-box; color: rgb(66, 66, 66);">
	<span style="color:#000000;"><font face="tahoma, geneva, sans-serif"><span style="font-size: 14px;">Qu&yacute; kh&aacute;ch h&agrave;ng thanh to&aacute;n trực tiếp bằng tiền mặt cho nh&acirc;n vi&ecirc;n giao h&agrave;ng của ch&uacute;ng t&ocirc;i ngay khi kiểm tra v&agrave; nhận h&agrave;ng.<br />
	<br />
	Mọi phản hồi v&agrave; thắc mắc về việc thanh to&aacute;n, Qu&yacute; kh&aacute;ch li&ecirc;n hệ <strong>0942 288 388</strong>&nbsp;để được tư vấn.</span></font><br />
	<br />
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tr&acirc;n trọng!</span></span></span></p>
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			'title_seo' => 'Trắc địa Thành Đạt - nơi cung cấp các loại máy móc ngành đo đạc',
			'meta_key' => 'Máy toàn đạc, máy thủy chuẩn, máy kinh vĩ, máy laser, máy GPS, máy RTK,...',
			'meta_des' => 'Trắc địa Thành Đạt chuyên cung cấp các máy toàn đạc, máy GNSS RTK, máy thủy bình, UAV, máy kinh vĩ, phụ kiện trắc địathiết bị máy trắc địa chất lượng cao, giá tốt nhất, hỗ trợ tư vấn 24/7, chuyển giao công nghệ tận chân công trình!',
			'created' => '2015-12-02',
			'modified' => '2025-10-29',
			'slug' => 'chinh-sach-ban-hang-1',
			'cate' => '4',
			'link' => 'dich-vu',
			'name_eng' => 'Sales Policy',
			'name_tq' => '',
			'type' => 'new',
			'hot' => '0',
			'content' => '',
			'display' => '0',
			'content_eng' => null
		)
	),
	(int) 2 => array(
		'Post' => array(
			'id' => '587',
			'name' => 'Chính sách vận chuyển',
			'code' => null,
			'alias' => 'chinh-sach-van-chuyen',
			'cat_id' => '4',
			'price' => '0',
			'type' => 'new',
			'shortdes' => '',
			'content' => '<div>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong><span style="font-family:verdana,geneva,sans-serif;">Cảm ơn Qu&yacute; kh&aacute;ch đ&atilde; tin tưởng lựa chọn sản phẩm v&agrave; dịch vụ vủa ch&uacute;ng t&ocirc;i!</span></strong><br />
	<br />
	Ch&uacute;ng t&ocirc;i hỗ trợ giao h&agrave;ng to&agrave;n quốc cho Qu&yacute; kh&aacute;ch mua h&agrave;ng tại hệ thống cửa h&agrave;ng của ch&uacute;ng t&ocirc;i.</span></span><br />
	&nbsp;</div>
<div>
	<p style="margin: 0in 0in 7.5pt; padding: 0px; color: rgb(51, 51, 51); font-family: arial; font-size: 13px; text-align: justify; background-image: initial; background-position: initial; background-size: initial; background-repeat: initial; background-attachment: initial; background-origin: initial; background-clip: initial;">
		<span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;"><span style="margin: 0px; padding: 0px; font-size: 14px;">Sau khi nhận được th&ocirc;ng tin đặt h&agrave;ng ch&uacute;ng t&ocirc;i sẽ lập tức xử l&yacute; đơn h&agrave;ng v&agrave; phản hồi lại th&ocirc;ng tin cho kh&aacute;ch h&agrave;ng về việc thanh to&aacute;n v&agrave; giao nhận.<br />
		<br />
		<strong>&gt; Thời gian giao h&agrave;ng&nbsp;</strong><br />
		<br />
		- Trong v&ograve;ng 24 giờ&nbsp;nếu địa điểm giao h&agrave;ng&nbsp;<b style="color: rgb(74, 74, 74); box-sizing: border-box;">&le; 20 km</b>&nbsp;t&iacute;nh từ cửa h&agrave;ng của ch&uacute;ng t&ocirc;i.</span></span></p>
	<p style="margin-top: 0in; background-image: initial; background-position: initial; background-size: initial; background-repeat: initial; background-attachment: initial; background-origin: initial; background-clip: initial; box-sizing: border-box; margin-bottom: 1rem;">
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">-&nbsp;Trong v&ograve;ng 1-2 ng&agrave;y&nbsp;nếu địa điểm giao h&agrave;ng nằm trong phạm vi&nbsp;<b style="box-sizing: border-box">50 - 100 km</b>&nbsp;</span></span><span style="font-family: Arial, sans-serif;"><o:p></o:p></span><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">t&iacute;nh từ cửa h&agrave;ng của ch&uacute;ng t&ocirc;i.<br />
		<br />
		-&nbsp;Trong v&ograve;ng 3-5 ng&agrave;y</span></span><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">&nbsp;nếu địa điểm giao h&agrave;ng từ <strong>20</strong></span><b style="font-family: tahoma, geneva, sans-serif; font-size: 14px; box-sizing: border-box;">0 km</b><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">&nbsp;trở l&ecirc;n&nbsp;</span><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">t&iacute;nh từ cửa h&agrave;ng của ch&uacute;ng t&ocirc;i.</span></p>
	<p style="margin-top: 0in; background-image: initial; background-position: initial; background-size: initial; background-repeat: initial; background-attachment: initial; background-origin: initial; background-clip: initial; box-sizing: border-box; margin-bottom: 1rem;">
		<span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">Trước khi vận chuyển, bộ phận giao nhận sẽ li&ecirc;n lạc với Qu&yacute; kh&aacute;ch h&agrave;ng để x&aacute;c nhận khoảng thời gian v&agrave; địa điểm giao h&agrave;ng cụ thể.</span></p>
	<p style="margin-top: 0in; background-image: initial; background-position: initial; background-size: initial; background-repeat: initial; background-attachment: initial; background-origin: initial; background-clip: initial; box-sizing: border-box; margin-bottom: 1rem;">
		<strong style="font-family: tahoma, geneva, sans-serif; font-size: 14px; text-align: justify;">&gt; Ph&iacute; vận chuyển</strong><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px; text-align: justify;"> sẽ được t&iacute;nh theo từng gi&aacute; trị đơn h&agrave;ng v&agrave; được thoả thuận giữa hai b&ecirc;n ngay trước khi giao h&agrave;ng.&nbsp;</span></p>
	<p style="margin: 0in 0in 7.5pt; padding: 0px; color: rgb(51, 51, 51); font-family: arial; font-size: 13px; text-align: justify; background-image: initial; background-position: initial; background-size: initial; background-repeat: initial; background-attachment: initial; background-origin: initial; background-clip: initial;">
		<span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;"><span style="margin: 0px; padding: 0px; font-size: 14px;"><span style="margin: 0px; padding: 0px;">Mọi thắc mắc li&ecirc;n quan đến việc giao h&agrave;ng, Qu&yacute; kh&aacute;ch h&agrave;ng li&ecirc;n hệ số điện thoại&nbsp;<strong>0942 288 388</strong>&nbsp;để được giải đ&aacute;p v&agrave; giải quyết kịp thời.<br />
		<br />
		Tr&acirc;n trọng!</span></span></span></p>
</div>
',
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			'hot' => '1',
			'saleoff' => null,
			'title_seo' => 'Trắc địa Thành Đạt',
			'meta_key' => 'Chuyên cung cấp máy định vị vệ tinh GPS RTK, máy thủy bình, máy toàn đạc điện tử, UAV, ống nhòm, máy định vị GPS cầm tay, ... chính hãng, uy tín, giá tốt hàng đầu tại Việt Nam! Hotline: 0913051734!',
			'meta_des' => 'Chuyên cung cấp máy định vị vệ tinh GPS RTK, máy thủy bình, máy toàn đạc điện tử, UAV, ống nhòm, máy định vị GPS cầm tay, ... chính hãng, uy tín, giá tốt hàng đầu tại Việt Nam! Hotline: 0913051734!',
			'created' => '2021-04-07',
			'modified' => '2026-02-01',
			'status' => '1',
			'view' => '3322',
			'slug' => 'chinh-sach-van-chuyen',
			'name_eng' => '',
			'shortdes_eng' => '',
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			'namdi' => null,
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			'thoigiandi_eng' => null,
			'videoyou' => null,
			'nt' => null,
			'duration' => null,
			'duration_eng' => null,
			'twodaypro' => null,
			'twodaypro_eng' => null,
			'threedaypro' => null,
			'threedaypro_eng' => null,
			'photo' => null,
			'lft' => '141',
			'rght' => '142',
			'vat' => null,
			'hangsx' => null,
			'baohanh' => null,
			'tinhtrang' => '1',
			'tailieu' => null,
			'tag' => null
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		'Catproduct' => array(
			'id' => '4',
			'name' => 'Chính sách bán hàng',
			'parent_id' => null,
			'alias' => 'chinh-sach-ban-hang',
			'images' => '',
			'lft' => '47',
			'rght' => '48',
			'pos' => '3',
			'status' => '0',
			'title_seo' => 'Trắc địa Thành Đạt - nơi cung cấp các loại máy móc ngành đo đạc',
			'meta_key' => 'Máy toàn đạc, máy thủy chuẩn, máy kinh vĩ, máy laser, máy GPS, máy RTK,...',
			'meta_des' => 'Trắc địa Thành Đạt chuyên cung cấp các máy toàn đạc, máy GNSS RTK, máy thủy bình, UAV, máy kinh vĩ, phụ kiện trắc địathiết bị máy trắc địa chất lượng cao, giá tốt nhất, hỗ trợ tư vấn 24/7, chuyển giao công nghệ tận chân công trình!',
			'created' => '2015-12-02',
			'modified' => '2025-10-29',
			'slug' => 'chinh-sach-ban-hang-1',
			'cate' => '4',
			'link' => 'dich-vu',
			'name_eng' => 'Sales Policy',
			'name_tq' => '',
			'type' => 'new',
			'hot' => '0',
			'content' => '',
			'display' => '0',
			'content_eng' => null
		)
	),
	(int) 3 => array(
		'Post' => array(
			'id' => '585',
			'name' => 'Chính sách đổi trả',
			'code' => null,
			'alias' => 'chinh-sach-doi-tra',
			'cat_id' => '4',
			'price' => '0',
			'type' => 'new',
			'shortdes' => '',
			'content' => '<span style="color:#000000;"><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px; text-align: justify;">Ch&uacute;ng t&ocirc;i hỗ trợ đổi trả sản phẩm trong v&ograve;ng 07 ng&agrave;y nếu lỗi ph&aacute;t sinh do nh&agrave; sản xuất.<br />
<br />
Trong thời gian đổi trả, C&ocirc;ng ty CP C&ocirc;ng nghệ v&agrave; Thương mại Th&agrave;nh Đạt&nbsp; sẽ hỗ trợ cung cấp m&aacute;y m&oacute;c thay thế kịp thời để c&ocirc;ng việc khảo s&aacute;t, đo đạc của Qu&yacute; kh&aacute;ch kh&ocirc;ng bị gi&aacute;n đoạn. Chi ph&iacute; vận chuyển cho việc đổi trả do hai b&ecirc;n tự thoả thuận.</span><br style="margin: 0px; padding: 0px; color: rgb(66, 66, 66); font-family: tahoma, geneva, sans-serif; font-size: 14px; text-align: justify;" />
<br />
<strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">&gt; Điều kiện&nbsp;đổi trả:&nbsp;</span></span></strong></span><br />
<ul>
	<li style="box-sizing: border-box;">
		<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Sản phẩm phải c&ograve;n nguy&ecirc;n tem m&aacute;c.</span></span></span></li>
	<li style="box-sizing: border-box;">
		<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Sản phẩm&nbsp;bị lỗi do nh&agrave; sản xuất.</span></span></span></li>
	<li style="box-sizing: border-box;">
		<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Sản phẩm kh&ocirc;ng đ&uacute;ng như đơn đặt h&agrave;ng.</span></span></span></li>
	<li style="box-sizing: border-box;">
		<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Số lần đổi trả cho 1 sản phẩm l&agrave; 1 lần</span></span></span></li>
</ul>
<br />
<div style="text-align: start;">
	<span style="color:#000000;"><strong><span style="text-align: justify;"><font face="tahoma, geneva, sans-serif"><span style="font-size: 14px;">&gt;&nbsp;</span></font><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">Việc đổi trả sẽ kh&ocirc;ng được chấp nhận nếu:</span>&nbsp;<span style="font-size: 14px; font-family: tahoma, geneva, sans-serif;">&nbsp;</span></span></strong></span></div>
<ul>
	<li>
		<span style="color:#000000;"><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px; text-align: justify;">Trong qu&aacute; tr&igrave;nh sử dụng sản phẩm Qu&yacute; kh&aacute;ch kh&ocirc;ng tu&acirc;n thủ c&aacute;c chỉ dẫn của Nh&agrave; sản xuất.</span></span></li>
	<li>
		<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="text-align: justify;">S</span>ản phẩm bị trầy xước, kh&ocirc;ng nguy&ecirc;n vẹn</span></span></span></li>
</ul>
<br />
<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Ngo&agrave;i ra, ch&uacute;ng t&ocirc;i cũng hỗ trợ đổi trả sản phẩm v&igrave; l&yacute; do chủ quan của Qu&yacute; kh&aacute;ch h&agrave;ng ( muốn đổi sang sản phẩm c&ugrave;ng chủng loại nhưng kh&aacute;c về m&agrave;u sắc, h&atilde;ng sản xuất hay th&ocirc;ng số kỹ thuật). Chi ph&iacute; cho việc đổi trả n&agrave;y do Qu&yacute; kh&aacute;ch h&agrave;ng chịu.</span></span><br />
<br />
<span style="margin: 0px; padding: 0px; font-family: arial; text-align: justify; font-size: 14px;"><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;"><strong style="margin: 0px; padding: 0px;"><img alt="" src="https://tracdiathanhdat.vn/admin/webroot/upload/image/images/lien-he.jpg" style="margin: 0px; padding: 8px 0px; height: 36px; max-width: 100%; vertical-align: middle; border: 0px; opacity: 1; font-size: 13px; width: 38px;" /><span style="margin: 0px; padding: 0px; font-size: 13px;">&nbsp;</span></strong></span></span><span style="margin: 0px; padding: 0px; font-family: arial; text-align: justify; font-size: 14px;"><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;"><strong style="margin: 0px; padding: 0px;">&nbsp;</strong></span></span><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px; text-align: justify;">Li&ecirc;n hệ hotline <strong>0913 051 734</strong> để được tư vấn đổi trả theo đ&uacute;ng qui định.</span></span>',
			'images' => '202104071223177d9b7f6e319f9fa90078c7c61ed9bd19.jpg',
			'images_multi' => '',
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			'hot' => '1',
			'saleoff' => null,
			'title_seo' => 'Trắc địa Thành Đạt',
			'meta_key' => 'Chuyên cung cấp máy định vị vệ tinh GPS RTK, máy thủy bình, máy toàn đạc điện tử, UAV, ống nhòm, máy định vị GPS cầm tay, ... chính hãng, uy tín, giá tốt hàng đầu tại Việt Nam! Hotline: 0913051734!',
			'meta_des' => 'Chuyên cung cấp máy định vị vệ tinh GPS RTK, máy thủy bình, máy toàn đạc điện tử, UAV, ống nhòm, máy định vị GPS cầm tay, ... chính hãng, uy tín, giá tốt hàng đầu tại Việt Nam! Hotline: 0913051734!',
			'created' => '2021-04-07',
			'modified' => '2026-02-02',
			'status' => '1',
			'view' => '3317',
			'slug' => 'chinh-sach-doi-tra',
			'name_eng' => '',
			'shortdes_eng' => '',
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			'threedaypro_eng' => null,
			'photo' => null,
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			'rght' => '138',
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			'name' => 'Chính sách bán hàng',
			'parent_id' => null,
			'alias' => 'chinh-sach-ban-hang',
			'images' => '',
			'lft' => '47',
			'rght' => '48',
			'pos' => '3',
			'status' => '0',
			'title_seo' => 'Trắc địa Thành Đạt - nơi cung cấp các loại máy móc ngành đo đạc',
			'meta_key' => 'Máy toàn đạc, máy thủy chuẩn, máy kinh vĩ, máy laser, máy GPS, máy RTK,...',
			'meta_des' => 'Trắc địa Thành Đạt chuyên cung cấp các máy toàn đạc, máy GNSS RTK, máy thủy bình, UAV, máy kinh vĩ, phụ kiện trắc địathiết bị máy trắc địa chất lượng cao, giá tốt nhất, hỗ trợ tư vấn 24/7, chuyển giao công nghệ tận chân công trình!',
			'created' => '2015-12-02',
			'modified' => '2025-10-29',
			'slug' => 'chinh-sach-ban-hang-1',
			'cate' => '4',
			'link' => 'dich-vu',
			'name_eng' => 'Sales Policy',
			'name_tq' => '',
			'type' => 'new',
			'hot' => '0',
			'content' => '',
			'display' => '0',
			'content_eng' => null
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	),
	(int) 4 => array(
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			'id' => '583',
			'name' => 'Chính sách bảo hành',
			'code' => null,
			'alias' => 'chinh-sach-bao-hanh',
			'cat_id' => '4',
			'price' => '0',
			'type' => 'new',
			'shortdes' => '',
			'content' => '<div>
	<span style="font-family:tahoma,geneva,sans-serif;"><span style="font-size:14px;"><span style="color: rgb(66, 66, 66); text-align: justify;">Tất cả c&aacute;c sản phẩm mua tại hệ thống cửa h&agrave;ng của ch&uacute;ng t&ocirc;i đều được bảo h&agrave;nh ch&iacute;nh h&atilde;ng theo quy định của nh&agrave; sản xuất.&nbsp;</span><br style="margin: 0px; padding: 0px; color: rgb(66, 66, 66); font-family: tahoma, geneva, sans-serif; font-size: 14px; text-align: justify;" />
	<br style="margin: 0px; padding: 0px; color: rgb(66, 66, 66); font-family: tahoma, geneva, sans-serif; font-size: 14px; text-align: justify;" />
	<span style="color: rgb(66, 66, 66); text-align: justify;">Ch&uacute;ng t&ocirc;i hỗ trợ kỹ thuật 24/7 qua số hotline <strong>0913 051 734</strong> trong suốt qu&aacute; tr&igrave;nh Qu&yacute; kh&aacute;ch sử dụng sản phẩm.</span></span></span></div>
<div>
	<br />
	<strong><span style="font-family:tahoma,geneva,sans-serif;"><span style="font-size:14px;">1. Sản phẩm được bảo h&agrave;nh miễn ph&iacute;:&nbsp;</span></span></strong><br />
	<br />
	<ul>
		<li>
			<span style="font-family:tahoma,geneva,sans-serif;"><span style="font-size:14px;">Sản phẩm sẽ được bảo h&agrave;nh miễn ph&iacute; nếu sản phẩm đ&oacute; c&ograve;n thời hạn bảo h&agrave;nh (được t&iacute;nh kể từ ng&agrave;y mua h&agrave;ng).</span></span></li>
		<li>
			<span style="font-family:tahoma,geneva,sans-serif;"><span style="font-size:14px;">Thời hạn bảo h&agrave;nh được ghi tr&ecirc;n Tem Bảo H&agrave;nh v&agrave; theo quy định của từng Nh&agrave; sản xuất đối với tất cả c&aacute;c sự cố về mặt kỹ thuật.</span></span></li>
		<li>
			<span style="font-family:tahoma,geneva,sans-serif;"><span style="font-size:14px;">C&oacute; Tem bảo h&agrave;nh tr&ecirc;n sản phẩm.</span></span></li>
		<li>
			<span style="font-family:tahoma,geneva,sans-serif;"><span style="font-size:14px;">Khi sản phẩm c&oacute; sự cố kĩ thuật ch&uacute;ng t&ocirc;i sẽ trực tiếp khắc phục sự cố tại cửa h&agrave;ng&nbsp;hoặc thay mặt kh&aacute;ch h&agrave;ng&nbsp;mang sản phẩm tới Trung T&acirc;m Bảo H&agrave;nh của h&atilde;ng.</span></span></li>
	</ul>
	<br />
	<strong><span style="font-family:tahoma,geneva,sans-serif;"><span style="font-size:14px;">2. Những trường hợp kh&ocirc;ng được bảo h&agrave;nh (sửa chữa c&oacute; t&iacute;nh ph&iacute;):&nbsp;</span></span></strong><br />
	<br />
	<ul>
		<li>
			<span style="font-family:tahoma,geneva,sans-serif;"><span style="font-size:14px;">Sản phẩm đ&atilde; qu&aacute; thời hạn bảo h&agrave;nh hoặc kh&ocirc;ng c&oacute; Tem bảo h&agrave;nh tr&ecirc;n m&aacute;y.</span></span></li>
		<li>
			<span style="font-family:tahoma,geneva,sans-serif;"><span style="font-size:14px;">Sản phẩm bị hư hỏng do t&aacute;c động cơ học l&agrave;m rơi, vỡ, va đập, trầy xước, m&oacute;p m&eacute;o, ẩm ướt, hoen rỉ, chảy nước hoặc do hỏa hoạn, thi&ecirc;n tai g&acirc;y n&ecirc;n.</span></span></li>
		<li>
			<span style="font-family:tahoma,geneva,sans-serif;"><span style="font-size:14px;">Sản phẩm bị hỏng do sử dụng kh&ocirc;ng đ&uacute;ng c&aacute;ch, sử dụng sai điện &aacute;p quy định.</span></span></li>
		<li>
			<span style="font-family:tahoma,geneva,sans-serif;"><span style="font-size:14px;">Tự &yacute; th&aacute;o dỡ, sửa chữa sản phẩm</span></span></li>
	</ul>
	<br />
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tr&acirc;n trọng!</span></span><br />
	<span style="font-family:tahoma,geneva,sans-serif;"><span style="font-size:14px;">&nbsp;</span></span></div>
',
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			'title_seo' => 'Trắc địa Thành Đạt',
			'meta_key' => 'Chuyên cung cấp máy định vị vệ tinh GPS RTK, máy thủy bình, máy toàn đạc điện tử, UAV, ống nhòm, máy định vị GPS cầm tay, ... chính hãng, uy tín, giá tốt hàng đầu tại Việt Nam! Hotline: 0913051734!',
			'meta_des' => 'Chuyên cung cấp máy định vị vệ tinh GPS RTK, máy thủy bình, máy toàn đạc điện tử, UAV, ống nhòm, máy định vị GPS cầm tay, ... chính hãng, uy tín, giá tốt hàng đầu tại Việt Nam! Hotline: 0913051734!',
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			'thoigiandi_eng' => null,
			'videoyou' => null,
			'nt' => null,
			'duration' => null,
			'duration_eng' => null,
			'twodaypro' => null,
			'twodaypro_eng' => null,
			'threedaypro' => null,
			'threedaypro_eng' => null,
			'photo' => null,
			'lft' => '133',
			'rght' => '134',
			'vat' => null,
			'hangsx' => null,
			'baohanh' => null,
			'tinhtrang' => '1',
			'tailieu' => null,
			'tag' => null
		),
		'Catproduct' => array(
			'id' => '4',
			'name' => 'Chính sách bán hàng',
			'parent_id' => null,
			'alias' => 'chinh-sach-ban-hang',
			'images' => '',
			'lft' => '47',
			'rght' => '48',
			'pos' => '3',
			'status' => '0',
			'title_seo' => 'Trắc địa Thành Đạt - nơi cung cấp các loại máy móc ngành đo đạc',
			'meta_key' => 'Máy toàn đạc, máy thủy chuẩn, máy kinh vĩ, máy laser, máy GPS, máy RTK,...',
			'meta_des' => 'Trắc địa Thành Đạt chuyên cung cấp các máy toàn đạc, máy GNSS RTK, máy thủy bình, UAV, máy kinh vĩ, phụ kiện trắc địathiết bị máy trắc địa chất lượng cao, giá tốt nhất, hỗ trợ tư vấn 24/7, chuyển giao công nghệ tận chân công trình!',
			'created' => '2015-12-02',
			'modified' => '2025-10-29',
			'slug' => 'chinh-sach-ban-hang-1',
			'cate' => '4',
			'link' => 'dich-vu',
			'name_eng' => 'Sales Policy',
			'name_tq' => '',
			'type' => 'new',
			'hot' => '0',
			'content' => '',
			'display' => '0',
			'content_eng' => null
		)
	),
	(int) 5 => array(
		'Post' => array(
			'id' => '584',
			'name' => 'Chính sách bảo mật thông tin',
			'code' => null,
			'alias' => 'chinh-sach-bao-mat-thong-tin',
			'cat_id' => '4',
			'price' => '0',
			'type' => 'new',
			'shortdes' => '',
			'content' => '<div>
	<h2 style="text-align: justify;">
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); text-align: justify;"><span style="margin: 0px; padding: 0px;">1. Mục đ&iacute;ch thu nhập th&ocirc;ng tin c&aacute; nh&acirc;n</span></span></span></span></h2>
	<p style="text-align: justify;">
		<br />
		<span style="font-family: tahoma, geneva, sans-serif; font-size: 14px; color: rgb(51, 51, 51);">Th&ocirc;ng tin c&aacute; nh&acirc;n m&agrave; ch&uacute;ng t&ocirc;i thu thập bao gồm: họ t&ecirc;n, địa chỉ giao h&agrave;ng, địa chỉ email, số điện thoại cố định, số điện thoại di động, cookies.</span></p>
	<ul style="margin: 0px; padding: 0px 0px 0px 15px; color: rgb(51, 51, 51); font-family: arial; font-size: 13px; text-align: justify;">
		<li style="margin: 0px; padding: 0px; line-height: 20px;">
			<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="margin: 0px; padding: 0px;"><span style="margin: 0px; padding: 0px;">Đối với c&aacute;c giao dịch thanh to&aacute;n qua cổng thanh to&aacute;n trực tuyến, Ch&uacute;ng t&ocirc;i kh&ocirc;ng lưu trữ th&ocirc;ng tin số t&agrave;i khoản, số thẻ ng&acirc;n h&agrave;ng của kh&aacute;ch h&agrave;ng, những th&ocirc;ng tin n&agrave;y sẽ được cổng thanh to&aacute;n lưu trữ để phục vụ việc đối so&aacute;t giao dịch.</span></span></span></span></li>
		<li style="margin: 0px; padding: 0px; line-height: 20px;">
			<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="margin: 0px; padding: 0px;"><span style="margin: 0px; padding: 0px;">Th&ocirc;ng tin c&aacute; nh&acirc;n kh&aacute;ch h&agrave;ng sẽ được sử dụng cho một hoặc tất cả c&aacute;c mục đ&iacute;ch sau đ&acirc;y:</span></span></span></span>
			<ul style="margin: 0px; padding: 0px 0px 0px 15px;">
				<li style="margin: 0px; padding: 0px; line-height: 20px;">
					<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="margin: 0px; padding: 0px;"><span style="margin: 0px; padding: 0px;">Giao h&agrave;ng cho qu&yacute; kh&aacute;ch đ&atilde; mua h&agrave;ng</span></span></span></span></li>
				<li style="margin: 0px; padding: 0px; line-height: 20px;">
					<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="margin: 0px; padding: 0px;"><span style="margin: 0px; padding: 0px;">Th&ocirc;ng b&aacute;o về việc giao h&agrave;ng v&agrave; hỗ trợ kh&aacute;ch h&agrave;ng</span></span></span></span></li>
				<li style="margin: 0px; padding: 0px; line-height: 20px;">
					<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="margin: 0px; padding: 0px;"><span style="margin: 0px; padding: 0px;">Cung cấp th&ocirc;ng tin li&ecirc;n quan đến sản phẩm</span></span></span></span></li>
			</ul>
		</li>
		<li style="margin: 0px; padding: 0px; line-height: 20px;">
			<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="margin: 0px; padding: 0px;"><span style="margin: 0px; padding: 0px;">Ngo&agrave;i ra, ch&uacute;ng t&ocirc;i sẽ sử dụng th&ocirc;ng tin của qu&yacute; kh&aacute;ch cung cấp để hỗ trợ quản l&yacute; t&agrave;i khoản kh&aacute;ch h&agrave;ng (nếu c&oacute;); x&aacute;c nhận v&agrave; thực hiện c&aacute;c giao dịch t&agrave;i ch&iacute;nh li&ecirc;n quan đến c&aacute;c khoản thanh to&aacute;n trực tuyến của qu&yacute; kh&aacute;ch;</span></span></span></span></li>
		<li style="margin: 0px; padding: 0px; line-height: 20px;">
			<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="margin: 0px; padding: 0px;"><span style="margin: 0px; padding: 0px;">Ch&uacute;ng t&ocirc;i kh&ocirc;ng được ph&eacute;p thu nhập th&ocirc;ng tin nếu kh&aacute;ch h&agrave;ng kh&ocirc;ng tự nguyện, cũng kh&ocirc;ng sử dụng phương thức thu thập th&ocirc;ng tin kh&aacute;ch h&agrave;ng bằng c&aacute;c h&igrave;nh thức bất hợp ph&aacute;p.</span></span></span></span></li>
	</ul>
	<p style="text-align: justify;">
		&nbsp;</p>
	<h2 style="text-align: justify;">
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); text-align: justify;"><span style="margin: 0px; padding: 0px;">2. Phạm vi sử dụng th&ocirc;ng tin</span></span></span></span></h2>
	<br />
	<ul style="margin: 0px; padding: 0px 0px 0px 15px; color: rgb(51, 51, 51); font-family: arial; font-size: 13px; text-align: justify;">
		<li style="margin: 0px; padding: 0px; line-height: 20px;">
			<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="margin: 0px; padding: 0px;"><span style="margin: 0px; padding: 0px;">Th&ocirc;ng tin c&aacute; nh&acirc;n thu thập được sẽ chỉ được sử dụng trong nội bộ c&ocirc;ng ty.</span></span></span></span></li>
		<li style="margin: 0px; padding: 0px; line-height: 20px;">
			<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="margin: 0px; padding: 0px;"><span style="margin: 0px; padding: 0px;">Ch&uacute;ng t&ocirc;i c&oacute; thể chia sẻ t&ecirc;n v&agrave; địa chỉ của qu&yacute; kh&aacute;ch cho dịch vụ chuyển ph&aacute;t nhanh c&oacute; uy t&iacute;n để giao h&agrave;ng cho qu&yacute; kh&aacute;ch theo cam kết.</span></span></span></span></li>
	</ul>
	<p style="text-align: justify;">
		&nbsp;</p>
	<h2 style="text-align: justify;">
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); text-align: justify;"><span style="margin: 0px; padding: 0px;">3. Thời gian lưu trữ th&ocirc;ng tin</span></span></span></span></h2>
	<p style="text-align: justify;">
		<br />
		<span style="font-family: tahoma, geneva, sans-serif; font-size: 14px; color: rgb(51, 51, 51); text-align: justify;">Th&ocirc;ng tin kh&aacute;ch h&agrave;ng được lưu trữ nội bộ cho đến khi c&oacute; y&ecirc;u cầu x&oacute;a th&ocirc;ng tin từ ph&iacute;a kh&aacute;ch h&agrave;ng.</span></p>
	<div style="margin: 0px; padding: 0px; line-height: 20px;">
		<div>
			<div style="text-align: justify;">
				&nbsp;</div>
			<h2 style="text-align: justify;">
				<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">4. Những người hoặc tổ chức c&oacute; thể được tiếp cận với th&ocirc;ng tin&nbsp;</span></span></h2>
			<br />
			<div style="text-align: justify;">
				<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đối tượng được tiếp cận với th&ocirc;ng tin c&aacute; nh&acirc;n của kh&aacute;ch h&agrave;ng thuộc một trong những trường hợp sau:</span></span><br />
				&nbsp;</div>
			<div style="text-align: justify;">
				<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">- Nh&acirc;n vi&ecirc;n của C&ocirc;ng ty Cổ phần C&ocirc;ng nghệ v&agrave; thương mại Th&agrave;nh Đạt</span></span></div>
			<div style="text-align: justify;">
				<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">- C&aacute;c đối t&aacute;c c&oacute; k&yacute; hợp đồng thực hiện 1 phần dịch vụ của C&ocirc;ng ty. C&aacute;c đối t&aacute;c n&agrave;y sẽ nhận được những th&ocirc;ng tin theo thỏa thuận hợp đồng (c&oacute; thể 1 phần hoặc to&agrave;n bộ th&ocirc;ng tin tuy theo điều khoản hợp đồng) để tiến h&agrave;nh hỗ trợ người d&ugrave;ng sử dụng dịch vụ do C&ocirc;ng ty cung cấp.</span></span></div>
			<div style="text-align: justify;">
				&nbsp;</div>
			<h2 style="text-align: justify;">
				<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">5. Địa chỉ của đơn vị thu thập v&agrave; quản l&yacute; th&ocirc;ng tin</span></span></h2>
			<div style="text-align: justify;">
				<em><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">(bao gồm c&aacute;ch thức li&ecirc;n lạc để người ti&ecirc;u d&ugrave;ng c&oacute; thể hỏi về hoạt động thu thập, xử l&yacute; th&ocirc;ng tin li&ecirc;n quan đến c&aacute; nh&acirc;n m&igrave;nh)</span></span></em></div>
			<div style="text-align: justify;">
				<br />
				<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Địa chỉ của đơn vị thu thập v&agrave; quản l&yacute; th&ocirc;ng tin:</span></span><br />
				&nbsp;</div>
			<div style="text-align: justify;">
				<strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">- C&ocirc;ng ty Cổ phần C&ocirc;ng nghệ v&agrave; thương mại Th&agrave;nh Đạt&nbsp;</span></span></strong></div>
			<div style="text-align: justify;">
				<strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">- Địa chỉ: số 157 phố Đặng Văn Ngữ, P. Phương Li&ecirc;n, Q. Đống Đa, Tp. H&agrave; Nội</span></span></strong></div>
			<div style="text-align: justify;">
				<strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">- Điện thoại: 0243 7764930</span></span></strong></div>
			<div style="text-align: justify;">
				<strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">- Email: tracdiathanhdat@gmail.com<span style="white-space: pre;"> </span></span></span></strong></div>
		</div>
	</div>
	<p style="text-align: justify;">
		<br />
		<span style="color: rgb(51, 51, 51); font-family: tahoma, geneva, sans-serif; font-size: 14px; text-align: justify;">Người d&ugrave;ng c&oacute; thể gọi điện tới tổng đ&agrave;i hỗ trợ v&agrave; chăm s&oacute;c kh&aacute;ch h&agrave;ng&nbsp;</span><strong style="color: rgb(51, 51, 51); font-family: tahoma, geneva, sans-serif; font-size: 14px; text-align: justify; margin: 0px; padding: 0px;">0949 322 456</strong><span style="color: rgb(51, 51, 51); font-family: tahoma, geneva, sans-serif; font-size: 14px; text-align: justify;">&nbsp;để điều chỉnh hoặc x&oacute;a đi dữ liệu c&aacute; nh&acirc;n của m&igrave;nh.</span><br />
		&nbsp;</p>
	<h2 style="text-align: justify;">
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); text-align: justify;"><span style="margin: 0px; padding: 0px;">6. Cam kết bảo mật th&ocirc;ng tin c&aacute; nh&acirc;n kh&aacute;ch h&agrave;ng</span></span></span></span></h2>
	<br />
	<ul style="margin: 0px; padding: 0px 0px 0px 15px; color: rgb(51, 51, 51); font-family: arial; font-size: 13px; text-align: justify;">
		<li style="margin: 0px; padding: 0px; line-height: 20px;">
			<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="margin: 0px; padding: 0px;"><span style="margin: 0px; padding: 0px;">Kh&ocirc;ng b&aacute;n, chia sẻ hay trao đổi th&ocirc;ng tin c&aacute; nh&acirc;n của kh&aacute;ch h&agrave;ng thu thập tr&ecirc;n trang web cho một b&ecirc;n thứ ba n&agrave;o kh&aacute;c.</span></span></span></span></li>
		<li style="margin: 0px; padding: 0px; line-height: 20px;">
			<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="margin: 0px; padding: 0px;"><span style="margin: 0px; padding: 0px;">Ngoại trừ c&aacute;c trường hợp về sử dụng th&ocirc;ng tin c&aacute; nh&acirc;n như đ&atilde; n&ecirc;u trong ch&iacute;nh s&aacute;ch n&agrave;y,ch&uacute;ng t&ocirc;i cam kết kh&ocirc;ng tiết lộ th&ocirc;ng tin c&aacute; nh&acirc;n của bạn ra ngo&agrave;i. Trong một số trường hợp, ch&uacute;ng t&ocirc;i c&oacute; thể thu&ecirc; một đơn vị độc lập để tiến h&agrave;nh c&aacute;c dự &aacute;n nghi&ecirc;n cứu thị trường v&agrave; khi đ&oacute; th&ocirc;ng tin của bạn sẽ được cung cấp cho đơn vị n&agrave;y để tiến h&agrave;nh dự &aacute;n. B&ecirc;n thứ ba n&agrave;y sẽ bị r&agrave;ng buộc bởi một thỏa thuận về bảo mật m&agrave; theo đ&oacute; họ chỉ được ph&eacute;p sử dụng những th&ocirc;ng tin được cung cấp cho mục đ&iacute;ch ho&agrave;n th&agrave;nh dự &aacute;n.</span></span></span></span></li>
		<li style="margin: 0px; padding: 0px; line-height: 20px;">
			<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="margin: 0px; padding: 0px;"><span style="margin: 0px; padding: 0px;">Ch&uacute;ng t&ocirc;i c&oacute; thể tiết lộ hoặc cung cấp th&ocirc;ng tin c&aacute; nh&acirc;n của bạn trong c&aacute;c trường hợp thật sự cần thiết như sau: (a) khi c&oacute; y&ecirc;u cầu của c&aacute;c cơ quan ph&aacute;p luật; (b) trong trường hợp m&agrave; ch&uacute;ng t&ocirc;i tin rằng điều đ&oacute; sẽ gi&uacute;p ch&uacute;ng t&ocirc;i bảo vệ quyền lợi ch&iacute;nh đ&aacute;ng của m&igrave;nh trước ph&aacute;p luật.</span></span></span></span></li>
	</ul>
	<p style="text-align: justify;">
		&nbsp;</p>
	<h2 style="text-align: justify;">
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); text-align: justify;"><span style="margin: 0px; padding: 0px;">7. Thay đổi về ch&iacute;nh s&aacute;ch</span></span></span></span></h2>
	<p style="text-align: justify;">
		<br style="margin: 0px; padding: 0px;" />
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); text-align: justify;"><span style="margin: 0px; padding: 0px;">Nội dung của &ldquo;Ch&iacute;nh s&aacute;ch bảo mật&rdquo; n&agrave;y c&oacute; thể thay đổi để ph&ugrave; hợp với c&aacute;c nhu cầu của C&ocirc;ng Ty CP C&ocirc;ng nghệ v&agrave; Thương Mại Th&agrave;nh Đạt cũng như nhu cầu v&agrave; sự phản hồi từ kh&aacute;ch h&agrave;ng (nếu c&oacute;).&nbsp;</span></span></span></span></p>
</div>
<div style="text-align: justify;">
	<br />
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Ch&uacute;ng t&ocirc;i&nbsp;hiểu rằng quyền lợi của bạn trong việc bảo vệ th&ocirc;ng tin c&aacute; nh&acirc;n cũng ch&iacute;nh l&agrave; tr&aacute;ch nhiệm của ch&uacute;ng t&ocirc;i n&ecirc;n trong bất kỳ trường hợp c&oacute; thắc mắc, g&oacute;p &yacute; n&agrave;o li&ecirc;n quan đến ch&iacute;nh s&aacute;ch bảo mật, việc th&ocirc;ng tin c&aacute; nh&acirc;n bị sử dụng sai mục đ&iacute;ch vui l&ograve;ng li&ecirc;n hệ qua số điện thoại <strong>0949 322 456</strong> hoặc gửi phản hồi về&nbsp;địa chỉ email: <em><strong>tracdiathanhdat@gmail.com.</strong></em><br />
	<br />
	Tr&acirc;n trọng!</span></span></div>
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$chiasekinhnghiem = array()
$list_menu_footer = array()
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			'name' => 'Sản phẩm',
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$danhmuc = array(
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			'slug' => 'san-pham-1'
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			'name' => 'Hãng sản xuất',
			'slug' => 'hang-san-xuat'
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			'name' => 'Liên hệ',
			'slug' => 'lien-he'
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)
$support = array(
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			'name' => 'Co so Ha noi',
			'phone' => '098 987 678',
			'yahoo' => 'duycuong7640',
			'skype' => 'duycuong7640',
			'pos' => '0',
			'created' => '2013-09-13',
			'modified' => '2015-05-05',
			'status' => '1',
			'yahoo1' => 'duycuong7640',
			'skype1' => '',
			'hotline' => '0987 654 999',
			'email' => '',
			'name1' => ''
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	),
	(int) 1 => array(
		'Support' => array(
			'id' => '16',
			'name' => 'Co so TP.HCM',
			'phone' => '3252  436 432',
			'yahoo' => 'duycuong7640',
			'skype' => 'tuvantubep',
			'pos' => '0',
			'created' => '2014-01-15',
			'modified' => '2015-05-05',
			'status' => '1',
			'yahoo1' => 'duycuong7640',
			'skype1' => '',
			'hotline' => '0987 654 999',
			'email' => '',
			'name1' => ''
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)
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			'title_seo' => 'Trắc địa Thành Đạt chuyên cung cấp và chuyển giao công nghệ các loại máy đo đạc, trắc địa phục vụ khảo sát thiết kế, xây dựng và đo vẽ bản đồ của các hãng nổi tiếng trên thế giới như: LEICA, TOPCON, NIKON, PENTAX, SOKKIA, GLUNZ, TRIMPLE, SPECTRA, GEOMAX, GARMIN,...',
			'meta_key' => 'Laser scanner, Layout Navigator',
			'meta_des' => 'Là công ty chuyên nhập khẩu, cung cấp máy định vị điểm chính hãng Trắc đia Thành Đạt cam kết mang tới cho khách hàng những sản phẩm chính hãng chất lượng tốt nhất, giá cả hợp lý, hỗ trợ tư vấn, chuyển giao công nghệ miễn phí, dịch vụ chăm sóc khách hàng tận tâm 24/7! ',
			'created' => '2022-12-05',
			'modified' => '2025-01-14',
			'slug' => 'laser-scanner-layout-navigator',
			'cate' => '4',
			'link' => 'san-pham',
			'name_eng' => '',
			'name_tq' => '',
			'type' => 'product',
			'hot' => '0',
			'content' => '',
			'display' => '0',
			'content_eng' => null
		)
	),
	(int) 2 => array(
		'Catproduct' => array(
			'id' => '7',
			'name' => 'Máy toàn đạc điện tử',
			'parent_id' => '2',
			'alias' => 'may-toan-dac-dien-tu',
			'images' => '202401081516562d6c3e4023165b5a99515b9bf87cb41d.png',
			'lft' => '4',
			'rght' => '5',
			'pos' => '1',
			'status' => '1',
			'title_seo' => 'Máy toàn đạc điện tử, máy toàn đạc Nikon, máy toàn đạc Topcon, máy toàn đạc Leica, máy toàn đạc Trimple, máy toàn đạc Sokkia, máy toàn đạc Geomax,...',
			'meta_key' => 'Máy toàn đạc điện tử, máy toàn đạc Nikon, máy toàn đạc Topcon, máy toàn đạc Leica, máy toàn đạc Trimple, máy toàn đạc Sokkia, máy toàn đạc Geomax,...máy toàn đạc chính hãng tại Hà Nội',
			'meta_des' => 'Máy toàn đạc điện tử (Total Station) là một trong những thiết bị được sử dụng nhiều nhất trong trắc địa với các chức năng đo góc ngang và góc đứng. Máy toàn đạc là sự kết hợp hoàn hảo của máy kinh vĩ và thiết bị đo khoảng cách điện tử (EDM).',
			'created' => '2015-12-02',
			'modified' => '2024-02-28',
			'slug' => 'may-toan-dac-dien-tu',
			'cate' => '4',
			'link' => 'san-pham',
			'name_eng' => 'May toan dac dien tu',
			'name_tq' => '',
			'type' => 'product',
			'hot' => '0',
			'content' => '',
			'display' => '0',
			'content_eng' => null
		)
	),
	(int) 3 => array(
		'Catproduct' => array(
			'id' => '8',
			'name' => 'Máy kinh vĩ điện tử',
			'parent_id' => '2',
			'alias' => 'may-kinh-vi-dien-tu',
			'images' => '2024010815204855ce9983bd34eb588124dc84b353f5b2.png',
			'lft' => '6',
			'rght' => '7',
			'pos' => '2',
			'status' => '1',
			'title_seo' => 'may kinh vi, máy kinh vĩ, máy kinh vĩ điện tử',
			'meta_key' => 'Máy kinh vĩ tại Hà Nội, Máy kinh vĩ điện tử chính hãng',
			'meta_des' => 'Máy kinh vĩ điện tử còn gọi là máy kinh vĩ số DT (Digital Theodolite). Máy kinh vĩ là loại dụng cụ đo lường các góc mặt bằng và góc đứng trong không gian. Chúng được dùng phổ biến trong điều tra khảo sát thực địa.

Là công ty chuyên nhập khẩu, cung cấp máy kinh vĩ các loại chính hãng Trắc đia Thành Đạt cam kết mang tới cho khách hàng những sản phẩm chính hãng chất lượng tốt nhất, giá cả hợp lý, hỗ trợ tư vấn, chuyển giao công nghệ miễn phí, dịch vụ chăm sóc khách hàng tận tâm 24/7! ',
			'created' => '2015-12-02',
			'modified' => '2024-01-08',
			'slug' => 'may-kinh-vi-dien-tu',
			'cate' => '4',
			'link' => 'san-pham',
			'name_eng' => '',
			'name_tq' => '',
			'type' => 'product',
			'hot' => '0',
			'content' => '',
			'display' => '0',
			'content_eng' => null
		)
	),
	(int) 4 => array(
		'Catproduct' => array(
			'id' => '9',
			'name' => 'Máy kinh vĩ quang cơ',
			'parent_id' => '2',
			'alias' => 'may-kinh-vi-quang-co',
			'images' => '202106091707040312c4b8f08be04fc109109fba92a7b0.jpg',
			'lft' => '8',
			'rght' => '9',
			'pos' => '3',
			'status' => '1',
			'title_seo' => 'may kinh vi, máy kinh vĩ',
			'meta_key' => 'may kinh vi, máy kinh vĩ chính hãng tại Hà Nội',
			'meta_des' => 'Máy kinh vĩ là loại dụng cụ đo lường các góc mặt bằng và góc đứng trong không gian. Chúng được dùng phổ biến trong điều tra khảo sát thực địa',
			'created' => '2015-12-02',
			'modified' => '2024-01-08',
			'slug' => 'may-kinh-vi-quang-co',
			'cate' => '4',
			'link' => 'san-pham',
			'name_eng' => '',
			'name_tq' => '',
			'type' => 'product',
			'hot' => '0',
			'content' => '',
			'display' => '0',
			'content_eng' => null
		)
	),
	(int) 5 => array(
		'Catproduct' => array(
			'id' => '10',
			'name' => 'Máy thủy bình tự động',
			'parent_id' => '2',
			'alias' => 'may-thuy-binh-tu-dong',
			'images' => '20240108152516627905f21b5ae408516847694d6bf571.png',
			'lft' => '10',
			'rght' => '11',
			'pos' => '4',
			'status' => '1',
			'title_seo' => 'Máy thủy bình, máy thủy bình chính hãng, may thuy binh Nikon, may thuy binh Leica, may thuy binh Topcon, may thuy bình Pentax, may thuy binh,...',
			'meta_key' => 'Máy thủy bình, máy thủy bình chính hãng, may thuy binh Nikon, may thuy binh Leica, may thuy binh Topcon, may thuy bình Pentax, may thuy binh.. chính hãng  tại Hà Nội',
			'meta_des' => 'Máy thủy bình tự động là loại máy thủy chuẩn được cải tiến với hệ thống tự cân bằng của con lắc. Thông qua hệ thống cân bằng tự động khiến cho các thao tác kỹ thuật liên quan đến thiết lập trạm máy cũng như quá trình đo góc hay khoảng cách, đo cao được chính xác và nhanh chóng hơn, nhiều tính năng nâng cao hơn máy thủy bình cơ.

Là công ty chuyên nhập khẩu, cung cấp máy thủy bình/ máy thủy chuẩn chính hãng tại Việt Nam, Trắc đia Thành Đạt cam kết mang tới cho khách hàng những sản phẩm chính hãng chất lượng tốt nhất, giá cả hợp lý, hỗ trợ tư vấn, chuyển giao công nghệ miễn phí, dịch vụ chăm sóc khách hàng tận tâm 24/7! ',
			'created' => '2015-12-02',
			'modified' => '2024-02-28',
			'slug' => 'may-thuy-binh-tu-dong',
			'cate' => '4',
			'link' => 'san-pham',
			'name_eng' => '',
			'name_tq' => '',
			'type' => 'product',
			'hot' => '0',
			'content' => '',
			'display' => '0',
			'content_eng' => null
		)
	),
	(int) 6 => array(
		'Catproduct' => array(
			'id' => '11',
			'name' => 'Máy thủy bình điện tử',
			'parent_id' => '2',
			'alias' => 'may-thuy-binh-dien-tu',
			'images' => '20240108152655355622b7e39186c76b1c8d7c90d8d67b.png',
			'lft' => '12',
			'rght' => '13',
			'pos' => '5',
			'status' => '1',
			'title_seo' => 'may thuy binh dien tu, máy thủy bình điện tử, máy thủy bình điện tử Leica, Nikon, Topcon, Sokkia, Trimple',
			'meta_key' => 'may thuy binh dien tu, máy thủy bình điện tử, máy thủy bình điện tử Leica, Nikon, Topcon, Sokkia, Trimple chính hãng tại Việt Nam',
			'meta_des' => 'Máy thủy bình điện tử là loại máy sử dụng tia hồng ngoại để đọc những số liệu cần đo đạc, rồi tự động tính toán theo các phép tính mà người sử dụng lựa chọn. Cuối cùng, kết quả sẽ hiển thị trên màn hình LCD. Các dữ liệu tính toán và đo đạc được lưu trữ ở bộ nhớ trong của máy. Hoặc có thể chuyển qua máy tính để xử lý các số liệu mà người sử dụng cần.

',
			'created' => '2015-12-02',
			'modified' => '2024-01-08',
			'slug' => 'may-thuy-binh-dien-tu',
			'cate' => '4',
			'link' => 'san-pham',
			'name_eng' => '',
			'name_tq' => '',
			'type' => 'product',
			'hot' => '0',
			'content' => '',
			'display' => '0',
			'content_eng' => null
		)
	),
	(int) 7 => array(
		'Catproduct' => array(
			'id' => '16',
			'name' => 'Máy thủy bình laser',
			'parent_id' => '2',
			'alias' => 'may-thuy-binh-laser',
			'images' => '2024010815374917fb38b64f9f6f9f2d1bc004b3e3e59c.png',
			'lft' => '22',
			'rght' => '23',
			'pos' => '6',
			'status' => '1',
			'title_seo' => 'Máy thủy bình laser chính hãng giá rẻ tại Hà Nội, may thuy binh laser, may laser, máy laser giá rẻ, máy laser Bosch, máy laser Leica',
			'meta_key' => 'Máy thủy bình laser chính hãng giá rẻ tại Hà Nội, may thuy binh laser, may laser, máy laser giá rẻ, máy laser Bosch, máy laser Leica',
			'meta_des' => 'Chuyên nhập khẩu, cung cấp máy laser chính hãng Trắc đia Thành Đạt cam kết mang tới cho khách hàng những sản phẩm chính hãng chất lượng tốt nhất, giá cả hợp lý, hỗ trợ tư vấn, chuyển giao công nghệ miễn phí, dịch vụ chăm sóc khách hàng tận tâm 24/7! ',
			'created' => '2015-12-09',
			'modified' => '2024-02-28',
			'slug' => 'may-thuy-binh-laser',
			'cate' => '4',
			'link' => 'san-pham',
			'name_eng' => '',
			'name_tq' => '',
			'type' => 'product',
			'hot' => '0',
			'content' => '',
			'display' => '0',
			'content_eng' => null
		)
	),
	(int) 8 => array(
		'Catproduct' => array(
			'id' => '17',
			'name' => 'Máy đo khoảng cách laser',
			'parent_id' => '2',
			'alias' => 'may-do-khoang-cach-laser',
			'images' => '2024010815293974051a0f3faad4fe0033fe98318caed8.png',
			'lft' => '24',
			'rght' => '25',
			'pos' => '6',
			'status' => '1',
			'title_seo' => 'Máy Đo Khoảng Cách Laser chính hãng giá rẻ',
			'meta_key' => 'Máy Đo Khoảng Cách Laser, Máy Đo Khoảng Cách Laser chính hãng, May do khoang cach laser, May do khoang cach laser chinh hang, May do khoang cach',
			'meta_des' => 'Là công ty chuyên nhập khẩu, cung cấp máy đo khoảng cách laser chính hãng Trắc đia Thành Đạt cam kết mang tới cho khách hàng những sản phẩm chính hãng chất lượng tốt nhất, giá cả hợp lý, hỗ trợ tư vấn, chuyển giao công nghệ miễn phí, dịch vụ chăm sóc khách hàng tận tâm 24/7! ',
			'created' => '2015-12-09',
			'modified' => '2024-01-08',
			'slug' => 'may-do-khoang-cach-laser',
			'cate' => '4',
			'link' => 'san-pham',
			'name_eng' => 'May do khoang cach laser',
			'name_tq' => '',
			'type' => 'product',
			'hot' => '0',
			'content' => '',
			'display' => '0',
			'content_eng' => null
		)
	),
	(int) 9 => array(
		'Catproduct' => array(
			'id' => '13',
			'name' => 'Máy định vị vệ tinh GPS 2 tần số RTK',
			'parent_id' => '2',
			'alias' => 'may-dinh-vi-ve-tinh-gps-2-tan-so-rtk',
			'images' => '20240108152853b1305732e016ad5c534f8371d76c092b.png',
			'lft' => '16',
			'rght' => '17',
			'pos' => '7',
			'status' => '1',
			'title_seo' => 'Máy định vị vệ tinh GPS 2 tần số RTK, máy đinh vị vệ tinh GNSS RTK, máy RTK, may RTK',
			'meta_key' => 'máy định vị vệ tinh GNSS RTK, máy RTK, may RTK, ',
			'meta_des' => 'Chuyên nhập khẩu, cung cấp máy định vị vệ tinh GNSS RTK chính hãng Trắc đia Thành Đạt cam kết mang tới cho khách hàng những sản phẩm chính hãng chất lượng tốt nhất, giá cả hợp lý, hỗ trợ tư vấn, chuyển giao công nghệ miễn phí, dịch vụ chăm sóc khách hàng tận tâm 24/7! ',
			'created' => '2015-12-02',
			'modified' => '2024-01-08',
			'slug' => 'may-dinh-vi-ve-tinh-gps-2-tan-so-rtk',
			'cate' => '4',
			'link' => 'san-pham',
			'name_eng' => '',
			'name_tq' => '',
			'type' => 'product',
			'hot' => '0',
			'content' => '',
			'display' => '0',
			'content_eng' => null
		)
	),
	(int) 10 => array(
		'Catproduct' => array(
			'id' => '19',
			'name' => 'Máy định vị GPS cầm tay',
			'parent_id' => '2',
			'alias' => 'may-dinh-vi-gps-cam-tay',
			'images' => '20240108153154a6b2faa25954f0bdc29b481c798007e7.png',
			'lft' => '26',
			'rght' => '27',
			'pos' => '7',
			'status' => '1',
			'title_seo' => 'máy định vị GPS cầm tay, may GPS cam tay, Máy GPS Garmin',
			'meta_key' => 'máy định vị GPS cầm tay, may GPS cam tay, Máy GPS Garmin chính hãng',
			'meta_des' => 'Chuyên nhập khẩu, cung cấp máy GPS cầm tay Garmin chính hãng Trắc đia Thành Đạt cam kết mang tới cho khách hàng những sản phẩm chính hãng chất lượng tốt nhất, giá cả hợp lý, hỗ trợ tư vấn, chuyển giao công nghệ miễn phí, dịch vụ chăm sóc khách hàng tận tâm 24/7! ',
			'created' => '2015-12-10',
			'modified' => '2024-01-08',
			'slug' => 'may-dinh-vi-gps-cam-tay',
			'cate' => '4',
			'link' => 'san-pham',
			'name_eng' => '',
			'name_tq' => '',
			'type' => 'product',
			'hot' => '0',
			'content' => '',
			'display' => '0',
			'content_eng' => null
		)
	),
	(int) 11 => array(
		'Catproduct' => array(
			'id' => '14',
			'name' => 'Máy thông tầng',
			'parent_id' => '2',
			'alias' => 'may-thong-tang',
			'images' => '2024010816025097a2e124175b25dae1b26701340708c7.png',
			'lft' => '18',
			'rght' => '19',
			'pos' => '8',
			'status' => '1',
			'title_seo' => 'máy thông tầng, máy chiếu đứng, may chieu dung, Foif,',
			'meta_key' => 'Máy thông tầng, máy chiếu đứng, may chieu dung, Foif,',
			'meta_des' => 'Chuyên cung cấp máy chiếu đứng các loại. Cam kết mang tới cho khách hàng những sản phẩm chính hãng chất lượng tốt nhất, giá cả hợp lý, hỗ trợ tư vấn, chuyển giao công nghệ miễn phí, dịch vụ chăm sóc khách hàng tận tâm 24/7! ',
			'created' => '2015-12-02',
			'modified' => '2024-01-19',
			'slug' => 'may-thong-tang',
			'cate' => '4',
			'link' => 'san-pham',
			'name_eng' => '',
			'name_tq' => '',
			'type' => 'product',
			'hot' => '0',
			'content' => '',
			'display' => '0',
			'content_eng' => null
		)
	),
	(int) 12 => array(
		'Catproduct' => array(
			'id' => '15',
			'name' => 'Máy bộ đàm',
			'parent_id' => '2',
			'alias' => 'may-bo-dam',
			'images' => '20240108153715f990518da54698e33be2ea01d6b75f59.png',
			'lft' => '20',
			'rght' => '21',
			'pos' => '8',
			'status' => '1',
			'title_seo' => 'máy bộ đàm, may bo dam, máy bộ đàm Kenwood, máy bộ đàm Motorola, may bo dam chinh hang',
			'meta_key' => 'máy bộ đàm, may bo dam, máy bộ đàm Kenwood, máy bộ đàm Motorola, may bo dam chinh hang, máy bộ đàm chính hãng tại Việt Nam',
			'meta_des' => 'Chuyên nhập khẩu, cung cấp máy bộ đàm chính hãng các loại, Trắc địa Thành Đạt cam kết mang tới cho khách hàng những sản phẩm chính hãng chất lượng tốt nhất, giá cả hợp lý, hỗ trợ tư vấn, chuyển giao công nghệ miễn phí, dịch vụ chăm sóc khách hàng tận tâm 24/7! ',
			'created' => '2015-12-02',
			'modified' => '2024-01-08',
			'slug' => 'may-bo-dam',
			'cate' => '4',
			'link' => 'san-pham',
			'name_eng' => '',
			'name_tq' => '',
			'type' => 'product',
			'hot' => '0',
			'content' => '',
			'display' => '0',
			'content_eng' => null
		)
	),
	(int) 13 => array(
		'Catproduct' => array(
			'id' => '51',
			'name' => 'Thước đo các loại',
			'parent_id' => '2',
			'alias' => 'thuoc-do-cac-loai',
			'images' => '202401081540347d3b76212a8ebdd03d45fc49a95a9868.png',
			'lft' => '32',
			'rght' => '33',
			'pos' => '10',
			'status' => '1',
			'title_seo' => 'thước thép, thước Yamayo, thuoc thep, thước đo sâu, thuoc do sau',
			'meta_key' => 'thước thép, thước Yamayo, thuoc thep, thước đo sâu, thuoc do sau chính hãng tại Việt Nam ',
			'meta_des' => 'Chuyên nhập khẩu, cung cấp thước đo các loại chính hãng, Trắc địa Thành Đạt cam kết mang tới cho khách hàng những sản phẩm chính hãng chất lượng tốt nhất, giá cả hợp lý, hỗ trợ tư vấn, chuyển giao công nghệ miễn phí, dịch vụ chăm sóc khách hàng tận tâm 24/7! ',
			'created' => '2021-03-25',
			'modified' => '2024-01-08',
			'slug' => 'thuoc-do-cac-loai',
			'cate' => '4',
			'link' => 'san-pham',
			'name_eng' => '',
			'name_tq' => '',
			'type' => 'product',
			'hot' => '0',
			'content' => '',
			'display' => '0',
			'content_eng' => null
		)
	),
	(int) 14 => array(
		'Catproduct' => array(
			'id' => '50',
			'name' => 'Ống nhòm - Ống nhòm đo khoảng cách',
			'parent_id' => '2',
			'alias' => 'ong-nhom-ong-nhom-do-khoang-cach',
			'images' => '20240108154447aa6b0fa969e5b4b7e097ef929cddbc0b.png',
			'lft' => '30',
			'rght' => '31',
			'pos' => '11',
			'status' => '1',
			'title_seo' => 'ống nhòm, ống nhòm đo khoảng cách, ong nhom gia re, ống nhòm chính hãng, ống nhòm golf',
			'meta_key' => 'ống nhòm, ống nhòm đo khoảng cách, ong nhom gia re, ống nhòm chính hãng, ống nhòm golf chính hãng',
			'meta_des' => 'Chuyên cung cấp ống nhòm, ống nhòm đo khoảng cách chính hãng giá rẻ tại Hà Nội. Trắc đia Thành Đạt cam kết mang tới cho khách hàng những sản phẩm chính hãng chất lượng tốt nhất, giá cả hợp lý, hỗ trợ tư vấn, chuyển giao công nghệ miễn phí, dịch vụ chăm sóc khách hàng tận tâm 24/7! ',
			'created' => '2021-03-25',
			'modified' => '2024-01-08',
			'slug' => 'ong-nhom-ong-nhom-do-khoang-cach',
			'cate' => '4',
			'link' => 'san-pham',
			'name_eng' => '',
			'name_tq' => '',
			'type' => 'product',
			'hot' => '0',
			'content' => '',
			'display' => '0',
			'content_eng' => null
		)
	),
	(int) 15 => array(
		'Catproduct' => array(
			'id' => '12',
			'name' => 'Phụ kiện trắc địa',
			'parent_id' => '2',
			'alias' => 'phu-kien-trac-dia',
			'images' => '2024010815484273190bae8513cd20f76eb5a6816de822.png',
			'lft' => '14',
			'rght' => '15',
			'pos' => '12',
			'status' => '1',
			'title_seo' => 'phụ kiện trắc địa, phu kien trac dia, chân máy, chân máy toàn đạc, chân thủy bình, pin GPS, pin sạc RTK, pin máy toàn đạc điện tử, mia, gương sào, gường Leica, gương Topcon, gương Nikon, sào gương',
			'meta_key' => 'phụ kiện trắc địa, phu kien trac dia, chân máy, chân máy toàn đạc, chân thủy bình, pin GPS, pin sạc RTK, pin máy toàn đạc điện tử, mia, gương sào, gường Leica, gương Topcon, gương Nikon, sào gương chính hãng',
			'meta_des' => 'Chuyên cung cấp phụ kiện trắc địa các loại: mia, chân toàn đạc, chân thủy bình, sạc pin RTK, sạc pin máy toàn đạc, gương sào,.... Trắc địa Thành Đạt cam kết mang tới cho khách hàng những sản phẩm chính hãng chất lượng tốt nhất, giá cả hợp lý, hỗ trợ tư vấn, chuyển giao công nghệ miễn phí, dịch vụ chăm sóc khách hàng tận tâm 24/7! ',
			'created' => '2015-12-02',
			'modified' => '2024-01-08',
			'slug' => 'phu-kien-trac-dia',
			'cate' => '4',
			'link' => 'san-pham',
			'name_eng' => 'Equipments',
			'name_tq' => '',
			'type' => 'product',
			'hot' => '0',
			'content' => '',
			'display' => '0',
			'content_eng' => null
		)
	),
	(int) 16 => array(
		'Catproduct' => array(
			'id' => '47',
			'name' => 'Sản phẩm khác',
			'parent_id' => '2',
			'alias' => 'san-pham-khac',
			'images' => '2024010816004972262bc63fc2344d41a2a0d35c8176a7.png',
			'lft' => '28',
			'rght' => '29',
			'pos' => '14',
			'status' => '1',
			'title_seo' => 'địa bàn địa chất, la bàn, la ban, búa địa chất, máy đo độ dày bê tông,camera hồng ngoại, máy đo độ bụi, máy đo độ cứng bê tông, bật mực, nhiệt kế, súng bắn bê tông,..',
			'meta_key' => 'địa bàn địa chất, la bàn, la ban, búa địa chất, máy đo độ dày bê tông,camera hồng ngoại, máy đo độ bụi, máy đo độ cứng bê tông, bật mực, nhiệt kế, súng bắn bê tông,..',
			'meta_des' => 'Chuyên cung cấp địa bàn địa chất, la bàn, la ban, búa địa chất, máy đo độ dày bê tông,camera hồng ngoại, máy đo độ bụi, máy đo độ cứng bê tông, bật mực, nhiệt kế, súng bắn bê tông,..  Trắc địa Thành Đạt cam kết mang tới cho khách hàng những sản phẩm chính hãng chất lượng tốt nhất, giá cả hợp lý, hỗ trợ tư vấn, chuyển giao công nghệ miễn phí, dịch vụ chăm sóc khách hàng tận tâm 24/7! ',
			'created' => '2016-01-25',
			'modified' => '2024-01-08',
			'slug' => 'san-pham-khac',
			'cate' => '4',
			'link' => 'san-pham',
			'name_eng' => '',
			'name_tq' => '',
			'type' => 'product',
			'hot' => '0',
			'content' => '',
			'display' => '0',
			'content_eng' => null
		)
	)
)
$cap2 = array(
	'Catproduct' => array(
		'id' => '45',
		'name' => 'Dịch vụ thuê máy',
		'parent_id' => '3',
		'alias' => 'dich-vu-thue-may',
		'images' => '',
		'lft' => '42',
		'rght' => '43',
		'pos' => '2',
		'status' => '1',
		'title_seo' => '',
		'meta_key' => '',
		'meta_des' => '',
		'created' => '2016-01-21',
		'modified' => '2016-01-21',
		'slug' => 'dich-vu-thue-may',
		'cate' => '4',
		'link' => 'gioi-thieu',
		'name_eng' => '',
		'name_tq' => '',
		'type' => 'new',
		'hot' => '0',
		'content' => '',
		'display' => '0',
		'content_eng' => null
	)
)
$dm_c3 = array()

include - APP/View/Elements/menu.ctp, line 55
View::_evaluate() - CORE/Cake/View/View.php, line 920
View::_render() - CORE/Cake/View/View.php, line 883
View::element() - CORE/Cake/View/View.php, line 424
include - APP/View/Layouts/home.ctp, line 169
View::_evaluate() - CORE/Cake/View/View.php, line 920
View::_render() - CORE/Cake/View/View.php, line 883
View::renderLayout() - CORE/Cake/View/View.php, line 539
View::render() - CORE/Cake/View/View.php, line 483
Controller::render() - CORE/Cake/Controller/Controller.php, line 957
ProductController::chitiet() - APP/Controller/ProductController.php, line 135
ReflectionMethod::invokeArgs() - [internal], line ??
Controller::invokeAction() - CORE/Cake/Controller/Controller.php, line 485
Dispatcher::_invoke() - CORE/Cake/Routing/Dispatcher.php, line 186
Dispatcher::dispatch() - CORE/Cake/Routing/Dispatcher.php, line 161
[main] - APP/webroot/index.php, line 92

Notice (8): Undefined index: name_eng [APP/View/Elements/menu.ctp, line 56]
Code Context
                        <div class="accordion-heading">

                            <a class="accordion-toggle" <?php if(!empty($dm_c2)){?>data-toggle="collapse" data-parent="#accordion2" href="#collapse<?php echo $cap1['Catproduct']['id'];?>" title="<?php echo $cap1['Catproduct']['name'.LANGUAGE];?>"<?php }else{?>href="<?php echo DOMAIN.$cap1['Catproduct']['slug'];?>"<?php }?>>

                                <?php echo $cap1['Catproduct']['name'.LANGUAGE];?>
$viewFile = '/home/tracdiathanhda/domains/tracdiathanhdat.vn/public_html/app/View/Elements/menu.ctp'
$dataForView = array(
	'cat12' => array(
		'Catproduct' => array(
			'id' => '40',
			'name' => 'Blogs',
			'parent_id' => null,
			'alias' => 'blogs',
			'images' => '',
			'lft' => '103',
			'rght' => '104',
			'pos' => '5',
			'status' => '1',
			'title_seo' => 'tin tức trắc địa, cập nhật xu hướng đo đạc mới, công nghệ đo đạc, thiết bị đo đạc hiện đại, mẹo kỹ thuật trắc địa, sai số đo đạc, hệ tọa độ VN-2000, GNSS, RTK, GPS trắc địa, phần mềm trắc địa, phần mềm GIS, SurPad, LandStar, Magnet Field, Leica Captivate, Trimble Access',
			'meta_key' => 'tin tức trắc địa, cập nhật xu hướng đo đạc mới, công nghệ đo đạc, thiết bị đo đạc hiện đại, mẹo kỹ thuật trắc địa, sai số đo đạc, hệ tọa độ VN-2000, GNSS, RTK, GPS trắc địa, phần mềm trắc địa, phần mềm GIS, SurPad, LandStar, Magnet Field, Leica Captivate, Trimble Access',
			'meta_des' => 'phần mềm máy đo đạc, phần mềm GIS, phần mềm trút dữ liệu',
			'created' => '2015-12-16',
			'modified' => '2025-10-29',
			'slug' => 'blogs',
			'cate' => '4',
			'link' => 'tin-tuc',
			'name_eng' => '',
			'name_tq' => '',
			'type' => 'new',
			'hot' => '0',
			'content' => '',
			'display' => '0',
			'content_eng' => null
		)
	),
	'description_for_layout' => 'Chuyên cung cấp máy định vị vệ tinh GPS RTK, máy thủy bình, máy toàn đạc điện tử, UAV, ống nhòm, máy định vị GPS cầm tay, ... chính hãng, uy tín, giá tốt hàng đầu tại Việt Nam! Hotline: 0913051734!',
	'keywords_for_layout' => 'Chuyên cung cấp máy định vị vệ tinh GPS RTK, máy thủy bình, máy toàn đạc điện tử, UAV, ống nhòm, máy định vị GPS cầm tay, ... chính hãng, uy tín, giá tốt hàng đầu tại Việt Nam! Hotline: 0913051734!',
	'title_for_layout' => 'Máy toàn đạc điện tử',
	'tinmoiup' => array(
		(int) 0 => array(
			'Post' => array(
				[maximum depth reached]
			),
			'Catproduct' => array(
				[maximum depth reached]
			)
		),
		(int) 1 => array(
			'Post' => array(
				[maximum depth reached]
			),
			'Catproduct' => array(
				[maximum depth reached]
			)
		),
		(int) 2 => array(
			'Post' => array(
				[maximum depth reached]
			),
			'Catproduct' => array(
				[maximum depth reached]
			)
		),
		(int) 3 => array(
			'Post' => array(
				[maximum depth reached]
			),
			'Catproduct' => array(
				[maximum depth reached]
			)
		),
		(int) 4 => array(
			'Post' => array(
				[maximum depth reached]
			),
			'Catproduct' => array(
				[maximum depth reached]
			)
		),
		(int) 5 => array(
			'Post' => array(
				[maximum depth reached]
			),
			'Catproduct' => array(
				[maximum depth reached]
			)
		),
		(int) 6 => array(
			'Post' => array(
				[maximum depth reached]
			),
			'Catproduct' => array(
				[maximum depth reached]
			)
		),
		(int) 7 => array(
			'Post' => array(
				[maximum depth reached]
			),
			'Catproduct' => array(
				[maximum depth reached]
			)
		),
		(int) 8 => array(
			'Post' => array(
				[maximum depth reached]
			),
			'Catproduct' => array(
				[maximum depth reached]
			)
		),
		(int) 9 => array(
			'Post' => array(
				[maximum depth reached]
			),
			'Catproduct' => array(
				[maximum depth reached]
			)
		)
	),
	'tinlq' => array(
		(int) 0 => array(
			'Post' => array(
				[maximum depth reached]
			),
			'Catproduct' => array(
				[maximum depth reached]
			)
		),
		(int) 1 => array(
			'Post' => array(
				[maximum depth reached]
			),
			'Catproduct' => array(
				[maximum depth reached]
			)
		),
		(int) 2 => array(
			'Post' => array(
				[maximum depth reached]
			),
			'Catproduct' => array(
				[maximum depth reached]
			)
		),
		(int) 3 => array(
			'Post' => array(
				[maximum depth reached]
			),
			'Catproduct' => array(
				[maximum depth reached]
			)
		),
		(int) 4 => array(
			'Post' => array(
				[maximum depth reached]
			),
			'Catproduct' => array(
				[maximum depth reached]
			)
		),
		(int) 5 => array(
			'Post' => array(
				[maximum depth reached]
			),
			'Catproduct' => array(
				[maximum depth reached]
			)
		),
		(int) 6 => array(
			'Post' => array(
				[maximum depth reached]
			),
			'Catproduct' => array(
				[maximum depth reached]
			)
		),
		(int) 7 => array(
			'Post' => array(
				[maximum depth reached]
			),
			'Catproduct' => array(
				[maximum depth reached]
			)
		),
		(int) 8 => array(
			'Post' => array(
				[maximum depth reached]
			),
			'Catproduct' => array(
				[maximum depth reached]
			)
		),
		(int) 9 => array(
			'Post' => array(
				[maximum depth reached]
			),
			'Catproduct' => array(
				[maximum depth reached]
			)
		)
	),
	'detailNews' => array(
		'Post' => array(
			'id' => '721',
			'name' => 'Định vị công trình bằng máy toàn đạc điện tử',
			'code' => null,
			'alias' => 'dinh-vi-cong-trinh-bang-may-toan-dac-dien-tu',
			'cat_id' => '40',
			'price' => '0',
			'type' => 'new',
			'shortdes' => '<p style="margin: 0in 0in 15.6pt; text-align: justify; background-image: initial; background-position: initial; background-size: initial; background-repeat: initial; background-attachment: initial; background-origin: initial; background-clip: initial;">
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="color: rgb(51, 51, 51);">Định vị thi c&ocirc;ng c&ocirc;ng tr&igrave;nh l&agrave; c&ocirc;ng t&aacute;c trắc địa nhằm x&aacute;c định vị tr&iacute; mặt&nbsp;<span style="box-sizing: border-box; touch-action: manipulation; color: rgb(51, 72, 98);">bằng</span>&nbsp;của c&aacute;c điểm, c&aacute;c đường thẳng, c&aacute;c điểm chi tiết của c&ocirc;ng tr&igrave;nh x&acirc;y dựng tr&ecirc;n đất liền cũng như tr&ecirc;n mặt nước theo đ&uacute;ng thiết kế.</span></span></span><span style="font-size:11.5pt;
font-family:Montserrat;color:#333333"><o:p></o:p></span></p>
',
			'content' => '<h2>
	<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>I. T&igrave;m hiểu về định vị thi c&ocirc;ng c&ocirc;ng tr&igrave;nh&nbsp;</strong></span></span></span></h2>
<br />
<p>
	<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Định vị thi c&ocirc;ng c&ocirc;ng tr&igrave;nh l&agrave; c&ocirc;ng t&aacute;c trắc địa nhằm x&aacute;c định vị tr&iacute; mặt&nbsp;bằng&nbsp;của c&aacute;c điểm, c&aacute;c đường thẳng, c&aacute;c điểm chi tiết của c&ocirc;ng tr&igrave;nh x&acirc;y dựng tr&ecirc;n đất liền cũng như tr&ecirc;n mặt nước theo đ&uacute;ng thiết kế.<br />
	<br />
	Định vị c&ocirc;ng tr&igrave;nh bằng m&aacute;y to&agrave;n đạc c&oacute; thể hiểu l&agrave; thao t&aacute;c sử dụng m&aacute;y to&agrave;n đạc để khảo s&aacute;t, x&aacute;c định vị tr&iacute; tọa độ c&ocirc;ng tr&igrave;nh chi tiết, nhanh ch&oacute;ng v&agrave; ch&iacute;nh x&aacute;c. C&aacute;c kỹ sư sẽ nhập c&aacute;c tham số tr&ecirc;n bản vẽ v&agrave;o m&aacute;y. Sau đ&oacute;, c&aacute;c thuật to&aacute;n của m&aacute;y to&agrave;n đạc sẽ xử l&yacute; những số liệu n&agrave;y. Cuối c&ugrave;ng, m&aacute;y to&agrave;n đạc&nbsp;sẽ khảo s&aacute;t, x&aacute;c định chi tiết v&agrave; x&aacute;c thực những vị tr&iacute; điểm ra thực địa.&nbsp;<br />
	<br />
	Chỉ cần tr&iacute;ch xuất những vị tr&iacute; tọa độ ch&iacute;nh x&aacute;c điểm tr&ecirc;n bản vẽ sang&nbsp;<strong><a href="https://tracdiathanhdat.vn/may-toan-dac-dien-tu">m&aacute;y to&agrave;n đạc điện tử</a> , </strong>&nbsp;m&aacute;y sẽ xử l&yacute; c&aacute;c th&ocirc;ng số n&agrave;y. Sau đ&oacute;, m&aacute;y triển khai vị tr&iacute; những tim trục tr&ecirc;n bản đồ l&ecirc;n thực địa. Nhờ vậy, sẽ định vị được x&aacute;c thực tim trục của nền m&oacute;ng cho những bước thi c&ocirc;ng tiếp theo.</span></span></span></p>
<p style="text-align: center;">
	<br />
	<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/dinh-vi-cong-trinh-bang-may-toan-dac.jpg" style="width: 620px; height: 360px;" /></span></span></span></p>
<h2>
	<br />
	<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>II. Phương ph&aacute;p thực hiện định vị c&ocirc;ng tr&igrave;nh bằng m&aacute;y to&agrave;n đạc điện tử</strong></span></span></span></h2>
<p style="text-align: center;">
	<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">&nbsp; &nbsp; &nbsp;&nbsp;<img alt="" 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" style="height: 411px; width: 620px;" /></span></span></span></p>
<p style="text-align: center;">
	<em><span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">&nbsp; &nbsp; &nbsp;Bản vẽ mặt bằng mộtt nh&agrave; xưởng</span></span></span></em><br />
	&nbsp;</p>
<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Reference Line (Định ᴠị c&ocirc;ng tr&igrave;nh theo đường chuẩn l&agrave; đường thẳng): một đường chuẩn c&oacute; thể được х&aacute;c định bằng c&aacute;ch tham chiếu tới 1 đường thẳng gốc đ&atilde; biết.&nbsp;<br />
<br />
1. X&aacute;c định đường gốc<br />
<br />
Một đường gốc được gắn ᴠới 2 điểm gốc ᴠ&agrave; được х&aacute;c định theo 3 c&aacute;ch: Đo đến điểm gốc; Nhập toạ độ bằng taу; Gọi điểm từ bộ nhớ.<br />
<br />
a) Đo tới điểm gốc. Nhập t&ecirc;n điểm <strong>PtID</strong> ᴠ&agrave; đo bằng ph&iacute;m&nbsp;<br />
b) Với điểm gốc đ&atilde; biết toạ độ t&igrave;m kiếm điểm <strong>PtID</strong> trong bộ nhớ. Nhập toạ độ bằng taу. Hiển thị những điểm ѕẵn trong m&aacute;у.<br />
&nbsp; &nbsp; (1) Điểm gốc trang bị 1&nbsp;<br />
&nbsp; &nbsp; (2) Điểm gốc thứ hai.<br />
&nbsp; &nbsp; (3) Đường gốc.<br />
&nbsp; &nbsp; (4) Đường chuẩn.<br />
<br />
2. Dịch chuуển/Quaу đường gốc<br />
Đường gốc được dịch chuуển ѕong ѕong, chiều dọc, chiều đứng hoặc l&agrave; quaу. Tất cả c&aacute;c kết quả đo ѕau đ&oacute; ѕẽ ảnh hưởng đến đường chuẩn.<br />
&nbsp; &nbsp; <strong>BP</strong>: Điểm gốc.<br />
&nbsp; &nbsp; <strong>BL</strong>: Đường gốc.<br />
&nbsp; &nbsp; <strong>RP</strong>: Điểm chuẩn.<br />
&nbsp; &nbsp; <strong>RL</strong>: Đường chuẩn.<br />
&nbsp; &nbsp; <strong>Off</strong>: Dịch chuуển ѕong ѕong.<br />
&nbsp; &nbsp; <strong>L</strong>: Dịch chuуển theo chiều dọc.<br />
&nbsp; &nbsp; <strong>R</strong>: Th&ocirc;ng ѕố quaу.<br />
<br />
Nhập th&ocirc;ng ѕố: Sử dụng ph&iacute;m n&agrave;у để chuуển con trỏ đến trường th&ocirc;ng ѕố bắt buộc nhập.&nbsp;Ta c&oacute; thể nhập c&aacute;c th&ocirc;ng ѕố như ѕau:<br />
&nbsp; &nbsp; <strong>Offѕet</strong>: Dịch chuуển đường chuẩn ѕong ѕong ᴠề ph&iacute;a b&ecirc;n cần của đường gốc, ᴠ&agrave;o hướng của đường gốc (BP1-BP2).<br />
&nbsp; &nbsp; <strong>Line</strong>: Dịch chuуển đường chuẩn theo chiều dọc t&iacute;nh từ điểm gốc trước ti&ecirc;n theo hướng từ điểm gốc đầu ti&ecirc;n tới điểm gốc vật dụng hai.<br />
&nbsp; &nbsp; <strong>Rotate</strong>: Quaу đường chuẩn theo chiều kim đồng hồ хung quanh điểm gốc.<br />
&nbsp; &nbsp; <strong>Height</strong>: Đường chuẩn cao hơn đường gốc.<br />
&nbsp; &nbsp; <strong>Ref.Hgt:Point1:</strong> Ch&ecirc;nh cao ѕo ᴠới điểm gốc chuẩn nhất.<br />
&nbsp; &nbsp; <strong>Point 2</strong>: Ch&ecirc;nh cao ѕo ᴠới điểm gốc chuẩn hai.<br />
&nbsp; &nbsp; <strong>Interpolated:</strong> Ch&ecirc;nh cao dọc theo đường chuẩn.<br />
&nbsp; &nbsp; <strong>No height</strong>: Ch&ecirc;nh cao kh&ocirc;ng được t&iacute;nh to&aacute;n ᴠ&agrave; hiển thị.<br />
<br />
3. Tiến h&agrave;nh đo hoặc chuуển ѕang chế độ chuуển điểm bề ngo&agrave;i ra thực địa. Tiến h&agrave;nh đo đến điểm đ&iacute;ch. Chuуển ѕang chế độ chuуển điểm bề ngo&agrave;i ra thực địa.<br />
<br />
4. Ứng dụng tương trợ &ldquo;Line&amp;Offѕet&rdquo;:&nbsp;t&iacute;nh to&aacute;n ra ᴠị tr&iacute; của điểm đo ѕo ᴠới đường chuẩn bằng c&aacute;ch hiển thị c&aacute;c lệch dọc trục, lệch ngang, ch&ecirc;nh cao&hellip;<br />
&nbsp;</span></span></span><br />
<p style="box-sizing: border-box; margin-bottom: 1.3em; margin-top: 0px; color: rgb(66, 66, 66); font-family: Roboto, sans-serif; font-size: 15px; text-align: justify;">
	<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trắc đạc c&ocirc;ng tr&igrave;nh hay đo đạc c&ocirc;ng tr&igrave;nh l&agrave; khảo s&aacute;t v&agrave; khai triển bản vẽ thiết kế của c&ocirc;ng tr&igrave;nh ra thực địa, d&ugrave;ng cho thi c&ocirc;ng v&agrave; gi&aacute;m s&aacute;t x&acirc;y dựng c&ocirc;ng tr&igrave;nh đ&uacute;ng bản vẽ thiết kế. Quan trắc dịch chuyển của c&ocirc;ng tr&igrave;nh ra thực địa, chuy&ecirc;n dụng cho thi c&ocirc;ng v&agrave; gi&aacute;m s&aacute;t x&acirc;y dựng c&ocirc;ng tr&igrave;nh đ&uacute;ng bản vẽ thiết kế. C&ocirc;ng cụ đo bằng những mẫu m&aacute;y đo đạc như m&aacute;y kinh vĩ, m&aacute;y thủy b&igrave;nh,m&aacute;y đo khoảng c&aacute;ch laser, m&aacute;y to&agrave;n đạc điện tử&nbsp;&hellip;&nbsp;</span></span></span></p>
<p style="box-sizing: border-box; margin-bottom: 1.3em; margin-top: 0px; color: rgb(66, 66, 66); font-family: Roboto, sans-serif; font-size: 15px; text-align: justify;">
	<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Nhiệm vụ chủ đạo của c&ocirc;ng t&aacute;c trắc địa trong x&acirc;y dựng l&agrave; đảm bảo cho c&ocirc;ng tr&igrave;nh được x&acirc;y dựng đ&uacute;ng k&iacute;ch thước h&igrave;nh học v&agrave; đ&uacute;ng vị tr&iacute; thiết kế. Chỉ khi hai y&ecirc;u cầu n&agrave;y được đ&aacute;p ứng th&igrave; c&ocirc;ng tr&igrave;nh mới mang thể vận h&agrave;nh an to&agrave;n.&nbsp;</span></span></span></p>
<h2 style="box-sizing: border-box; margin-bottom: 1.3em; margin-top: 0px; color: rgb(66, 66, 66); font-family: Roboto, sans-serif; font-size: 15px; text-align: justify;">
	<span style="font-weight: var(--h2_typography-font-weight); font-family: tahoma, geneva, sans-serif; font-size: 14px; color: rgb(0, 0, 0);">III. Những thiết bị được sử dụng trong định vị thi c&ocirc;ng c&ocirc;ng tr&igrave;nh</span></h2>
<ul style="box-sizing: border-box; color: rgb(73, 73, 73); font-family: &quot;Open Sans&quot;, Arial, Helvetica, sans-serif; font-size: 15px;">
	<li style="box-sizing: border-box;">
		<span style="color:#ff0000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><a href="https://tracdiathanhdat.vn/may-thuy-binh-tu-dong"><strong>M&aacute;y thủy b&igrave;nh tự động, m&aacute;y thủy b&igrave;nh điện tử</strong></a></span></span></span><span style="color:#000080;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">:</span></span></span><span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> X&aacute;c định cao độ, dẫn mốc cao độ, đo ch&ecirc;nh cao, quan trắc l&uacute;n&hellip;</span></span></span></li>
</ul>
<ul style="box-sizing: border-box; color: rgb(73, 73, 73); font-family: &quot;Open Sans&quot;, Arial, Helvetica, sans-serif; font-size: 15px;">
	<li style="box-sizing: border-box;">
		<span style="color:#000080;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="box-sizing: border-box; font-weight: bolder;"><a href="https://tracdiathanhdat.vn/may-toan-dac-dien-tu">M&aacute;y to&agrave;n đạc điện tử</a></span></span></span></span><span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="box-sizing: border-box; font-weight: bolder;">:</span>&nbsp;Bố tr&iacute; tr&iacute; tọa độ thiết kế ra thực địa; t&iacute;nh to&aacute;n khoảng c&aacute;ch ngang, đứng, g&oacute;c phương vị của đường, tọa độ điểm, diện t&iacute;ch v&agrave; bố tr&iacute; đường thẳng, đường cong; dẫn lưới lập mốc đường chuyền&hellip;</span></span></span></li>
</ul>
<ul style="box-sizing: border-box; color: rgb(73, 73, 73); font-family: &quot;Open Sans&quot;, Arial, Helvetica, sans-serif; font-size: 15px;">
	<li style="box-sizing: border-box;">
		<span style="color:#000080;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="box-sizing: border-box; font-weight: bolder;"><a href="https://tracdiathanhdat.vn/may-dinh-vi-ve-tinh-gps-2-tan-so-rtk">M&aacute;y định vị GNSS</a></span></span></span></span><span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="box-sizing: border-box; font-weight: bolder;">:</span>&nbsp;Khảo s&aacute;t th&agrave;nh lập lưới khống chế tọa độ; bố tr&iacute; điểm phục vụ cho c&ocirc;ng t&aacute;c chuyển điểm thiết kế ra thực địa; giao hội, bố tr&iacute; đường cong, t&iacute;nh diện t&iacute;ch&hellip;</span></span></span></li>
</ul>
<p style="box-sizing: border-box; margin-bottom: 1.3em; margin-top: 0px; color: rgb(66, 66, 66); font-family: Roboto, sans-serif; font-size: 15px; text-align: center;">
	<span style="color:#000000;"><img alt="" src="/admin/webroot/upload/image/images/Banner (665 × 295 px) (31).png" style="width: 665px; height: 295px;" /></span></p>
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			'lft' => '103',
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			'title_seo' => 'tin tức trắc địa, cập nhật xu hướng đo đạc mới, công nghệ đo đạc, thiết bị đo đạc hiện đại, mẹo kỹ thuật trắc địa, sai số đo đạc, hệ tọa độ VN-2000, GNSS, RTK, GPS trắc địa, phần mềm trắc địa, phần mềm GIS, SurPad, LandStar, Magnet Field, Leica Captivate, Trimble Access',
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		'title' => 'Chuyên phân phối máy đo đạc, trắc địa: Máy GPS RTK, máy thủy bình, máy toàn đạc, máy scanner, UAV chính hãng (LEICA, TOPCON, NIKON, TRIMPLE, SOKKIA, DJI, PENTAX, GARMIN,...)',
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		'address' => '<p>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong><u>Văn ph&ograve;ng</u></strong></span></span><span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">: Số 157&nbsp;Đặng Văn Ngữ, Phường Kim Li&ecirc;n, H&agrave; Nội</span></span></p>
<p>
	<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">MST:<strong><a href="javascript: void(0)" style="font-size:11px;"><span style="color:#ffffff;"> 0103764857 </span></a></strong>do Sở KHĐT TP. H&agrave; Nội cấp ng&agrave;y 28-04-2009<br />
	Điện thoại:&nbsp;<a href="javascript: void(0)" style="font-family: tahoma, geneva, sans-serif;font-size:11px;"><span style="color: rgb(255, 255, 255);"><strong style="font-family: arial, helvetica, sans-serif;">(</strong><strong style="font-family: arial, helvetica, sans-serif;">024) 3776 4930</strong></span></a></span></span></p>
<div>
	<p>
		<strong style="font-size: 14px; font-family: tahoma, geneva, sans-serif;"><u>Cửa h&agrave;ng</u></strong><span style="font-size: 14px; font-family: tahoma, geneva, sans-serif;">:</span></p>
</div>
<p>
	<span style="font-family: tahoma, geneva, sans-serif;">- <span style="font-size:12px;">Số <strong><span style="font-size:14px;">145 </span></strong></span></span><span style="font-size:12px;"><span style="font-family: tahoma, geneva, sans-serif;">L&aacute;ng Hạ, Phường L&aacute;ng Hạ, H&agrave; Nội</span></span></p>
<p>
	<span style="font-size:12px;"><span style="font-family: tahoma, geneva, sans-serif;">- Số 5/161 Nguyễn Tu&acirc;n, Phường Thanh Xu&acirc;n, H&agrave; Nội</span></span><br />
	<br />
	&nbsp;</p>
',
		'contactinfo_eng' => '',
		'taikhoan' => '<strong><span style="color:#04529a;">Số T&agrave;i&nbsp; khoản c&aacute;c ng&acirc;n h&agrave;ng của c&ocirc;ng ty T&acirc;n &Aacute;</span></strong><br />
<br />
1. 13022-0506-5430 - Nguyễn Văn Hiệu - Agribank - CN Trung Y&ecirc;n, HN<br />
2. 0011-00404-0367 - Nguyễn Văn Hiệu - Vietcombank - CN Sở Giao dịch, HN<br />
3. 711A-6202-9713 - Nguyễn Văn Hiệu - Vietinbank - CN Thanh Xu&acirc;n, HN<br />
4. 190-256-018-210-13 - Nguyễn Văn Hiệu - Techcombank, H&agrave; Nội<br />
5. 1231-0000-368-767 - Nguyễn Văn Hiệu - BIDV CN Quang Trung, H&agrave; Nội',
		'contactinfo' => '<div dir="rtl" style="text-align: left;">
	<u style="font-family: tahoma, geneva, sans-serif; font-size: 14px;"><strong>Văn Ph&ograve;ng</strong></u></div>
<div style="">
	<br />
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Địa chỉ:&nbsp; Số 157 Đặng Văn Ngữ, Phường Kim Li&ecirc;n, H&agrave; Nội, Việt Nam<br />
	Tel:&nbsp; &nbsp; &nbsp; &nbsp; (024) 3776 4930 &nbsp; &nbsp;<br />
	Fax:&nbsp; &nbsp; &nbsp; &nbsp;(024) 3776 5908<br />
	Email:&nbsp; &nbsp; thanhdatsurvey.JSC@gmail.com/ tracdiathanhdat@gmail.com<br />
	Hotline:&nbsp; <strong>0913 051 734</strong><br />
	<br />
	<strong><u>C</u></strong><strong><u>ửa h&agrave;ng</u></strong></span></span><br />
	<br />
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">- Số 145 L&aacute;ng Hạ, Phường L&aacute;ng Hạ, H&agrave; Nội</span></span><br />
	<img alt="" src="data:image/png;base64,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" style="height: 12px; width: 16px;" /><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">&nbsp;<strong>0942 288 388</strong></span><br />
	&nbsp;</div>
<div style="">
	<span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">- Số 5/161 Nguyễn Tu&acirc;n, Phường Thanh Xu&acirc;n, H&agrave; Nội</span></div>
<div style="">
	<img alt="" src="data:image/png;base64,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" style="height: 12px; width: 16px;" /><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">&nbsp;<strong>0949 322 456</strong></span></div>
<div style="">
	<br />
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong><u>VPĐD tại Tp. Hồ Ch&iacute; Minh</u></strong><br />
	<br />
	- 1/56 Nguyễn Th&aacute;i Sơn, Phường Hạnh Th&ocirc;ng, Hồ Ch&iacute; Minh</span></span><br />
	<img alt="" src="data:image/png;base64,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" style="height: 12px; width: 16px;" /><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">&nbsp;<strong>0904 925 936</strong></span></div>
',
		'telephone' => '01659 014592',
		'hotline' => '0913051734',
		'email' => 'tracdiathanhdat@yahoo.com',
		'url' => '',
		'meta_key' => 'Leica Geosystems, Máy RTK, máy định vị GPS, GNSS, vngeonet, máy laser, thước đo, Yamayo, máy toàn đạc điện tử, máy toàn đạc robotic, máy toàn đạc tự động, Leica, Sokkia, Nikon, Trimple, Nikon, Spectra, Topcon, ống nhòm, máy bộ đàm, thước đo Yamayo, Máy toàn đạc điện tử, Máy toàn đạc Leica, Máy toàn đạc Sokkia, máy toàn đạc Nikon, Máy toàn đạc Geomax,	Máy toàn đạc Topcon, Máy toàn đạc Trimble, Máy thủy bình tự động, Máy thủy bình leica, Máy thủy bình sokkia, Máy thủy bình Nikon, Máy thủy bình Topcon, Máy thủy bình pentax, Máy thủy bình điện tử, Máy cân bằng laser, Máy kinh vĩ nikon, Máy kinh vĩ Topcon, Máy kinh vĩ sokkia, Máy kinh vĩ geomax, Máy cân bằng laser sabaru, Máy cân bằng laser sincon, Máy cân bằng laser fukuda, Máy cân bằng laser acuza, Máy đo khoảng cách laser leica, Máy đo khoảng cách laser sincon, Máy đo khoảng cách laser bosch, Máy định vị gps 2 tần, Máy định vị gps cầm tay, Máy đo sâu, Máy bộ đàm, Phụ kiện trắc địa, Máy định vị GPS RTK GNSS, Máy định vị GPS RTK Trimble, Máy định vị GPS RTK Sokkia, Máy định vị GPS RTK Sanding, Máy định vị GPS RTK CHC, Máy định vị GPS RTK Comnav, Máy định vị GPS RTK Efix, Máy định vị GPS RTK FOIF, Máy định vị GPS RTK Geomax, Máy định vị GPS RTK Topcon, Máy định vị GPS RTK Nikon, Máy định vị GPS RTK South, Máy định vị GPS RTK Ruide, Máy định vị GPS RTK Kolida, Máy định vị GPS RTK Leica, máy định vị điểm, đo đạc, khảo sát, bản đồ, RINEX, CORS, ',
		'meta_des' => 'Chuyên cung cấp máy định vị vệ tinh GNSS RTK, máy thủy bình, máy toàn đạc, máy laser, máy GPS cầm tay, UAV, ống nhòm (LEICA, TOPCON, NIKON, TRIMPLE, SOKKIA, DJI, PENTAX, GARMIN,...). Uy tín, chất lượng, giá tốt hàng đầu tại Việt Nam!',
		'created' => '2012-06-05',
		'modified' => '1769758152',
		'youtube' => 'http://youtube.com',
		'twitter' => 'https://twitter.com/',
		'myspace' => 'https://myspace.com/',
		'facebook' => 'https://www.facebook.com/thanhdatsurvey.jsc/',
		'email2' => 'duycuong7640',
		'skype' => 'hothihuyen.hn',
		'yahoo' => 'duycuong7640',
		'yahoo1' => 'duycuong7640',
		'content' => 'Thanks for your interest in Vn Discoverytours. For a fast response, please submit this basic Quick Enquiry form below by clicking &ldquo;Submit&rdquo;, and we&rsquo;ll get back to you by e-mail within 12 to 24 hours (in working days). For urgent booking, call us at +84 974 839 873',
		'video' => '<iframe width="1280" height="720" src="https://www.youtube.com/embed/mR4kOuAkEtY" title="YouTube video player" frameborder="0" allow="accelerometer; autoplay; clipboard-write; encrypted-media; gyroscope; picture-in-picture" allowfullscreen></iframe>',
		'slogan' => 'trung tâm sửa chữa và bảo hành máy giặt electrolux',
		'slogan_eng' => '',
		'printer' => '',
		'googleplus' => '',
		'bando' => '<p>
	<iframe allowfullscreen="" frameborder="0" height="410" src="https://www.google.com/maps/embed?pb=!1m18!1m12!1m3!1d1680.2372398112452!2d105.81212934716025!3d21.01437303922492!2m3!1f0!2f0!3f0!3m2!1i1024!2i768!4f13.1!3m3!1m2!1s0x3135ab63b645b665%3A0xa6797ac6008687bf!2zQ-G7rWEgSMOgbmcgVHLhuq9jIMSQ4buLYQ!5e0!3m2!1svi!2s!4v1449908805279" style="border:0" width="600"></iframe></p>
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		'gioithieu' => '<p style="text-align: center;">
	<img alt="" src="/admin/webroot/upload/image/images/gioithieu.png" /></p>
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		'thongtincongty' => 'Sửa máy lạnh tại nhà
Sửa máy lạnh tại HCM
Sửa tủ lạnh
Bơm ga máy lạnh ',
		'trogiupkh' => 'Tai nghe Iphone
Sua may tinh tai nha
Máy Ozone Z755',
		'dichvuft' => 'Sửa máy lạnh
Bảo dưỡng máy lạnh
Vệ sinh máy lạnh
Lắp đặt máy lạnh',
		'bb' => '',
		'zing' => '',
		'hotline2' => '0912 35 65 75',
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		'theh1' => 'thanhdatsurvey.JSC',
		'hanoi' => '<div>
	<strong>C&Ocirc;NG TY CỔ PHẦN THƯƠNG MẠI HMH VIỆT NAM</strong></div>
<div>
	<strong>Địa chỉ</strong> &nbsp;: Số 51 - Trần Duy Hưng, Trung H&ograve;a, Cầu Giấy, H&agrave; Nội</div>
<div>
	<strong>Điện thoại </strong>: (04) 3641.7498 - <strong>Fax</strong>: (04) 3543.0479</div>
<div>
	<strong>Email </strong>: info@ifes.vn</div>
',
		'tphcm' => '<div>
	<strong>C&Ocirc;NG TY CỔ PHẦN THƯƠNG MẠI HMH VIỆT NAM</strong></div>
<div>
	<strong>Địa chỉ</strong>&nbsp;&nbsp;: Số 51 - Trần Duy Hưng, Trung H&ograve;a, Cầu Giấy, H&agrave; Nội</div>
<div>
	<strong>Điện thoại&nbsp;</strong>: (04) 3641.7498 -&nbsp;<strong>Fax</strong>: (04) 3543.0479</div>
<div>
	<strong>Email&nbsp;</strong>: info@ifes.vn</div>
',
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			'id' => '802',
			'name' => 'Dữ liệu RINEX – Nền tảng cốt lõi của hạ tầng trắc địa hiện đại',
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			'alias' => 'du-lieu-rinex-–-nen-tang-cot-loi-cua-ha-tang-trac-dia-hien-dai',
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			'price' => '0',
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			'shortdes' => '<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trong hạ tầng trắc địa hiện đại, RINEX kh&ocirc;ng phải dữ liệu phụ, m&agrave; l&agrave; nền m&oacute;ng kỹ thuật của hệ tọa độ quốc gia.&nbsp;RTK gi&uacute;p đo nhanh h&ocirc;m nay,&nbsp;nhưng RINEX mới l&agrave; yếu tố đảm bảo bản đồ, mốc v&agrave; c&ocirc;ng tr&igrave;nh đứng vững trong nhiều năm tới.</span></span>',
			'content' => '<p>
	<em><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">Trong những năm gần đ&acirc;y, c&ocirc;ng nghệ GNSS RTK c&ugrave;ng c&aacute;c mạng trạm CORS ph&aacute;t triển mạnh mẽ, gi&uacute;p c&ocirc;ng t&aacute;c đo đạc, thi c&ocirc;ng v&agrave; bố tr&iacute; c&ocirc;ng tr&igrave;nh đạt được kết quả gần như tức thời với độ ch&iacute;nh x&aacute;c cao.</span></em></p>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><em>Tuy nhi&ecirc;n, nếu nh&igrave;n ở g&oacute;c độ x&acirc;y dựng v&agrave; duy tr&igrave; hạ tầng trắc địa quốc gia d&agrave;i hạn, nhiều quốc gia ph&aacute;t triển như Mỹ, ch&acirc;u &Acirc;u, Nhật Bản đều c&oacute; chung một quan điểm:&nbsp;RTK l&agrave; lớp ứng dụng đo nhanh ngo&agrave;i hiện trường,&nbsp;trong khi RINEX &ndash; dữ liệu GNSS đo tĩnh &ndash; mới l&agrave; lớp nền cốt l&otilde;i của hệ tọa độ.</em><br />
<br />
<em>RTK cho ph&eacute;p định vị nhanh theo thời gian thực, nhưng độ ổn định v&agrave; khả năng kiểm chứng của kết quả RTK phụ thuộc mạnh v&agrave;o điều kiện truyền cải ch&iacute;nh tại thời điểm đo.&nbsp;Ngược lại, dữ liệu RINEX cho ph&eacute;p xử l&yacute; hậu kỳ, kiểm chứng, đối so&aacute;t v&agrave; duy tr&igrave; độ ổn định tọa độ trong thời gian d&agrave;i.<br />
&nbsp;</em></span></span>
<h2>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">1. RINEX l&agrave; g&igrave;?</span></span></h2>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">RINEX (<em>Receiver Independent Exchange Format</em>) l&agrave; định dạng dữ liệu GNSS th&ocirc; chuẩn quốc tế, được ph&aacute;t triển v&agrave; duy tr&igrave; bởi cộng đồng GNSS to&agrave;n cầu dưới sự điều phối&nbsp;của c&aacute;c tổ chức quốc tế như IGS (International GNSS Service) v&agrave; RTCM SC-104.</span></span><br />
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">RINEX cho ph&eacute;p trao đổi dữ liệu GNSS giữa c&aacute;c thiết bị v&agrave; phần mềm kh&aacute;c nhau, kh&ocirc;ng phụ thuộc h&atilde;ng sản xuất, v&agrave; được sử dụng rộng r&atilde;i tr&ecirc;n to&agrave;n thế giới cho c&aacute;c mục đ&iacute;ch kỹ thuật chuy&ecirc;n s&acirc;u.&nbsp;Dữ liệu RINEX cho ph&eacute;p:</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Xử l&yacute; hậu kỳ GNSS (Static / PPK)</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">B&igrave;nh sai mạng lưới GNSS</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kiểm so&aacute;t chất lượng v&agrave; truy xuất nguồn gốc số liệu</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Duy tr&igrave; v&agrave; kiểm chứng hệ tọa độ theo thời gian d&agrave;i</span></span></li>
</ul>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">RTK cho kết quả nhanh &ndash; RINEX cho kết quả bền v&agrave; kiểm chứng được.<br />
&nbsp;</span></span>
<h2>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">2. C&aacute;ch c&aacute;c quốc gia khai th&aacute;c RINEX trong hạ tầng trắc địa</span></span></h2>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tại nhiều quốc gia, mạng CORS quốc gia kh&ocirc;ng chỉ phục vụ RTK thời gian thực m&agrave; c&ograve;n coi dữ liệu RINEX li&ecirc;n tục l&agrave; t&agrave;i sản dữ liệu cốt l&otilde;i.&nbsp;M&ocirc; h&igrave;nh khai th&aacute;c phổ biến:</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Lưu trữ dữ liệu GNSS 24/7.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Cho ph&eacute;p tải RINEX theo c&aacute;c khoảng thời gian:</span></span>
		<ul>
			<li>
				<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">15 ph&uacute;t</span></span></li>
			<li>
				<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">1 giờ</span></span></li>
			<li>
				<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">6 giờ</span></span></li>
			<li>
				<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">24 giờ</span></span></li>
		</ul>
	</li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Cung cấp đầy đủ metadata:</span></span>
		<ul>
			<li>
				<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Th&ocirc;ng tin trạm GNSS</span></span></li>
			<li>
				<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Thời gian quan s&aacute;t</span></span></li>
			<li>
				<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Chu kỳ ghi (1s, 15s, 30s&hellip;)</span></span></li>
			<li>
				<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hệ quy chiếu v&agrave; m&ocirc; h&igrave;nh tham chiếu.</span></span></li>
		</ul>
	</li>
</ul>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">&gt; V&iacute; dụ ti&ecirc;u biểu:</span></span><br />
<br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Mỹ: NOAA CORS Network cung cấp dữ liệu RINEX phục vụ đo tĩnh v&agrave; xử l&yacute; hậu kỳ.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Ch&acirc;u &Acirc;u: EUREF Permanent Network (EPN) lưu trữ dữ liệu RINEX cho b&igrave;nh sai lưới khu vực.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Nhật Bản: GEONET do GSI vận h&agrave;nh, cung cấp dữ liệu RINEX cho xử l&yacute; hậu kỳ v&agrave; nghi&ecirc;n cứu GNSS.</span></span></li>
</ul>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Điểm chung của c&aacute;c m&ocirc; h&igrave;nh n&agrave;y l&agrave; coi RINEX li&ecirc;n tục mới l&agrave; nền tảng bền vững của hệ tọa độ quốc gia.<br />
&nbsp;</span></span>
<p style="text-align: center;">
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/ncn_agol.png" style="width: 800px; height: 511px;" /></span></span></p>
<h2>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">3. Vai tr&ograve; của RINEX trong hệ thống trắc địa hiện đại</span></span></h2>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Nhiều quốc gia đang triển khai m&ocirc; h&igrave;nh tổng hợp:</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">GNSS CORS + RINEX &rarr; lớp khống chế nền, duy tr&igrave; hệ tọa độ d&agrave;i hạn</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Mốc khống chế vật l&yacute; &rarr; đối tượng kiểm chứng v&agrave; cơ sở ph&aacute;p l&yacute;</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">RTK &rarr; c&ocirc;ng cụ đo nhanh ngo&agrave;i hiện trường</span></span></li>
</ul>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đ&acirc;y kh&ocirc;ng phải xu hướng &ldquo;bỏ mốc&rdquo;, m&agrave; l&agrave;:</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Giảm phụ thuộc v&agrave;o việc chạy mốc thủ c&ocirc;ng tốn thời gian</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Chuyển vai tr&ograve; mốc từ nguồn gốc duy nhất sang đối tượng kiểm chứng</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tăng vai tr&ograve; của dữ liệu GNSS chuẩn h&oacute;a trong duy tr&igrave; hệ tọa độ</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">&nbsp;</span></span>
<h2>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">4. RINEX gi&uacute;p ổn định v&agrave; kiểm so&aacute;t hệ tọa độ theo thời gian như thế n&agrave;o?</span></span></h2>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Dữ liệu RINEX cho ph&eacute;p xử l&yacute; hậu kỳ v&agrave; b&igrave;nh sai mạng lưới, nhờ đ&oacute;:</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Giảm ảnh hưởng của thời điểm đo</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hạn chế t&aacute;c động của điều kiện kh&iacute; quyển v&agrave; m&ocirc;i trường</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tăng khả năng đối so&aacute;t v&agrave; truy nguy&ecirc;n số liệu</span></span></li>
</ul>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kh&aacute;i niệm &ldquo;ổn định&rdquo; ở đ&acirc;y được hiểu theo nghĩa kỹ thuật: Cho ph&eacute;p t&aacute;i xử l&yacute;, kiểm chứng v&agrave; so s&aacute;nh tọa độ tại c&aacute;c thời điểm kh&aacute;c nhau, tr&aacute;nh sai lệch t&iacute;ch lũy do đo nhanh tức thời.<br />
&nbsp;</span></span>
<h2>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">5. Ứng dụng thực tế của dữ liệu RINEX v&agrave; lợi &iacute;ch khai th&aacute;c RINEX hiệu quả</span></span></h2>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Dữ liệu RINEX hiện được sử dụng rộng r&atilde;i trong:</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Lập mốc khống chế GNSS</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">B&igrave;nh sai lưới quốc gia v&agrave; khu vực</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Quan trắc dịch chuyển c&ocirc;ng tr&igrave;nh, địa chất</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">L&agrave;m cơ sở kỹ thuật v&agrave; ph&aacute;p l&yacute; d&agrave;i hạn cho bản đồ v&agrave; hạ tầng kỹ thuật</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">&nbsp;<br />
Khai th&aacute;c RINEX b&agrave;i bản mang lại:</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Giảm thời gian v&agrave; chi ph&iacute; thiết lập lưới khống chế</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">N&acirc;ng cao độ ổn định v&agrave; khả năng kiểm chứng số liệu</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Ph&ugrave; hợp với dự &aacute;n lớn, triển khai d&agrave;i hạn, y&ecirc;u cầu ph&aacute;p l&yacute; cao</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Chủ động khi RTK kh&ocirc;ng ổn định hoặc mất hiệu chỉnh</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">&nbsp;</span></span>
<h2>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">6. Cấu tr&uacute;c dữ liệu RINEX gồm những g&igrave;?</span></span></h2>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Dữ liệu RINEX kh&ocirc;ng phải l&agrave; một file đơn lẻ, m&agrave; l&agrave; tập hợp nhiều file th&agrave;nh phần, mỗi file đảm nhiệm một vai tr&ograve; ri&ecirc;ng.<br />
<br />
6.1. File quan s&aacute;t &ndash; Observation file (*.obs). Bao gồm:</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">S&oacute;ng mang v&agrave; m&atilde; giả</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Dữ liệu GPS, GLONASS, Galileo, BeiDou&hellip;</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Th&ocirc;ng tin thời gian, tần số, t&iacute;n hiệu</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">File bắt buộc khi xử l&yacute; GNSS hậu kỳ v&agrave; b&igrave;nh sai.<br />
&nbsp;<br />
6.2. File quỹ đạo vệ tinh &ndash; Navigation file (*.nav, *.gnav&hellip;) c&oacute; chứa q</span></span><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">uỹ đạo vệ tinh (broadcast ephemeris) - d</span><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">ữ liệu cần thiết để t&iacute;nh vị tr&iacute; vệ tinh theo thời gian.<br />
<br />
T&ugrave;y phi&ecirc;n bản RINEX v&agrave; hệ vệ tinh, file điều hướng (Navigation file) c&oacute; thể được đặt t&ecirc;n kh&aacute;c nhau.<br />
Trong c&aacute;c hệ thống v&agrave; phần mềm cũ (RINEX 2.x), file điều hướng thường được t&aacute;ch theo từng hệ GNSS, với c&aacute;c đu&ocirc;i phổ biến như:</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">GPS: .N</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">GLONASS: .G</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">BeiDou: .C</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Galileo: .E</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trong c&aacute;c hệ thống hiện đại sử dụng RINEX 3.x trở l&ecirc;n, file điều hướng thường được gộp đa hệ GNSS v&agrave; sử dụng chung đu&ocirc;i .nav (hoặc .rnx), trong đ&oacute; chứa đồng thời dữ liệu GPS, GLONASS, Galileo, BeiDou&hellip;</span></span><br />
&nbsp;<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">6.3. File đồng hồ vệ tinh &ndash; Clock file (*.clk)</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hiệu chỉnh sai số đồng hồ vệ tinh v&agrave; trạm</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Độ ch&iacute;nh x&aacute;c cao hơn dữ liệu quảng b&aacute;</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">D&ugrave;ng cho b&igrave;nh sai ch&iacute;nh x&aacute;c cao v&agrave; nghi&ecirc;n cứu d&agrave;i hạn.<br />
&nbsp;<br />
6.4. File quỹ đạo ch&iacute;nh x&aacute;c &ndash; Precise orbit (*.sp3)</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Quỹ đạo vệ tinh độ ch&iacute;nh x&aacute;c cao</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kết hợp với .clk để n&acirc;ng cao chất lượng xử l&yacute;</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">&nbsp;<br />
6.5. C&aacute;c file phụ trợ</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Metadata trạm, antenna, receiver</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">File kh&iacute; quyển, site log</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Gi&uacute;p n&acirc;ng cao độ tin cậy v&agrave; truy xuất nguồn gốc số liệu.<br />
&nbsp;<br />
&gt;&gt;&gt; Phi&ecirc;n bản RINEX v&agrave; xu hướng hiện nay:</span></span><br />
<br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">RINEX 2.x: cũ, hạn chế hệ GNSS.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">RINEX 3.x: đa hệ, phổ biến hiện nay.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">RINEX 4.x: hỗ trợ t&iacute;n hiệu hiện đại, độ ch&iacute;nh x&aacute;c cao.</span></span></li>
</ul>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trong thực tế xử l&yacute; GNSS hậu kỳ, RINEX 2.11 vẫn được sử dụng rộng r&atilde;i nhờ t&iacute;nh ổn định v&agrave; khả năng tương th&iacute;ch cao. Nhiều lỗi xử l&yacute; hiện nay ph&aacute;t sinh từ việc chuyển đổi RINEX kh&ocirc;ng đ&uacute;ng chuẩn hoặc thiếu dữ liệu đi k&egrave;m.</span></span><br />
<p style="text-align: center;">
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/Bài viết 30_1_26.png" style="width: 800px; height: 526px;" /></span></span></p>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">RINEX 3 &amp; 4 l&agrave; xu hướng ch&iacute;nh trong c&aacute;c hệ thống CORS hiện đại.<br />
&nbsp;<br />
Hiểu đ&uacute;ng v&agrave; khai th&aacute;c đ&uacute;ng dữ liệu RINEX ch&iacute;nh l&agrave; bước chuyển từ đo nhanh sang đo bền vững trong trắc địa hiện đại &ndash; đặc biệt trong bối cảnh Việt Nam đang vận h&agrave;nh c&aacute;c mạng CORS v&agrave; duy tr&igrave; hệ tọa độ VN-2000.<br />
<br />
<em>&gt;&gt;&gt; Nguồn tham khảo:</em></span></span><br />
<ul>
	<li>
		<em><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">IGS &amp; RTCM &ndash; Chuẩn dữ liệu RINEX</span></span></em></li>
	<li>
		<em><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">NOAA CORS Network (Mỹ)</span></span></em></li>
	<li>
		<em><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">EUREF Permanent Network (Ch&acirc;u &Acirc;u)</span></span></em></li>
	<li>
		<em><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">GEONET &ndash; GSI (Nhật Bản)</span></span></em></li>
</ul>
<p style="text-align: center;">
	<img alt="" src="/admin/webroot/upload/image/images/RINEX - GNSS DATA (665 x 295 px).png" style="width: 800px; height: 355px;" /></p>
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			'shortdes' => '<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đo kh&ocirc;ng gương (Non-Prism) tr&ecirc;n m&aacute;y to&agrave;n đạc l&agrave; g&igrave;? Khi n&agrave;o n&ecirc;n d&ugrave;ng, khi n&agrave;o kh&ocirc;ng n&ecirc;n d&ugrave;ng? Ph&acirc;n t&iacute;ch ưu nhược điểm, sai số giao hội v&agrave; khuyến nghị kỹ thuật khi đo Non-Prism tr&ecirc;n m&aacute;y to&agrave;n đạc.</span></span>',
			'content' => '<em><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trong thực tế thi c&ocirc;ng v&agrave; đo đạc, đo kh&ocirc;ng gương (Non-Prism) l&agrave; một t&iacute;nh năng rất hữu &iacute;ch của m&aacute;y to&agrave;n đạc, nhưng cũng tiềm ẩn nhiều rủi ro sai số nếu sử dụng kh&ocirc;ng đ&uacute;ng mục đ&iacute;ch. B&agrave;i viết dưới đ&acirc;y sẽ ph&acirc;n t&iacute;ch bản chất đo Non-Prism, phạm vi ứng dụng, ưu &ndash; nhược điểm, ảnh hưởng đến giao hội v&agrave; c&aacute;c khuyến nghị kỹ thuật cần tu&acirc;n thủ.</span></span></em><br />
<br />
<h2>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">1. Đo kh&ocirc;ng gương (Non-Prism) l&agrave; g&igrave;?</span></span></h2>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trong thực tế đo đạc, kh&ocirc;ng phải l&uacute;c n&agrave;o cũng c&oacute; thể đặt được gương phản xạ. C&aacute;c vị tr&iacute; như tường cao, taluy, v&aacute;ch hầm, kết cấu th&eacute;p, khu vực đang thi c&ocirc;ng hoặc nguy hiểm l&agrave; những trường hợp điển h&igrave;nh.<br />
Đo kh&ocirc;ng gương (Non-Prism) l&agrave; phương ph&aacute;p đo khoảng c&aacute;ch kh&ocirc;ng sử dụng gương phản xạ. M&aacute;y to&agrave;n đạc ph&aacute;t tia laser trực tiếp tới bề mặt mục ti&ecirc;u v&agrave; thu t&iacute;n hiệu phản hồi để x&aacute;c định khoảng c&aacute;ch v&agrave; tọa độ điểm đo.<br />
<br />
Phương ph&aacute;p n&agrave;y cho ph&eacute;p đo c&aacute;c vị tr&iacute;:</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kh&oacute; tiếp cận hoặc kh&ocirc;ng thể đặt gương.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kh&ocirc;ng an to&agrave;n để tiếp cận trực tiếp.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Cần đo nhanh hiện trạng m&agrave; kh&ocirc;ng bố tr&iacute; phụ trợ.</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">&nbsp;</span></span><br />
<h3>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">1.1 Ưu điểm của đo kh&ocirc;ng gương</span></span></h3>
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đo được c&aacute;c vị tr&iacute; &ldquo;bất khả thi&rdquo; với phương ph&aacute;p đo gương.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tăng mức độ an to&agrave;n cho người đo ngo&agrave;i c&ocirc;ng trường.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tiết kiệm thời gian đi gương, giảm nh&acirc;n lực.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Rất hiệu quả khi đo hiện trạng, kiểm tra h&igrave;nh học kết cấu.</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">&nbsp;</span></span>
<h3>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">1.2 Nhược điểm v&agrave; hạn chế kỹ thuật của Non-Prism</span></span></h3>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">B&ecirc;n cạnh ưu điểm, đo kh&ocirc;ng gương tồn tại nhiều hạn chế kỹ thuật cần hiểu r&otilde;:<br />
<br />
<strong>Phụ thuộc mạnh v&agrave;o bề mặt đo</strong></span></span>
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Bề mặt s&aacute;ng, phẳng, kh&ocirc; &rarr; đo xa hơn, ổn định hơn.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Bề mặt tối, th&ocirc;, ẩm, xi&ecirc;n g&oacute;c &rarr; tầm đo giảm r&otilde; rệt, sai số tăng.</span></span></li>
</ul>
<br />
<strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Độ ch&iacute;nh x&aacute;c thấp hơn đo gương</span></span></strong><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kh&ocirc;ng c&oacute; t&acirc;m phản xạ cố định như gương.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Sai số đo khoảng c&aacute;ch lớn hơn v&agrave; k&eacute;m ổn định hơn.</span></span></li>
</ul>
<br />
<strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hao pin hơn</span></span></strong><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đo Non-Prism li&ecirc;n tục ti&ecirc;u thụ pin nhiều hơn so với đo gương.</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">&nbsp;</span></span><br />
<p style="text-align: center;">
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/Thiết kế chưa có tên (40).png" style="width: 800px; height: 671px;" /></span></span></p>
<h3>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">1.3 Những lưu &yacute; quan trọng khi sử dụng đo kh&ocirc;ng gương</span></span></h3>
<br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kh&ocirc;ng sử dụng đo kh&ocirc;ng gương cho mốc khống chế.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kh&ocirc;ng d&ugrave;ng cho dẫn mốc, nghiệm thu ph&aacute;p l&yacute;.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Chỉ d&ugrave;ng cho đo hiện trạng, kiểm tra, tham khảo kỹ thuật.</span></span></li>
</ul>
<h3>
	<br />
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">1.4 Khoảng c&aacute;ch đo kh&ocirc;ng gương của một số d&ograve;ng m&aacute;y phổ biến</span></span></h3>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Khoảng c&aacute;ch c&ocirc;ng bố của nh&agrave; sản xuất thường được đo trong điều kiện ti&ecirc;u chuẩn:</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Leica FlexLine TS03 / TS07 / TS10: ~500 m / ~1000 m (t&ugrave;y cấu h&igrave;nh)</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Nikon N-Series: ~600 m</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Nikon XS-Series: ~800 m</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Topcon GM-100 Series: ~500 m</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Thực tế ngo&agrave;i c&ocirc;ng trường, khoảng c&aacute;ch đo thường ngắn hơn catalogue, phụ thuộc mạnh v&agrave;o bề mặt v&agrave; điều kiện m&ocirc;i trường.<br />
&nbsp;</span></span>
<h3>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">1.5 Khi n&agrave;o n&ecirc;n d&ugrave;ng đo kh&ocirc;ng gương?</span></span></h3>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đo kh&ocirc;ng gương ph&aacute;t huy hiệu quả trong c&aacute;c c&ocirc;ng việc:</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đo chi tiết ho&agrave;n c&ocirc;ng.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đo kiểm tra h&igrave;nh học kết cấu.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đo taluy, v&aacute;ch đứng, v&aacute;ch hầm.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đo c&aacute;c điểm nguy hiểm kh&ocirc;ng thể tiếp cận.</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">&gt; Đo kh&ocirc;ng gương l&agrave; c&ocirc;ng nghệ bổ trợ, kh&ocirc;ng phải để thay thế đo gương.<br />
&nbsp;</span></span>
<h2>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">2. Hỏi v&agrave; Đ&aacute;p: Đo kh&ocirc;ng gương &amp; sai số giao hội</span></span></h2>
<br />
<h3>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">2. 1 V&igrave; sao đo kh&ocirc;ng gương dễ g&acirc;y sai số khi giao hội?</span></span></h3>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">V&igrave; đo Non-Prism phụ thuộc v&agrave;o bề mặt phản xạ, kh&ocirc;ng c&oacute; t&acirc;m phản xạ cố định như gương.<br />
Trong b&agrave;i to&aacute;n giao hội, sai số nhỏ ở từng hướng bắn c&oacute; thể bị ph&oacute;ng đại tại điểm giao, khiến kết quả thiếu ổn định.<br />
&nbsp;</span></span>
<h3>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">2.2 Sai số giao hội khi d&ugrave;ng Non-Prism thường đến từ đ&acirc;u?</span></span></h3>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">C&aacute;c nguy&ecirc;n nh&acirc;n ch&iacute;nh:</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Bề mặt phản xạ kh&ocirc;ng phẳng, kh&ocirc;ng đồng nhất.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tia laser phản xạ kh&ocirc;ng c&ugrave;ng một điểm h&igrave;nh học.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">G&oacute;c bắn xi&ecirc;n, bắn v&agrave;o m&eacute;p cạnh hoặc bề mặt nhỏ.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Sai số đo khoảng c&aacute;ch lớn hơn so với đo gương.</span></span></li>
</ul>
<h3>
	<br />
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">2.3 Đo kh&ocirc;ng gương ảnh hưởng nhiều hơn đến giao hội g&oacute;c hay giao hội cạnh?</span></span></h3>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đo kh&ocirc;ng gương ảnh hưởng mạnh hơn đến giao hội cạnh, v&igrave;:</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Sai số đo khoảng c&aacute;ch của Non-Prism lớn hơn.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trong giao hội cạnh, sai số khoảng c&aacute;ch t&aacute;c động trực tiếp tới vị tr&iacute; điểm giao.</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Với giao hội g&oacute;c, sai số vẫn tồn tại nhưng &iacute;t phụ thuộc hơn v&agrave;o chất lượng phản xạ.<br />
&nbsp;</span></span>
<h3>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">2.4 V&igrave; sao giao hội nghịch đặc biệt nhạy cảm với đo kh&ocirc;ng gương?</span></span></h3>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trong giao hội nghịch:</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Điểm đặt m&aacute;y cần được x&aacute;c định rất ch&iacute;nh x&aacute;c.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kh&ocirc;ng x&aacute;c định được t&acirc;m phản xạ r&otilde; r&agrave;ng.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">C&aacute;c trạm c&oacute; thể &ldquo;nh&igrave;n&rdquo; v&agrave;o những điểm kh&aacute;c nhau tr&ecirc;n c&ugrave;ng một bề mặt.</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Điều n&agrave;y khiến sai số kh&oacute; kiểm so&aacute;t v&agrave; kh&oacute; ph&aacute;t hiện.<br />
&nbsp;</span></span>
<h3>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">2.5 C&oacute; thể giảm sai số khi buộc phải giao hội bằng Non-Prism kh&ocirc;ng?</span></span></h3>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">C&oacute; thể giảm rủi ro, nhưng kh&ocirc;ng loại bỏ ho&agrave;n to&agrave;n, bằng c&aacute;ch:</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Chọn bề mặt phẳng, s&aacute;ng, r&otilde; r&agrave;ng.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tr&aacute;nh bắn v&agrave;o m&eacute;p cạnh hoặc bề mặt nhỏ.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Ngắm vu&ocirc;ng g&oacute;c với bề mặt.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đo lặp nhiều lần để kiểm tra.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kết hợp kiểm tra ch&eacute;o bằng phương ph&aacute;p kh&aacute;c.</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Chỉ &aacute;p dụng cho đo tham khảo, kh&ocirc;ng d&ugrave;ng cho mốc.<br />
&nbsp;</span></span>
<h3>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">2.6&nbsp; Khi n&agrave;o tuyệt đối kh&ocirc;ng n&ecirc;n d&ugrave;ng Non-Prism cho giao hội?</span></span></h3>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kh&ocirc;ng sử dụng trong c&aacute;c trường hợp:</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Dẫn mốc tọa độ.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Thiết lập lưới khống chế.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Mốc ph&aacute;p l&yacute;, nghiệm thu c&ocirc;ng tr&igrave;nh.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">C&ocirc;ng việc y&ecirc;u cầu độ ch&iacute;nh x&aacute;c cao (cm &ndash; mm).</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">&nbsp;</span></span>
<h3>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">2.7 V&igrave; sao đo gương vẫn l&agrave; phương ph&aacute;p chuẩn cho giao hội?</span></span></h3>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">V&igrave; khi đo gương:</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">C&oacute; t&acirc;m phản xạ x&aacute;c định r&otilde; r&agrave;ng.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Sai số đo khoảng c&aacute;ch nhỏ v&agrave; ổn định.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">C&aacute;c trạm c&ugrave;ng x&aacute;c định một điểm h&igrave;nh học duy nhất.</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đ&acirc;y l&agrave; yếu tố then chốt trong c&aacute;c b&agrave;i to&aacute;n giao hội.<br />
&nbsp;</span></span>
<h3>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">2.8 C&oacute; n&ecirc;n coi đo kh&ocirc;ng gương l&agrave; phương ph&aacute;p thay thế đo gương?</span></span></h3>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kh&ocirc;ng. Đo kh&ocirc;ng gương l&agrave; giải ph&aacute;p bổ trợ, kh&ocirc;ng phải phương ph&aacute;p thay thế.<br />
<br />
Khuyến nghị n&ecirc;n tu&acirc;n thủ quy tắc kỹ thuật:</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">C&oacute; thể đặt gương &rarr; ưu ti&ecirc;n đo gương.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kh&ocirc;ng thể đặt gương &rarr; d&ugrave;ng Non-Prism đ&uacute;ng mục đ&iacute;ch.</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">&nbsp;<br />
&gt;&gt;&gt; Đo kh&ocirc;ng gương (Non-Prism) mang lại nhiều tiện lợi trong đo hiện trạng v&agrave; c&aacute;c vị tr&iacute; kh&oacute; tiếp cận, tuy nhi&ecirc;n phương ph&aacute;p n&agrave;y nhạy cảm với sai số, đặc biệt trong c&aacute;c b&agrave;i to&aacute;n giao hội.<br />
Trong thực tế, giao hội thuận c&oacute; thể c&acirc;n nhắc sử dụng đo kh&ocirc;ng gương cho mục đ&iacute;ch tham khảo, khi điều kiện bề mặt cho ph&eacute;p. Ngược lại, giao hội nghịch kh&ocirc;ng được khuyến nghị sử dụng Non-Prism do sai số kh&oacute; kiểm so&aacute;t.&nbsp;Đối với c&aacute;c c&ocirc;ng việc thiết lập lưới khống chế, dẫn mốc tọa độ v&agrave; hồ sơ ph&aacute;p l&yacute;, việc đo bằng gương phản xạ l&agrave; bắt buộc để đảm bảo độ ch&iacute;nh x&aacute;c v&agrave; gi&aacute; trị ph&aacute;p l&yacute; của số liệu.</span></span><br />
<br />
<p style="text-align: center;">
	<img alt="" src="/admin/webroot/upload/image/images/CHỌN ANH TÀI (16).png" style="width: 800px; height: 618px;" /></p>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">&nbsp;</span></span>',
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			'shortdes' => '<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đo kh&ocirc;ng gương (Non-Prism) tr&ecirc;n m&aacute;y to&agrave;n đạc l&agrave; g&igrave;? Khi n&agrave;o n&ecirc;n d&ugrave;ng, khi n&agrave;o kh&ocirc;ng n&ecirc;n d&ugrave;ng? Ph&acirc;n t&iacute;ch ưu nhược điểm, sai số giao hội v&agrave; khuyến nghị kỹ thuật khi đo Non-Prism tr&ecirc;n m&aacute;y to&agrave;n đạc.</span></span>',
			'content' => '<em><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trong thực tế thi c&ocirc;ng v&agrave; đo đạc, đo kh&ocirc;ng gương (Non-Prism) l&agrave; một t&iacute;nh năng rất hữu &iacute;ch của m&aacute;y to&agrave;n đạc, nhưng cũng tiềm ẩn nhiều rủi ro sai số nếu sử dụng kh&ocirc;ng đ&uacute;ng mục đ&iacute;ch. B&agrave;i viết dưới đ&acirc;y sẽ ph&acirc;n t&iacute;ch bản chất đo Non-Prism, phạm vi ứng dụng, ưu &ndash; nhược điểm, ảnh hưởng đến giao hội v&agrave; c&aacute;c khuyến nghị kỹ thuật cần tu&acirc;n thủ.</span></span></em><br />
<h2>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">1. Đo kh&ocirc;ng gương (Non-Prism) l&agrave; g&igrave;?</span></span></h2>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trong thực tế đo đạc, kh&ocirc;ng phải l&uacute;c n&agrave;o cũng c&oacute; thể đặt được gương phản xạ. C&aacute;c vị tr&iacute; như tường cao, taluy, v&aacute;ch hầm, kết cấu th&eacute;p, khu vực đang thi c&ocirc;ng hoặc nguy hiểm l&agrave; những trường hợp điển h&igrave;nh.<br />
Đo kh&ocirc;ng gương (Non-Prism) l&agrave; phương ph&aacute;p đo khoảng c&aacute;ch kh&ocirc;ng sử dụng gương phản xạ. M&aacute;y to&agrave;n đạc ph&aacute;t tia laser trực tiếp tới bề mặt mục ti&ecirc;u v&agrave; thu t&iacute;n hiệu phản hồi để x&aacute;c định khoảng c&aacute;ch v&agrave; tọa độ điểm đo.<br />
<br />
Phương ph&aacute;p n&agrave;y cho ph&eacute;p đo c&aacute;c vị tr&iacute;:</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kh&oacute; tiếp cận hoặc kh&ocirc;ng thể đặt gương.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kh&ocirc;ng an to&agrave;n để tiếp cận trực tiếp.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Cần đo nhanh hiện trạng m&agrave; kh&ocirc;ng bố tr&iacute; phụ trợ.</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">&nbsp;</span></span><br />
<h3>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">1.1 Ưu điểm của đo kh&ocirc;ng gương</span></span></h3>
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đo được c&aacute;c vị tr&iacute; &ldquo;bất khả thi&rdquo; với phương ph&aacute;p đo gương.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tăng mức độ an to&agrave;n cho người đo ngo&agrave;i c&ocirc;ng trường.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tiết kiệm thời gian đi gương, giảm nh&acirc;n lực.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Rất hiệu quả khi đo hiện trạng, kiểm tra h&igrave;nh học kết cấu.</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">&nbsp;</span></span>
<h3>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">1.2 Nhược điểm v&agrave; hạn chế kỹ thuật của Non-Prism</span></span></h3>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">B&ecirc;n cạnh ưu điểm, đo kh&ocirc;ng gương tồn tại nhiều hạn chế kỹ thuật cần hiểu r&otilde;:<br />
<br />
<strong>Phụ thuộc mạnh v&agrave;o bề mặt đo</strong></span></span>
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Bề mặt s&aacute;ng, phẳng, kh&ocirc; &rarr; đo xa hơn, ổn định hơn.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Bề mặt tối, th&ocirc;, ẩm, xi&ecirc;n g&oacute;c &rarr; tầm đo giảm r&otilde; rệt, sai số tăng.</span></span></li>
</ul>
<strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Độ ch&iacute;nh x&aacute;c thấp hơn đo gương</span></span></strong><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kh&ocirc;ng c&oacute; t&acirc;m phản xạ cố định như gương.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Sai số đo khoảng c&aacute;ch lớn hơn v&agrave; k&eacute;m ổn định hơn.</span></span></li>
</ul>
<strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hao pin hơn</span></span></strong><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đo Non-Prism li&ecirc;n tục ti&ecirc;u thụ pin nhiều hơn so với đo gương.</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">&nbsp;</span></span><br />
<p style="text-align: center;">
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/Thiết kế chưa có tên (40).png" style="width: 800px; height: 671px;" /></span></span></p>
<h3>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">1.3 Những lưu &yacute; quan trọng khi sử dụng đo kh&ocirc;ng gương</span></span></h3>
<br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kh&ocirc;ng sử dụng đo kh&ocirc;ng gương cho mốc khống chế.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kh&ocirc;ng d&ugrave;ng cho dẫn mốc, nghiệm thu ph&aacute;p l&yacute;.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Chỉ d&ugrave;ng cho đo hiện trạng, kiểm tra, tham khảo kỹ thuật.</span></span></li>
</ul>
<h3>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">1.4 Khoảng c&aacute;ch đo kh&ocirc;ng gương của một số d&ograve;ng m&aacute;y phổ biến</span></span></h3>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Khoảng c&aacute;ch c&ocirc;ng bố của nh&agrave; sản xuất thường được đo trong điều kiện ti&ecirc;u chuẩn:</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Leica FlexLine TS03 / TS07 / TS10: ~500 m / ~1000 m (t&ugrave;y cấu h&igrave;nh)</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Nikon N-Series: ~600 m</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Nikon XS-Series: ~800 m</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Topcon GM-100 Series: ~500 m</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Thực tế ngo&agrave;i c&ocirc;ng trường, khoảng c&aacute;ch đo thường ngắn hơn catalogue, phụ thuộc mạnh v&agrave;o bề mặt v&agrave; điều kiện m&ocirc;i trường.<br />
&nbsp;</span></span>
<h3>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">1.5 Khi n&agrave;o n&ecirc;n d&ugrave;ng đo kh&ocirc;ng gương?</span></span></h3>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đo kh&ocirc;ng gương ph&aacute;t huy hiệu quả trong c&aacute;c c&ocirc;ng việc:</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đo chi tiết ho&agrave;n c&ocirc;ng.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đo kiểm tra h&igrave;nh học kết cấu.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đo taluy, v&aacute;ch đứng, v&aacute;ch hầm.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đo c&aacute;c điểm nguy hiểm kh&ocirc;ng thể tiếp cận.</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">&gt; Đo kh&ocirc;ng gương l&agrave; c&ocirc;ng nghệ bổ trợ, kh&ocirc;ng phải để thay thế đo gương.<br />
&nbsp;</span></span>
<h2>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">2. Hỏi v&agrave; Đ&aacute;p: Đo kh&ocirc;ng gương &amp; sai số giao hội</span></span></h2>
<h3>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">2. 1 V&igrave; sao đo kh&ocirc;ng gương dễ g&acirc;y sai số khi giao hội?</span></span></h3>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">V&igrave; đo Non-Prism phụ thuộc v&agrave;o bề mặt phản xạ, kh&ocirc;ng c&oacute; t&acirc;m phản xạ cố định như gương.<br />
Trong b&agrave;i to&aacute;n giao hội, sai số nhỏ ở từng hướng bắn c&oacute; thể bị ph&oacute;ng đại tại điểm giao, khiến kết quả thiếu ổn định.<br />
&nbsp;</span></span>
<h3>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">2.2 Sai số giao hội khi d&ugrave;ng Non-Prism thường đến từ đ&acirc;u?</span></span></h3>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">C&aacute;c nguy&ecirc;n nh&acirc;n ch&iacute;nh:</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Bề mặt phản xạ kh&ocirc;ng phẳng, kh&ocirc;ng đồng nhất.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tia laser phản xạ kh&ocirc;ng c&ugrave;ng một điểm h&igrave;nh học.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">G&oacute;c bắn xi&ecirc;n, bắn v&agrave;o m&eacute;p cạnh hoặc bề mặt nhỏ.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Sai số đo khoảng c&aacute;ch lớn hơn so với đo gương.</span></span></li>
</ul>
<h3>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">2.3 Đo kh&ocirc;ng gương ảnh hưởng nhiều hơn đến giao hội g&oacute;c hay giao hội cạnh?</span></span></h3>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đo kh&ocirc;ng gương ảnh hưởng mạnh hơn đến giao hội cạnh, v&igrave;:</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Sai số đo khoảng c&aacute;ch của Non-Prism lớn hơn.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trong giao hội cạnh, sai số khoảng c&aacute;ch t&aacute;c động trực tiếp tới vị tr&iacute; điểm giao.</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Với giao hội g&oacute;c, sai số vẫn tồn tại nhưng &iacute;t phụ thuộc hơn v&agrave;o chất lượng phản xạ.<br />
&nbsp;</span></span>
<h3>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">2.4 V&igrave; sao giao hội nghịch đặc biệt nhạy cảm với đo kh&ocirc;ng gương?</span></span></h3>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trong giao hội nghịch:</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Điểm đặt m&aacute;y cần được x&aacute;c định rất ch&iacute;nh x&aacute;c.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kh&ocirc;ng x&aacute;c định được t&acirc;m phản xạ r&otilde; r&agrave;ng.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">C&aacute;c trạm c&oacute; thể &ldquo;nh&igrave;n&rdquo; v&agrave;o những điểm kh&aacute;c nhau tr&ecirc;n c&ugrave;ng một bề mặt.</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Điều n&agrave;y khiến sai số kh&oacute; kiểm so&aacute;t v&agrave; kh&oacute; ph&aacute;t hiện.<br />
&nbsp;</span></span>
<h3>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">2.5 C&oacute; thể giảm sai số khi buộc phải giao hội bằng Non-Prism kh&ocirc;ng?</span></span></h3>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">C&oacute; thể giảm rủi ro, nhưng kh&ocirc;ng loại bỏ ho&agrave;n to&agrave;n, bằng c&aacute;ch:</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Chọn bề mặt phẳng, s&aacute;ng, r&otilde; r&agrave;ng.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tr&aacute;nh bắn v&agrave;o m&eacute;p cạnh hoặc bề mặt nhỏ.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Ngắm vu&ocirc;ng g&oacute;c với bề mặt.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đo lặp nhiều lần để kiểm tra.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kết hợp kiểm tra ch&eacute;o bằng phương ph&aacute;p kh&aacute;c.</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Chỉ &aacute;p dụng cho đo tham khảo, kh&ocirc;ng d&ugrave;ng cho mốc.<br />
&nbsp;</span></span>
<h3>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">2.6&nbsp; Khi n&agrave;o tuyệt đối kh&ocirc;ng n&ecirc;n d&ugrave;ng Non-Prism cho giao hội?</span></span></h3>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kh&ocirc;ng sử dụng trong c&aacute;c trường hợp:</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Dẫn mốc tọa độ.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Thiết lập lưới khống chế.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Mốc ph&aacute;p l&yacute;, nghiệm thu c&ocirc;ng tr&igrave;nh.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">C&ocirc;ng việc y&ecirc;u cầu độ ch&iacute;nh x&aacute;c cao (cm &ndash; mm).</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">&nbsp;</span></span>
<h3>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">2.7 V&igrave; sao đo gương vẫn l&agrave; phương ph&aacute;p chuẩn cho giao hội?</span></span></h3>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">V&igrave; khi đo gương:</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">C&oacute; t&acirc;m phản xạ x&aacute;c định r&otilde; r&agrave;ng.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Sai số đo khoảng c&aacute;ch nhỏ v&agrave; ổn định.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">C&aacute;c trạm c&ugrave;ng x&aacute;c định một điểm h&igrave;nh học duy nhất.</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đ&acirc;y l&agrave; yếu tố then chốt trong c&aacute;c b&agrave;i to&aacute;n giao hội.<br />
&nbsp;</span></span>
<h3>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">2.8 C&oacute; n&ecirc;n coi đo kh&ocirc;ng gương l&agrave; phương ph&aacute;p thay thế đo gương?</span></span></h3>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kh&ocirc;ng. Đo kh&ocirc;ng gương l&agrave; giải ph&aacute;p bổ trợ, kh&ocirc;ng phải phương ph&aacute;p thay thế.<br />
<br />
Khuyến nghị n&ecirc;n tu&acirc;n thủ quy tắc kỹ thuật:</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">C&oacute; thể đặt gương &rarr; ưu ti&ecirc;n đo gương.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kh&ocirc;ng thể đặt gương &rarr; d&ugrave;ng Non-Prism đ&uacute;ng mục đ&iacute;ch.</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">&nbsp;<br />
&gt;&gt;&gt; Đo kh&ocirc;ng gương (Non-Prism) mang lại nhiều tiện lợi trong đo hiện trạng v&agrave; c&aacute;c vị tr&iacute; kh&oacute; tiếp cận, tuy nhi&ecirc;n phương ph&aacute;p n&agrave;y nhạy cảm với sai số, đặc biệt trong c&aacute;c b&agrave;i to&aacute;n giao hội.<br />
Trong thực tế, giao hội thuận c&oacute; thể c&acirc;n nhắc sử dụng đo kh&ocirc;ng gương cho mục đ&iacute;ch tham khảo, khi điều kiện bề mặt cho ph&eacute;p. Ngược lại, giao hội nghịch kh&ocirc;ng được khuyến nghị sử dụng Non-Prism do sai số kh&oacute; kiểm so&aacute;t.&nbsp;Đối với c&aacute;c c&ocirc;ng việc thiết lập lưới khống chế, dẫn mốc tọa độ v&agrave; hồ sơ ph&aacute;p l&yacute;, việc đo bằng gương phản xạ l&agrave; bắt buộc để đảm bảo độ ch&iacute;nh x&aacute;c v&agrave; gi&aacute; trị ph&aacute;p l&yacute; của số liệu.</span></span><br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">&nbsp;</span></span>',
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			'shortdes' => '<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Leica TS20 l&agrave; d&ograve;ng m&aacute;y to&agrave;n đạc điện tử robot cao cấp của Leica Geosystems, được thiết kế để đ&aacute;p ứng c&aacute;c y&ecirc;u cầu khắt khe trong khảo s&aacute;t, thi c&ocirc;ng hạ tầng, đo vẽ bản đồ v&agrave; x&acirc;y dựng c&ocirc;ng nghiệp. Leica TS20 tập trung v&agrave;o tự động h&oacute;a, độ ổn định v&agrave; độ ch&iacute;nh x&aacute;c cao, gi&uacute;p tối ưu thao t&aacute;c hiện trường v&agrave; n&acirc;ng cao hiệu suất l&agrave;m việc trong mọi điều kiện c&ocirc;ng trường phức tạp.</span></span>',
			'content' => '<p>
	<span style="font-family:tahoma,geneva,sans-serif;"><span style="font-size:14px;"><em>Leica TS20 l&agrave; d&ograve;ng m&aacute;y to&agrave;n đạc điện tử robot cao cấp của Leica Geosystems, được ph&aacute;t triển cho c&aacute;c c&ocirc;ng việc khảo s&aacute;t, thi c&ocirc;ng hạ tầng, đo vẽ bản đồ v&agrave; x&acirc;y dựng c&ocirc;ng nghiệp. D&ograve;ng m&aacute;y n&agrave;y tập trung v&agrave;o tự động h&oacute;a, độ ổn định v&agrave; độ ch&iacute;nh x&aacute;c cao, gi&uacute;p tối ưu thao t&aacute;c hiện trường v&agrave; n&acirc;ng cao hiệu suất l&agrave;m việc trong điều kiện c&ocirc;ng trường phức tạp.</em><br />
	<br />
	Trong thực tế triển khai, Leica TS20 được cung cấp với nhiều cấu h&igrave;nh t&iacute;nh năng kh&aacute;c nhau nhằm đ&aacute;p ứng đa dạng nhu cầu sử dụng. Tr&ecirc;n thị trường v&agrave; trong t&agrave;i liệu kỹ thuật, c&aacute;c cấu h&igrave;nh n&agrave;y thường được ph&acirc;n nh&oacute;m như sau:</span></span></p>
<ul>
	<li>
		<span style="font-family:tahoma,geneva,sans-serif;"><span style="font-size:14px;">Auto Aiming (<strong>TS20 A</strong>): Hỗ trợ tự động ngắm gương (ATR).</span></span></li>
	<li>
		<span style="font-family:tahoma,geneva,sans-serif;"><span style="font-size:14px;">PowerSearch (<strong>TS20 P</strong>): Bổ sung khả năng tự động t&igrave;m gương.</span></span></li>
	<li>
		<span style="font-family:tahoma,geneva,sans-serif;"><span style="font-size:14px;">Imaging (<strong>TS20 I</strong>): T&iacute;ch hợp camera v&agrave; c&aacute;c thuật to&aacute;n AI hỗ trợ đo đạc, cho ph&eacute;p nhận dạng mục ti&ecirc;u, theo d&otilde;i chuyển động v&agrave; thu điểm bằng h&igrave;nh ảnh trong m&ocirc;i trường phức tạp.</span></span></li>
</ul>
<p>
	<br />
	<span style="font-family:tahoma,geneva,sans-serif;"><span style="font-size:14px;">B&ecirc;n cạnh c&aacute;c cấu h&igrave;nh t&iacute;nh năng, Leica TS20 c&ograve;n c&oacute; c&aacute;c t&ugrave;y chọn kỹ thuật chung, bao gồm:</span></span></p>
<ul>
	<li>
		<span style="font-family:tahoma,geneva,sans-serif;"><span style="font-size:14px;">Độ ch&iacute;nh x&aacute;c đo g&oacute;c: 1&Prime; / 2&Prime; / 3&Prime; / 5&Prime;</span></span></li>
	<li>
		<span style="font-family:tahoma,geneva,sans-serif;"><span style="font-size:14px;">Tầm đo kh&ocirc;ng gương (EDM): 800 m hoặc 1600 m</span></span></li>
</ul>
<p>
	<br />
	<span style="font-family:tahoma,geneva,sans-serif;"><span style="font-size:14px;">Mức độ tự động h&oacute;a v&agrave; hỗ trợ AI phụ thuộc v&agrave;o cấu h&igrave;nh được lựa chọn, trong đ&oacute; TS20 I l&agrave; cấu h&igrave;nh cao cấp nhất, ph&ugrave; hợp cho c&aacute;c dự &aacute;n y&ecirc;u cầu hiệu suất, độ tin cậy v&agrave; kiểm so&aacute;t chất lượng cao.</span></span><br />
	&nbsp;</p>
<p style="text-align: center;">
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/Leica-TS20-Application-Tunnel-300dpi-2-2048x1365.jpg" style="width: 800px; height: 533px;" /></span></span></p>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Leica TS20I &ndash; Phi&ecirc;n bản t&iacute;ch hợp Camera &amp; AI</strong><br />
<br />
Chỉ phi&ecirc;n bản TS20I (Imaging) mới được Leica trang bị camera v&agrave; c&aacute;c thuật to&aacute;n AI hỗ trợ đo đạc, gi&uacute;p n&acirc;ng tầm hiệu quả khảo s&aacute;t hiện đại.<br />
<br />
<strong>AI &ndash; C&ocirc;ng nghệ tạo kh&aacute;c biệt tr&ecirc;n TS20I.</strong><br />
<br />
Tr&ecirc;n TS20I, Leica ứng dụng AI kết hợp camera v&agrave; thuật to&aacute;n xử l&yacute; th&ocirc;ng minh, cho ph&eacute;p:</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Nhận dạng mục ti&ecirc;u ch&iacute;nh x&aacute;c hơn.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Theo d&otilde;i chuyển động mục ti&ecirc;u ổn định hơn.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hạn chế nhầm lẫn trong m&ocirc;i trường nhiều vật phản xạ.</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">C&aacute;c xử l&yacute; n&agrave;y được thực hiện trực tiếp tr&ecirc;n thiết bị, gi&uacute;p đảm bảo tốc độ, độ ổn định v&agrave; an to&agrave;n dữ liệu khi l&agrave;m việc ngo&agrave;i hiện trường.<br />
&nbsp;<br />
<strong>AI-Detect &ndash; Nhận dạng gương &amp; cảnh b&aacute;o sai cấu h&igrave;nh (TS20I)</strong><br />
<br />
Sai loại gương l&agrave; nguy&ecirc;n nh&acirc;n phổ biến g&acirc;y sai offset v&agrave; sai số đo.&nbsp;AI-Detect (chỉ c&oacute; tr&ecirc;n TS20I) sử dụng camera để:</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Nhận dạng loại gương Leica đang đo.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">So s&aacute;nh với cấu h&igrave;nh gương trong Leica Captivate.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Cảnh b&aacute;o ngay khi ph&aacute;t hiện kh&ocirc;ng khớp.</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">T&iacute;nh năng n&agrave;y gi&uacute;p:</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Giảm lỗi chủ quan.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tr&aacute;nh đo sai &ndash; l&agrave;m lại.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">N&acirc;ng cao độ tin cậy dữ liệu thi c&ocirc;ng.</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">&nbsp;<br />
<strong>AI-Follow (Dynamic Lock n&acirc;ng cao) &ndash; Theo d&otilde;i mục ti&ecirc;u mượt m&agrave;</strong><br />
<br />
Tr&ecirc;n TS20I, AI hỗ trợ khả năng dự đo&aacute;n chuyển động của lăng k&iacute;nh khi:</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Bị che khuất tạm thời.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Di chuyển trong m&ocirc;i trường đ&ocirc;ng người, m&aacute;y m&oacute;c.</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Nhờ đ&oacute;, TS20I gi&uacute;p:</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kh&oacute;a lại mục ti&ecirc;u nhanh hơn.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hạn chế mất tia.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Giữ qu&aacute; tr&igrave;nh đo li&ecirc;n tục, ổn định.</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">&nbsp;<br />
<strong>AI tăng cường ATR &amp; PowerSearch (TS20I)</strong><br />
<br />
Thuật to&aacute;n AI gi&uacute;p ATR v&agrave; PowerSearch tr&ecirc;n TS20I hoạt động hiệu quả hơn trong c&aacute;c điều kiện kh&oacute;:</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Sương m&ugrave; nhẹ, mưa bụi.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Gương che khuất một phần.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Nhiều điểm phản xạ trong v&ugrave;ng qu&eacute;t.</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đ&acirc;y l&agrave; kh&aacute;c biệt lớn giữa TS20I v&agrave; TS20A / TS20P.</span></span><br />
<p style="text-align: center;">
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/Leica-TS20-Application-Cadastral-Surveying-300dpi-15-1-2048x1365.jpg" style="width: 800px; height: 533px;" /></span></span></p>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">&nbsp;<br />
<strong>C&aacute;c thế mạnh chung của d&ograve;ng Leica TS20</strong><br />
<br />
B&ecirc;n cạnh AI tr&ecirc;n TS20I, to&agrave;n bộ d&ograve;ng TS20 vẫn kế thừa những gi&aacute; trị cốt l&otilde;i của Leica:</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Độ ch&iacute;nh x&aacute;c đo g&oacute;c &amp; khoảng c&aacute;ch cao,</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Động cơ Direct Drives nhanh, &ecirc;m, kh&ocirc;ng ma s&aacute;t,</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Phần mềm Leica Captivate trực quan, dễ thao t&aacute;c,</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Ph&iacute;m Trigger đo nhanh,</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Lưu trữ dữ liệu lớn, xuất file linh hoạt,</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kết cấu bền bỉ, chuẩn c&ocirc;ng trường,</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Dọi t&acirc;m laser/quang học ch&iacute;nh x&aacute;c.</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">&nbsp;<br />
<strong>Lợi &iacute;ch thực tế khi sử dụng Leica TS20</strong></span></span><br />
<br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tăng tốc độ đo &amp; bố tr&iacute; c&ocirc;ng tr&igrave;nh,</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Giảm nh&acirc;n lực vận h&agrave;nh,</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hạn chế sai s&oacute;t hiện trường,</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Dữ liệu ổn định, đ&aacute;ng tin cậy,</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Ph&ugrave; hợp từ khảo s&aacute;t địa h&igrave;nh đến thi c&ocirc;ng c&ocirc;ng tr&igrave;nh lớn.</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">&nbsp;</span></span><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">&nbsp;<br />
<strong>BẢNG SO S&Aacute;NH: TS20A vs TS20P vs TS20I</strong></span></span><br />
<br />
<br />
<table border="0" cellpadding="0" style="width: 100%">
	<thead>
		<tr>
			<th>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>T&iacute;nh năng / Chức năng</strong></span></span><br />
				&nbsp;</th>
			<th>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>TS20A</strong><br />
				<strong>(Auto Aiming)</strong></span></span><br />
				&nbsp;</th>
			<th>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>TS20P</strong><br />
				<strong>(PowerSearch)</strong></span></span><br />
				&nbsp;</th>
			<th>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>TS20I</strong><br />
				<strong>(Imaging/ Camera &amp; AI)</strong></span></span><br />
				&nbsp;</th>
		</tr>
	</thead>
	<tbody>
		<tr>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Tự động ngắm mục ti&ecirc;u (ATR)</span></span></td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">C&oacute;<br />
				(ATR ti&ecirc;u chuẩn)</span></span></td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">C&oacute;<br />
				(ATR ti&ecirc;u chuẩn)</span></span></td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">C&oacute;<br />
				(ATR tăng cường nhờ camera &amp; thuật to&aacute;n)</span></span></td>
		</tr>
		<tr>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Tự động t&igrave;m gương (PowerSearch)</span></span></td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Kh&ocirc;ng</span></span></td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">C&oacute;</span></span></td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">C&oacute;<br />
				(kết hợp camera &amp; thuật to&aacute;n n&acirc;ng cao)</span></span></td>
		</tr>
		<tr>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Camera t&iacute;ch hợp</span></span></td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Kh&ocirc;ng</span></span></td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Kh&ocirc;ng</span></span></td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">C&oacute;</span></span></td>
		</tr>
		<tr>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Thu điểm bằng h&igrave;nh ảnh</span></span></td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Kh&ocirc;ng</span></span></td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Kh&ocirc;ng</span></span></td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">C&oacute;</span></span></td>
		</tr>
		<tr>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Nhận dạng mục ti&ecirc;u / gương (AI-Detect)</span></span></td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Kh&ocirc;ng</span></span></td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Kh&ocirc;ng</span></span></td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">C&oacute;</span></span></td>
		</tr>
		<tr>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Theo d&otilde;i mục ti&ecirc;u di chuyển (Dynamic Lock)</span></span></td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Kh&ocirc;ng</span></span></td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Kh&ocirc;ng</span></span></td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">C&oacute;</span></span></td>
		</tr>
		<tr>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Khả năng giữ b&aacute;m khi mục ti&ecirc;u<br />
				che khuất ngắn hạn</span></span></td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Kh&ocirc;ng</span></span></td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Kh&ocirc;ng</span></span></td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">C&oacute; (AI-Follow)</span></span></td>
		</tr>
		<tr>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">L&agrave;m việc hiệu quả trong m&ocirc;i trường<br />
				nhiều phản xạ</span></span></td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Ti&ecirc;u chuẩn</span></span></td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Ti&ecirc;u chuẩn</span></span></td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Tối ưu hơn nhờ camera &amp; thuật to&aacute;n</span></span></td>
		</tr>
		<tr>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Mức độ tự động h&oacute;a</span></span></td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Cơ bản</span></span></td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Trung b&igrave;nh</span></span></td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Cao nhất</span></span></td>
		</tr>
		<tr>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Hỗ trợ đo kh&ocirc;ng người<br />
				(one-man operation)</span></span></td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">C&oacute;</span></span></td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">C&oacute;</span></span></td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">C&oacute; (ổn định nhất)</span></span></td>
		</tr>
		<tr>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Phần mềm vận h&agrave;nh</span></span></td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Leica Captivate</span></span></td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Leica Captivate</span></span></td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Leica Captivate</span></span></td>
		</tr>
		<tr>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Ứng dụng ph&ugrave; hợp</span></span></td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Đo topo, bố tr&iacute; cơ bản</span></span></td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Đo nhanh, nhiều trạm</span></span></td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Quan trắc, đo phức tạp</span></span></td>
		</tr>
	</tbody>
</table>
<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">&nbsp;</span></span><br />
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">&gt; Xem th&ecirc;m Cataloge TS20: <a href="https://drive.google.com/file/d/1KRyhFd21zOZpYZFqy6uUF-xJFJkJJGmE/view?usp=sharing">TẠI Đ&Acirc;Y</a></span></span><br />
&nbsp;&nbsp;<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">&nbsp;</span></span><br />
<div style="text-align: start;">
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<span style="color: rgb(51, 51, 51); font-family: tahoma, geneva, sans-serif; font-size: 14px; text-align: justify;">&nbsp;</span>',
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			'name' => 'Kiểm tra cao độ sàn nhà xưởng bằng máy thủy bình – Giải pháp chính xác cho thi công công nghiệp!',
			'code' => null,
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			'cat_id' => '40',
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			'shortdes' => '<p data-end="637" data-start="299">
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trong x&acirc;y dựng nh&agrave; xưởng, nh&agrave; m&aacute;y v&agrave; khu c&ocirc;ng nghiệp, kiểm tra cao độ s&agrave;n l&agrave; c&ocirc;ng t&aacute;c bắt buộc nhằm đảm bảo độ phẳng, cao độ đồng nhất v&agrave; khả năng tho&aacute;t nước đ&uacute;ng thiết kế.&nbsp;Chỉ một sai số nhỏ v&agrave;i milimet cũng c&oacute; thể ảnh hưởng đến vận h&agrave;nh m&aacute;y m&oacute;c, lưu th&ocirc;ng xe n&acirc;ng, tuổi thọ s&agrave;n b&ecirc; t&ocirc;ng v&agrave; chất lượng nghiệm thu c&ocirc;ng tr&igrave;nh.&nbsp;Ch&iacute;nh v&igrave; vậy, m&aacute;y thủy b&igrave;nh lu&ocirc;n l&agrave; thiết bị được kỹ sư trắc địa &ndash; x&acirc;y dựng tin d&ugrave;ng để kiểm tra cao độ s&agrave;n nh&agrave; xưởng với độ ch&iacute;nh x&aacute;c v&agrave; độ ổn định cao.<br />
	&nbsp;</span></span></p>
',
			'content' => '<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><em>Trong x&acirc;y dựng nh&agrave; xưởng, nh&agrave; m&aacute;y v&agrave; khu c&ocirc;ng nghiệp, kiểm tra cao độ s&agrave;n l&agrave; c&ocirc;ng t&aacute;c bắt buộc nhằm đảm bảo độ phẳng, cao độ đồng nhất v&agrave; khả năng tho&aacute;t nước đ&uacute;ng thiết kế.&nbsp;Chỉ một sai số nhỏ v&agrave;i milimet cũng c&oacute; thể ảnh hưởng đến vận h&agrave;nh m&aacute;y m&oacute;c, lưu th&ocirc;ng xe n&acirc;ng, tuổi thọ s&agrave;n b&ecirc; t&ocirc;ng v&agrave; chất lượng nghiệm thu c&ocirc;ng tr&igrave;nh.&nbsp;Ch&iacute;nh v&igrave; vậy, m&aacute;y thủy b&igrave;nh lu&ocirc;n l&agrave; thiết bị được kỹ sư trắc địa &ndash; x&acirc;y dựng tin d&ugrave;ng để kiểm tra cao độ s&agrave;n nh&agrave; xưởng nhờ độ ch&iacute;nh x&aacute;c cao v&agrave; t&iacute;nh ổn định l&acirc;u d&agrave;i.<br />
&nbsp;</em></span></span>
<h2>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">1. Tại sao cần kiểm tra cao độ s&agrave;n nh&agrave; xưởng?</span></span></h2>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đo cao độ s&agrave;n bằng m&aacute;y thủy b&igrave;nh gi&uacute;p:</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đảm bảo cao độ v&agrave; độ phẳng đ&uacute;ng hồ sơ thiết kế</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Ph&aacute;t hiện kịp thời c&aacute;c điểm lồi &ndash; l&otilde;m để xử l&yacute; trước khi ho&agrave;n thiện</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Phục vụ c&ocirc;ng t&aacute;c nghiệm thu s&agrave;n b&ecirc; t&ocirc;ng theo ti&ecirc;u chuẩn kỹ thuật</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hạn chế chi ph&iacute; sửa chữa sau khi c&ocirc;ng tr&igrave;nh đưa v&agrave;o sử dụng</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trong thực tế, một số đơn vị sử dụng m&aacute;y c&acirc;n mực laser để kiểm tra cao độ. Tuy nhi&ecirc;n, phương ph&aacute;p n&agrave;y chỉ ph&ugrave; hợp cho khu vực nhỏ.&nbsp;Với nh&agrave; xưởng c&oacute; diện t&iacute;ch lớn, tia laser dễ bị ph&acirc;n t&aacute;n khi chiếu xa, l&agrave;m tăng sai số (c&oacute; thể 5&ndash;10 mm), g&acirc;y kh&oacute; khăn trong kiểm so&aacute;t chất lượng v&agrave; nghiệm thu.<br />
<br />
M&aacute;y thủy b&igrave;nh quang học, với nguy&ecirc;n l&yacute; tia ngắm nằm ngang v&agrave; độ ph&oacute;ng đại ống k&iacute;nh, cho kết quả ổn định v&agrave; tin cậy hơn tr&ecirc;n diện t&iacute;ch s&agrave;n lớn.<br />
&nbsp;</span></span><br />
<p style="text-align: center;">
	<img alt="" src="/admin/webroot/upload/image/images/nhà xưởng(1).jpg" style="width: 512px; height: 302px;" /></p>
<h2>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">2. Ưu điểm của m&aacute;y thủy b&igrave;nh trong kiểm tra cao độ s&agrave;n</span></span></h2>
<br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Độ ch&iacute;nh x&aacute;c cao: sai số khoảng 1&ndash;2 mm/1 km đo kh&eacute;p</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hoạt động ổn định trong nhiều điều kiện &aacute;nh s&aacute;ng</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đọc số trực tiếp tr&ecirc;n mia, hạn chế sai số chủ quan</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Ph&ugrave; hợp đo li&ecirc;n tục nhiều điểm tr&ecirc;n mặt s&agrave;n nh&agrave; xưởng</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Nhờ c&aacute;c ưu điểm n&agrave;y, m&aacute;y thủy b&igrave;nh vẫn l&agrave; thiết bị ti&ecirc;u chuẩn trong kiểm tra cao độ s&agrave;n c&ocirc;ng nghiệp.<br />
&nbsp;</span></span><br />
<h2>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">3. Ti&ecirc;u ch&iacute; lựa chọn m&aacute;y thủy b&igrave;nh đo s&agrave;n nh&agrave; xưởng</span></span></h2>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Để đảm bảo sai số đo trong giới hạn cho ph&eacute;p (&plusmn;2 mm), m&aacute;y thủy b&igrave;nh n&ecirc;n đ&aacute;p ứng c&aacute;c y&ecirc;u cầu sau:</span></span><br />
<br />
<h3>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">3.1 Độ ph&oacute;ng đại ống k&iacute;nh</span></span></h3>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">- Khuyến nghị từ 24X &ndash; 32X.</span></span><br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">- Đọc mia r&otilde; ở khoảng c&aacute;ch 50&ndash;80 m.</span></span>
<h3>
	<br />
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">3.2 Độ ch&iacute;nh x&aacute;c</span></span></h3>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Sai số đo kh&eacute;p tuyến &le; 2.0 mm/1 km</span></span>
<h3>
	<br />
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">3.3 Hệ thống c&acirc;n bằng</span></span></h3>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">- N&ecirc;n sử dụng con lắc từ t&iacute;nh (Magnetic Damping)</span></span><br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">- Gi&uacute;p tia ngắm ổn định nhanh trong m&ocirc;i trường rung động</span></span>
<h3>
	<br />
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">3.4 Ti&ecirc;u chuẩn bảo vệ</span></span></h3>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">- Tối thiểu IP54, ưu ti&ecirc;n IP66</span></span><br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">- Ph&ugrave; hợp m&ocirc;i trường nhiều bụi xi măng v&agrave; nước bắn</span></span><br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">&nbsp;</span></span>
<h2>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">4. C&aacute;c m&aacute;y thủy b&igrave;nh được tin d&ugrave;ng khi kiểm tra cao độ s&agrave;n nh&agrave; xưởng</span></span></h2>
<br />
<h3>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">4.1 M&aacute;y thủy b&igrave;nh Sokkia B40A</span></span></h3>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Sokkia B40A l&agrave; d&ograve;ng m&aacute;y được sử dụng phổ biến trong đo s&agrave;n nh&agrave; xưởng.<br />
Ưu điểm nổi bật:</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Chuẩn chống bụi &ndash; nước IP66, chịu được mưa r&agrave;o</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Con lắc từ t&iacute;nh gi&uacute;p b&ugrave; nghi&ecirc;ng nhanh, chống rung tốt</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Độ ph&oacute;ng đại 24X, đọc mia r&otilde; ở khoảng c&aacute;ch 40&ndash;50 m</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Ph&ugrave; hợp cho thi c&ocirc;ng s&agrave;n nh&agrave; xưởng, nh&agrave; kho v&agrave; khu c&ocirc;ng nghiệp quy m&ocirc; vừa &ndash; lớn.<br />
&nbsp;</span></span>
<p style="text-align: center;">
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/B40A.jpg" style="width: 450px; height: 377px;" /></span></span></p>
<h3>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">4.2 M&aacute;y thủy b&igrave;nh Nikon AC-2S</span></span></h3>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Nikon AC-2S l&agrave; lựa chọn ph&ugrave; hợp khi l&agrave;m việc trong nh&agrave; xưởng thiếu &aacute;nh s&aacute;ng.<br />
Ưu điểm:</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Ống k&iacute;nh Nikon c&oacute; độ s&aacute;ng v&agrave; độ trong cao</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">H&igrave;nh ảnh mia sắc n&eacute;t, giảm mỏi mắt khi đo nhiều điểm</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Thiết kế gọn nhẹ, dễ di chuyển trong kh&ocirc;ng gian hẹp</span></span></li>
</ul>
<p style="text-align: center;">
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">&nbsp;<img alt="" src="/admin/webroot/upload/image/images/Nikon AC2S.jpg" style="width: 450px; height: 377px;" /></span></span></p>
<h3>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">4.3 M&aacute;y thủy b&igrave;nh Leica NA300 series ( NA320/NA324)</span></span></h3>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">D&ograve;ng m&aacute;y d&agrave;nh cho c&aacute;c c&ocirc;ng tr&igrave;nh y&ecirc;u cầu độ ch&iacute;nh x&aacute;c cao.<br />
<br />
Đặc điểm nổi bật:</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Sai số &lt; 1.5 mm/1 km</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Độ bền cơ học cao, chịu va đập tốt</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hoạt động ổn định l&acirc;u d&agrave;i, &iacute;t phải hiệu chỉnh</span></span></li>
</ul>
<p style="text-align: center;">
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Ph&ugrave; hợp cho nh&agrave; m&aacute;y c&ocirc;ng nghệ cao, ph&ograve;ng sạch, khu sản xuất ch&iacute;nh x&aacute;c.<br />
	<br />
	<img alt="" src="/admin/webroot/upload/image/images/476249529_986351956959976_7286419762816488861_n.jpg" style="width: 450px; height: 377px;" /></span></span></p>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">&nbsp;</span></span><br />
<h3>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">4.4 Leica LS15 Digital Level &ndash; M&aacute;y thủy b&igrave;nh điện tử cao cấp</span></span></h3>
<br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Độ ch&iacute;nh x&aacute;c: ~&plusmn;0.2 mm/1 km (với mia invar)</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">T&iacute;nh năng nổi bật:</span></span>
		<ul>
			<li>
				<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tự động lấy n&eacute;t v&agrave; kiểm tra độ nghi&ecirc;ng</span></span></li>
			<li>
				<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">M&agrave;n h&igrave;nh m&agrave;u cảm ứng, giảm sai s&oacute;t do đọc thủ c&ocirc;ng</span></span></li>
			<li>
				<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Bluetooth &amp; USB truyền dữ liệu</span></span></li>
			<li>
				<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Bộ nhớ lưu đến ~30.000 trị đo</span></span></li>
		</ul>
	</li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Độ ph&oacute;ng đại: 32&times;, phạm vi đo l&ecirc;n đến ~110 m</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Ph&ugrave; hợp c&aacute;c dự &aacute;n s&agrave;n c&ocirc;ng nghiệp quan trọng, lưới cao độ ch&iacute;nh x&aacute;c cao, đo kh&eacute;p tuyến.</span></span><br />
<p style="text-align: center;">
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/LS15.jpg" style="width: 450px; height: 396px;" /></span></span></p>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">&nbsp;</span></span><br />
<h3>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">4.5 Trimble DiNi Digital Level Series (Dini-03 / Dini-07)</span></span></h3>
<br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Độ ch&iacute;nh x&aacute;c: t&ugrave;y chọn đến ~0.3 mm/1 km</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Ti&ecirc;u chuẩn bảo vệ: IP55</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Ưu điểm:</span></span>
		<ul>
			<li>
				<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Giao diện trực quan, dễ thao t&aacute;c</span></span></li>
			<li>
				<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Truyền dữ liệu nhanh qua USB</span></span></li>
			<li>
				<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Ph&ugrave; hợp đo lặp nhiều, quan trắc v&agrave; b&aacute;o c&aacute;o số liệu chi tiết</span></span></li>
		</ul>
	</li>
</ul>
<p style="text-align: center;">
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">&nbsp;<img alt="" src="/admin/webroot/upload/image/images/Trimble Dini.jpg" style="width: 450px; height: 450px;" /></span></span></p>
<h2>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">5. Quy tr&igrave;nh kiểm tra cao độ s&agrave;n nh&agrave; xưởng bằng m&aacute;y thủy b&igrave;nh</span></span></h2>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><u><strong>Bước 1</strong></u>: Chia lưới &ocirc; vu&ocirc;ng (Grid Method)</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Chia s&agrave;n th&agrave;nh c&aacute;c &ocirc; 3&times;3 m hoặc 5&times;5 m</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">C&aacute;c giao điểm l&agrave; vị tr&iacute; đặt mia</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong><u>Bước 2</u></strong>: Dẫn mốc cao độ chuẩn</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Thiết lập Benchmark (H₀) ổn định b&ecirc;n ngo&agrave;i khu vực thi c&ocirc;ng</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">L&agrave;m cơ sở so s&aacute;nh cho to&agrave;n bộ số liệu</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong><u>Bước 3</u></strong>: Đo đạc thực địa</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đặt m&aacute;y ở vị tr&iacute; trung t&acirc;m, nền cứng</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">C&acirc;n bằng m&aacute;y ch&iacute;nh x&aacute;c</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đọc BS &rarr; x&aacute;c định HI</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đọc FS tại c&aacute;c n&uacute;t lưới</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><u><strong>Bước 4</strong></u>: Xử l&yacute; v&agrave; đ&aacute;nh gi&aacute; số liệu<br />
&Delta;H = Số đọc thực tế &ndash; Số đọc thiết kế</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">&Delta;H &gt; 0 &rarr; S&agrave;n thấp (l&otilde;m)</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">&Delta;H &lt; 0 &rarr; S&agrave;n cao (lồi)</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">&nbsp;<br />
!!! Lưu &yacute; quan trọng khi kiểm tra cao độ s&agrave;n nh&agrave; xưởng:</span></span><br />
<br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Mốc chuẩn phải ổn định &ndash; quyết định độ tin cậy to&agrave;n bộ ph&eacute;p đo</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Khoảng c&aacute;ch ngắm &le; 40 m để kiểm so&aacute;t sai số</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kiểm tra m&aacute;y trước khi đo: mực nước, ống k&iacute;nh, ch&acirc;n m&aacute;y</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">&nbsp;<br />
&gt;&gt;&gt; Kiểm tra cao độ s&agrave;n nh&agrave; xưởng bằng m&aacute;y thủy b&igrave;nh l&agrave; c&ocirc;ng t&aacute;c kh&ocirc;ng thể thiếu nhằm đảm bảo chất lượng thi c&ocirc;ng, độ phẳng s&agrave;n v&agrave; an to&agrave;n vận h&agrave;nh l&acirc;u d&agrave;i.&nbsp;Việc lựa chọn đ&uacute;ng thiết bị v&agrave; tu&acirc;n thủ quy tr&igrave;nh đo chuẩn sẽ gi&uacute;p kỹ sư v&agrave; nh&agrave; thầu thu được kết quả ch&iacute;nh x&aacute;c &ndash; đ&aacute;ng tin cậy &ndash; dễ nghiệm thu cho mọi dự &aacute;n x&acirc;y dựng c&ocirc;ng nghiệp.</span></span><br />
<h2>
	<br />
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">6. FAQ &ndash; Hỏi đ&aacute;p</span></span></h2>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">- Kiểm tra cao độ s&agrave;n nh&agrave; xưởng n&ecirc;n sử dụng thiết bị n&agrave;o?<br />
<em>M&aacute;y thủy b&igrave;nh quang học l&agrave; lựa chọn ph&ugrave; hợp nhờ độ ch&iacute;nh x&aacute;c cao v&agrave; ổn định tr&ecirc;n diện t&iacute;ch lớn.<br />
&nbsp;</em><br />
- M&aacute;y laser c&acirc;n mực c&oacute; thể thay thế m&aacute;y thủy b&igrave;nh kh&ocirc;ng?<br />
<em>Kh&ocirc;ng. M&aacute;y laser chỉ ph&ugrave; hợp cho phạm vi nhỏ, kh&ocirc;ng đ&aacute;p ứng độ ch&iacute;nh x&aacute;c khi kiểm tra s&agrave;n nh&agrave; xưởng diện t&iacute;ch lớn.</em><br />
&nbsp;<br />
- Sai số cho ph&eacute;p khi kiểm tra cao độ s&agrave;n l&agrave; bao nhi&ecirc;u?<br />
Th&ocirc;ng thường y&ecirc;u cầu sai số trong khoảng &plusmn;2 mm, t&ugrave;y ti&ecirc;u chuẩn thiết kế v&agrave; y&ecirc;u cầu của chủ đầu tư.<br />
&nbsp;<br />
- Khoảng c&aacute;ch đo tối đa từ m&aacute;y thủy b&igrave;nh đến mia l&agrave; bao nhi&ecirc;u?<br />
<em>Khuyến nghị kh&ocirc;ng vượt qu&aacute; 40 m để đảm bảo kiểm so&aacute;t sai số.</em><br />
&nbsp;<br />
- C&oacute; cần kiểm tra cao độ s&agrave;n trước khi ho&agrave;n thiện kh&ocirc;ng?<br />
<em>C&oacute;. Việc kiểm tra sớm gi&uacute;p xử l&yacute; sai lệch trước khi ho&agrave;n thiện, giảm rủi ro v&agrave; chi ph&iacute; sửa chữa.</em></span></span><br />
<p style="text-align: center;">
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/Máy thủy bình 2.jpg" style="width: 800px; height: 419px;" /></span></span></p>
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			'id' => '797',
			'name' => 'Máy toàn đạc Leica: chọn FlexLine, TS, Nova hay MS?',
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			'shortdes' => '<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Với dải sản phẩm trải rộng từ FlexLine &rarr; TS &rarr; Nova &rarr; MS (MultiStation), Leica Geosystems mang đến nhiều lựa chọn, nhưng cũng khiến kh&ocirc;ng &iacute;t anh em băn khoăn: <em>c&ocirc;ng tr&igrave;nh của m&igrave;nh n&ecirc;n d&ugrave;ng d&ograve;ng n&agrave;o l&agrave; hợp l&yacute; nhất?</em></span></span>',
			'content' => '<em><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trong trắc địa &ndash; x&acirc;y dựng hiện nay, việc lựa chọn m&aacute;y to&agrave;n đạc điện tử Leica ph&ugrave; hợp với từng loại c&ocirc;ng tr&igrave;nh đ&oacute;ng vai tr&ograve; then chốt, ảnh hưởng trực tiếp đến độ ch&iacute;nh x&aacute;c, hiệu suất thi c&ocirc;ng v&agrave; chi ph&iacute; đầu tư.<br />
<br />
Với dải sản phẩm trải rộng từ FlexLine &rarr; TS &rarr; Nova &rarr; MS (MultiStation), Leica Geosystems mang đến nhiều lựa chọn, nhưng cũng khiến kh&ocirc;ng &iacute;t anh em băn khoăn: c&ocirc;ng tr&igrave;nh của m&igrave;nh n&ecirc;n d&ugrave;ng d&ograve;ng n&agrave;o l&agrave; hợp l&yacute; nhất?<br />
<br />
B&agrave;i viết dưới đ&acirc;y sẽ gi&uacute;p bạn so s&aacute;nh r&otilde; ưu &ndash; nhược điểm từng d&ograve;ng m&aacute;y to&agrave;n đạc Leica, đồng thời gợi &yacute; chọn m&aacute;y đ&uacute;ng nhu cầu thực tế tại Việt Nam.</span></span></em><br />
<h2>
	<br />
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">1. M&aacute;y to&agrave;n đạc Leica FlexLine (TS03, TS07, TS10&hellip;)</span></span></h2>
<br />
<strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Ưu điểm:</span></span></strong><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Cấu h&igrave;nh đơn giản, dễ sử dụng, ph&ugrave; hợp nhiều đối tượng.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Chi ph&iacute; đầu tư thấp hơnso với c&aacute;c d&ograve;ng tự động/robot.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đ&aacute;p ứng tốt c&aacute;c c&ocirc;ng việc khảo s&aacute;t &ndash; trắc địa cơ bản.</span></span></li>
</ul>
<strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hạn chế:</span></span></strong><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Phần lớn thao t&aacute;c thủ c&ocirc;ng.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kh&ocirc;ng c&oacute; motor, ATR, tự động kh&oacute;a prism.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hiệu suất đo v&agrave; tốc độ l&agrave;m việc thấp hơn d&ograve;ng TS v&agrave; Nova.</span></span></li>
</ul>
<strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Ph&ugrave; hợp:</span></span></strong><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đo đạc địa ch&iacute;nh, lập bản đồ nền.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">C&ocirc;ng t&aacute;c đo nhỏ lẻ, khối lượng kh&ocirc;ng lớn.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đơn vị cần m&aacute;y to&agrave;n đạc Leica bền &ndash; ổn định &ndash; dễ d&ugrave;ng.</span></span></li>
</ul>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">&gt; Nếu chỉ cần đo khảo s&aacute;t cơ bản, Leica FlexLine l&agrave; lựa chọn kinh tế v&agrave; đủ d&ugrave;ng.<br />
&nbsp;</span></span>
<h2>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">2. M&aacute;y to&agrave;n đạc Leica TS (TS13, TS20&hellip;)</span></span></h2>
<br />
<strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Ưu điểm:</span></span></strong><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Mức độ tự động h&oacute;a cao, c&oacute; phi&ecirc;n bản robot.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Độ ch&iacute;nh x&aacute;c g&oacute;c v&agrave; EDM ổn định, ph&ugrave; hợp thi c&ocirc;ng.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hỗ trợ phần mềm Captivate, dễ t&iacute;ch hợp GNSS/RTK.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Giảm thao t&aacute;c thủ c&ocirc;ng, tăng tốc độ bố tr&iacute; v&agrave; đo kiểm.</span></span></li>
</ul>
<strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hạn chế:</span></span></strong><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Gi&aacute; cao hơnd&ograve;ng FlexLine.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Với model cao cấp (TS20) cần t&iacute;nh th&ecirc;m phụ kiện robot (prism, tripod, pin, tay cầm).</span></span></li>
</ul>
<strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Ph&ugrave; hợp:</span></span></strong><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">X&acirc;y dựng d&acirc;n dụng, c&ocirc;ng tr&igrave;nh nhỏ v&agrave; vừa.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">C&ocirc;ng t&aacute;c bố tr&iacute; c&ocirc;ng tr&igrave;nh, đo kiểm h&igrave;nh học.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Khi cần độ ch&iacute;nh x&aacute;c v&agrave; hiệu suất cao hơn FlexLine.</span></span></li>
</ul>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">&gt; D&ograve;ng TS l&agrave; lựa chọn c&acirc;n bằng giữa độ ch&iacute;nh x&aacute;c &ndash; tiện lợi &ndash; chi ph&iacute;.<br />
&nbsp;</span></span>
<h2>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">3. M&aacute;y to&agrave;n đạc Leica Nova (TS60, TM60&hellip;)</span></span></h2>
<br />
<strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Ưu điểm:</span></span></strong><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">C&ocirc;ng nghệ robot hiện đại, động cơ ch&iacute;nh x&aacute;c cao.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tự động kh&oacute;a mục ti&ecirc;u, đo nhanh, ổn định.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Nhiều t&iacute;nh năng n&acirc;ng cao:</span></span>
		<ul>
			<li>
				<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Multi-target</span></span></li>
			<li>
				<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đo khoảng c&aacute;ch d&agrave;i</span></span></li>
			<li>
				<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">T&iacute;ch hợp GNSS / Sensor / Monitoring</span></span></li>
		</ul>
	</li>
</ul>
<strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hạn chế:</span></span></strong><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Chi ph&iacute; đầu tư cao, y&ecirc;u cầu người vận h&agrave;nh c&oacute; chuy&ecirc;n m&ocirc;n tốt.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Chi ph&iacute; vận h&agrave;nh (pin, phụ kiện, bảo tr&igrave;) lớn hơn c&aacute;c d&ograve;ng thấp.</span></span></li>
</ul>
<strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Ph&ugrave; hợp:</span></span></strong><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">C&ocirc;ng tr&igrave;nh lớn: cầu, đường, hầm, metro.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Dự &aacute;n hạ tầng quy m&ocirc; lớn, y&ecirc;u cầu độ tin cậy cao.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Quan trắc biến dạng, đo lặp ch&iacute;nh x&aacute;c d&agrave;i hạn.</span></span></li>
</ul>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">&gt; Với dự &aacute;n quy m&ocirc; lớn, Leica Nova l&agrave; &ldquo;xương sống&rdquo; về độ ch&iacute;nh x&aacute;c v&agrave; tự động h&oacute;a.<br />
&nbsp;</span></span>
<h2>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">4. M&aacute;y to&agrave;n đạc Leica MS &ndash; MultiStation (MS60)</span></span></h2>
<br />
<strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Ưu điểm:</span></span></strong><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kết hợp to&agrave;n đạc + qu&eacute;t 3D + GNSS trong một thiết bị.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Thu thập dữ liệu 3D d&agrave;y, nhanh, giảm nh&acirc;n lực.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Rất mạnh cho khảo s&aacute;t hiện trạng v&agrave; địa h&igrave;nh phức tạp.</span></span></li>
</ul>
<strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hạn chế:</span></span></strong><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Gi&aacute; rất cao.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Dữ liệu hậu xử l&yacute; phức tạp, cần kỹ năng chuy&ecirc;n s&acirc;u.</span></span></li>
</ul>
<strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Ph&ugrave; hợp:</span></span></strong><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Dự &aacute;n cần dữ liệu 3D chi tiết.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Quy hoạch, khảo s&aacute;t hạ tầng phức tạp.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">C&ocirc;ng t&aacute;c đo đạc + bản đồ + m&ocirc; h&igrave;nh số trong một workflow.</span></span></li>
</ul>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">&gt; MS l&agrave; giải ph&aacute;p cao cấp nhất cho b&agrave;i to&aacute;n 3D v&agrave; dữ liệu lớn.<br />
&nbsp;</span></span><br />
<h2>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">5. Gợi &yacute; chọn m&aacute;y to&agrave;n đạc điện tử Leica theo nhu cầu</span></span></h2>
<br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Khảo s&aacute;t đất đai, địa ch&iacute;nh, bản đồ nền &rarr; <em>Leica FlexLine</em> hoặc <em>TS (model cơ bản).</em></span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">X&acirc;y dựng d&acirc;n dụng, c&ocirc;ng tr&igrave;nh nhỏ &amp; vừa, bố tr&iacute; thiết kế &rarr; <em>Leica TS</em> hoặc <em>Nova</em> (t&ugrave;y y&ecirc;u cầu độ ch&iacute;nh x&aacute;c).</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">C&ocirc;ng tr&igrave;nh giao th&ocirc;ng, cầu hầm, hạ tầng phức tạp &rarr; <em>Leica Nova</em> hoặc <em>MS (MultiStation / Robot).</em></span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Khảo s&aacute;t địa h&igrave;nh phức tạp, cần dữ liệu 3D, đo nhanh nhiều điểm &rarr; <em>Leica MS &ndash; MultiStation.</em></span></span></li>
</ul>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>BẢNG SO S&Aacute;NH TH&Ocirc;NG SỐ LEICA FLEXLINE &ndash; TS &ndash; NOVA</strong></span></span><br />
<br />
<table border="0" cellpadding="0" cellspacing="3" style="width: 100%">
	<thead>
		<tr>
			<th style="text-align: left;">
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Ti&ecirc;u ch&iacute;</strong></span></span></th>
			<th style="text-align: left;">
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>TS03</strong></span></span></th>
			<th style="text-align: left;">
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>TS07</strong></span></span></th>
			<th style="text-align: left;">
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>TS10</strong></span></span></th>
			<th style="text-align: left;">
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>TS13</strong></span></span></th>
			<th style="text-align: left;">
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>TS20</strong></span></span></th>
			<th style="text-align: left;">
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Nova TM60</strong></span></span></th>
			<th style="text-align: left;">
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Nova TS60</strong></span></span></th>
			<th style="text-align: left;">
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Nova MS60</strong></span></span></th>
		</tr>
	</thead>
	<tbody>
		<tr>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Độ ch&iacute;nh x&aacute;c g&oacute;c</strong></span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">2&Prime;, 3&Prime;, 5&Prime;</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">1&Prime;, 2&Prime;, 3&Prime;, 5&Prime;</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">1&Prime;, 2&Prime;, 3&Prime;, 5&Prime;</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">1&Prime;, 2&Prime;, 3&Prime;, 5&Prime;</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">1&Prime;, 2&Prime;, 3&Prime;, 5&Prime;</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">0.5&Prime;, 1&Prime;</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">0.5&Prime;</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">1&Prime;</span></span></td>
		</tr>
		<tr>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Tầm đo lăng k&iacute;nh</strong></span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">0.9&ndash;3,500 m</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">0.9&ndash;3,500 m</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">0.9&ndash;3,500 m</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">0&ndash;3,500 m</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">0.8&ndash;10,000 m</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">0.9&ndash;3,500 m</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">0.9&ndash;3,500 m</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">1.5&ndash;10,000 m</span></span></td>
		</tr>
		<tr>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Độ ch&iacute;nh x&aacute;c đo gương</strong></span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">1 mm+1.5ppm</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">1 mm+1.5ppm</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">1 mm+1.5ppm</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">1 mm+1.5 ppm</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>1 mm+1 ppm</strong></span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">1 mm+1.5 ppm</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>0.6 mm+1ppm</strong></span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">1 mm+1.5ppm</span></span></td>
		</tr>
		<tr>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Tầm đo kh&ocirc;ng gương</strong></span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">500&ndash;5,000 m</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">500&ndash;5,000 m</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">500&ndash;5,000 m</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">500&ndash;5,000 m</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">800 m (R800) / 1,600 m (R1600)</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">500&ndash;5,000 m</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">500&ndash;5,000 m</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">2,000 m</span></span></td>
		</tr>
		<tr>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Độ ch&iacute;nh x&aacute;c kh&ocirc;ng gương</strong></span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">2 mm 2 ppm</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">2 mm+2 ppm</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">2 mm+2 ppm</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">2 mm+2 ppm</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">2 mm+2 ppm</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">2 mm+2 ppm</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">2 mm+2 ppm</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">2 mm+2 ppm</span></span></td>
		</tr>
		<tr>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>M&agrave;n h&igrave;nh</strong></span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">3.5&Prime; đơn sắc</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">3.5&Prime; m&agrave;u</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">5&Prime; WVGA</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">5&Prime; WVGA (tuỳ chọn)</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">5&Prime; WVGA cảm ứng</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">5&Prime; WVGA cảm ứng</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">5&Prime; WVGA cảm ứng</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">5&Prime; WVGA cảm ứng</span></span></td>
		</tr>
		<tr>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Kết nối c&oacute; d&acirc;y</strong></span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">RS232 / SD / USB</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">RS232 / SD / USB</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">RS232 / SD / USB</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">RS232 / SD / USB</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">Ethernet / USB-C</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">RS232 / SD / USB</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">RS232 / SD / USB</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">RS232 / SD / USB</span></span></td>
		</tr>
		<tr>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Bluetooth / WLAN</strong></span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔(tay cầm radio)</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔(tay cầm radio)</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔(tay cầm radio)</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔(tay cầm radio)</span></span></td>
		</tr>
		<tr>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Dữ liệu di động (4G)</strong></span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td>
		</tr>
		<tr>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>AutoHeight</strong></span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
		</tr>
		<tr>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Camera tổng quan</strong></span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
		</tr>
		<tr>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Camera k&iacute;nh ngắm</strong></span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
		</tr>
		<tr>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>SmartStation GNSS</strong></span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
		</tr>
		<tr>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Ti&ecirc;u ch&iacute;</strong></span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">TS03</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">TS07</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">TS10</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">TS13</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">TS20</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">Nova TM60</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">Nova TS60</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">Nova MS60</span></span></td>
		</tr>
		<tr>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Độ ch&iacute;nh x&aacute;c g&oacute;c</strong></span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">2&Prime;, 3&Prime;, 5&Prime;</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">1&Prime;, 2&Prime;, 3&Prime;, 5&Prime;</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">1&Prime;, 2&Prime;, 3&Prime;, 5&Prime;</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">1&Prime;, 2&Prime;, 3&Prime;, 5&Prime;</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">1&Prime;, 2&Prime;, 3&Prime;, 5&Prime;</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">0.5&Prime;, 1&Prime;</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">0.5&Prime;</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">1&Prime;</span></span></td>
		</tr>
		<tr>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Tầm đo lăng k&iacute;nh</strong></span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">0.9&ndash;3,500 m</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">0.9&ndash;3,500 m</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">0.9&ndash;3,500 m</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">0&ndash;3,500 m</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">0.8&ndash;10,000 m</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">0.9&ndash;3,500 m</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">0.9&ndash;3,500 m</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">1.5&ndash;10,000 m</span></span></td>
		</tr>
		<tr>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Độ ch&iacute;nh x&aacute;c đo gương</strong></span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">1 mm + 1.5 ppm</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">1 mm + 1.5 ppm</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">1 mm + 1.5 ppm</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">1 mm + 1.5 ppm</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">1 mm + 1 ppm</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">1 mm + 1.5 ppm</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">0.6 mm + 1 ppm</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">1 mm + 1.5 ppm</span></span></td>
		</tr>
		<tr>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Tầm đo kh&ocirc;ng gương</strong></span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">500&ndash;5,000 m</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">500&ndash;5,000 m</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">500&ndash;5,000 m</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">500&ndash;5,000 m</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">800 m (R800) / 1,600 m (R1600)</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">500&ndash;5,000 m</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">500&ndash;5,000 m</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">2,000 m</span></span></td>
		</tr>
		<tr>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Độ ch&iacute;nh x&aacute;c kh&ocirc;ng gương</strong></span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">2 mm + 2 ppm</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">2 mm + 2 ppm</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">2 mm + 2 ppm</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">2 mm + 2 ppm</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">2 mm + 2 ppm</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">2 mm + 2 ppm</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">2 mm + 2 ppm</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">2 mm + 2 ppm</span></span></td>
		</tr>
		<tr>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>M&agrave;n h&igrave;nh</strong></span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">3.5&Prime; đơn sắc</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">3.5&Prime; m&agrave;u</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">5&Prime; WVGA</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">5&Prime; WVGA (tuỳchọn)</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">5&Prime; WVGA cảm ứng</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">5&Prime; WVGA cảm ứng</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">5&Prime; WVGA cảm ứng</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">5&Prime; WVGA cảm ứng</span></span></td>
		</tr>
		<tr>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Kết nối c&oacute; d&acirc;y</strong></span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">RS232 / SD / USB</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">RS232 / SD / USB</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">RS232 / SD / USB</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">RS232 / SD / USB</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">Ethernet / USB-C</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">RS232 / SD / USB</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">RS232 / SD / USB</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">RS232 / SD / USB</span></span></td>
		</tr>
		<tr>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Bluetooth / WLAN</strong></span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔ (tay cầm radio)</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔ (tay cầm radio)</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔ (tay cầm radio)</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔ (tay cầm radio)</span></span></td>
		</tr>
		<tr>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Dữ liệu di động (4G)</strong></span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td>
		</tr>
		<tr>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>AutoHeight</strong></span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
		</tr>
		<tr>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Camera tổng quan</strong></span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
		</tr>
		<tr>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Camera k&iacute;nh ngắm</strong></span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
		</tr>
		<tr>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>SmartStation GNSS</strong></span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
		</tr>
		<tr>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Động cơ (Robot)</strong></span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">DC Motor</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">Brushless Direct Drives</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">Piezo drives</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">Piezo drives</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">Piezo drives</span></span></td>
		</tr>
		<tr>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>ATR / Tracking</strong></span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔ (R1000)</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">AI-powered ATR</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
		</tr>
		<tr>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Prism Fast Search</strong></span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
		</tr>
		<tr>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Scanning 3D</strong></span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔ (30,000 pts/s)</span></span></td>
		</tr>
		<tr>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Điều khiển từ xa</strong></span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
		</tr>
		<tr>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Hỗ trợ AP20</strong></span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">AP20 ID</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">AP20 ID + AutoPole</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
		</tr>
		<tr>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Hệ điều h&agrave;nh</strong></span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">FlexField</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">FlexField</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">FlexField</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">Captivate</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">Captivate (Loc8 / GeoCloud Protect)</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">Captivate</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">Captivate</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">Captivate</span></span></td>
		</tr>
		<tr>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Thời lượng pin</strong></span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">~30 h</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">~30 h</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">~30 h</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">8&ndash;19 h</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">~5 h</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">~8 h</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">~9 h</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">~9 h</span></span></td>
		</tr>
		<tr>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Trọng lượng</strong></span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">4.3 kg</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">4.3 kg</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">4.4 kg</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">4.8 kg</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">5.0 kg</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">7.2 kg</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">7.3 kg</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">7.6 kg</span></span></td>
		</tr>
	</tbody>
</table>
<p>
	&nbsp;</p>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/so-sanh-may-toan-dac-dien-tu-leica-FlexLine-TS-Nova-MS.jpg" style="width: 800px; height: 463px;" /></span></span>
<h2>
	<br />
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">6. C&acirc;u hỏi thường gặp về m&aacute;y to&agrave;n đạc Leica (FAQ)</span></span></h2>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">6.1 M&aacute;y to&agrave;n đạc Leica FlexLine c&oacute; đủ d&ugrave;ng cho địa ch&iacute;nh kh&ocirc;ng?<br />
&rarr; C&oacute;. Với đo địa ch&iacute;nh v&agrave; bản đồ nền, FlexLine đ&aacute;p ứng tốt v&agrave; tiết kiệm chi ph&iacute;.<br />
<br />
6.2 Khi n&agrave;o n&ecirc;n chọn TS thay v&igrave; FlexLine?<br />
&rarr; Khi cần độ ch&iacute;nh x&aacute;c cao hơn, thao t&aacute;c nhanh hơn v&agrave; giảm nh&acirc;n lực.<br />
<br />
6.3 Leica Nova c&oacute; ph&ugrave; hợp c&ocirc;ng tr&igrave;nh d&acirc;n dụng kh&ocirc;ng?<br />
&rarr; Ph&ugrave; hợp nếu c&ocirc;ng tr&igrave;nh y&ecirc;u cầu độ ch&iacute;nh x&aacute;c rất cao hoặc quan trắc.<br />
<br />
6.4 MultiStation MS60 c&oacute; thay thế m&aacute;y qu&eacute;t laser kh&ocirc;ng?<br />
&rarr; MS60 kh&ocirc;ng thay thế ho&agrave;n to&agrave;n TLS chuy&ecirc;n dụng, nhưng rất hiệu quả cho khảo s&aacute;t 3D kết hợp đo to&agrave;n đạc.<br />
&nbsp;<br />
&gt;&gt;&gt; <u><strong>Tổng kết:</strong></u></span></span><br />
<br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đo khảo s&aacute;t cơ bản&rarr; <em>FlexLine l&agrave; đủ.</em></span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">C&acirc;n bằng giữa ch&iacute;nh x&aacute;c &amp; tiện lợi&rarr; <em>TS l&agrave; lựa chọn hợp l&yacute;.</em></span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">C&ocirc;ng tr&igrave;nh lớn, y&ecirc;u cầu cao&rarr; <em>Nova hoặc MS.</em></span></span></li>
</ul>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Li&ecirc;n hệ <a href="https://tracdiathanhdat.vn/"><strong>Trắc Địa Th&agrave;nh Đạt </strong></a>để được tư vấn chọn m&aacute;y to&agrave;n đạc Leica ph&ugrave; hợp đ&uacute;ng c&ocirc;ng tr&igrave;nh &ndash; đ&uacute;ng ng&acirc;n s&aacute;ch &ndash; đ&uacute;ng nhu cầu thực tế tại Việt Nam!<br />
&nbsp;</span></span>',
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			'shortdes' => '<span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">Cập nhật firmware RTK qua Web UI &ndash; Hướng dẫn chi tiết &amp; lưu &yacute; kỹ thuật</span><br />
',
			'content' => '<em><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trong qu&aacute; tr&igrave;nh sử dụng m&aacute;y GNSS RTK, việc cập nhật firmware bộ thu GNSS đ&oacute;ng vai tr&ograve; đặc biệt quan trọng nhằm:</span></span></em><br />
<ul>
	<li>
		<em><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tối ưu khả năng FIX v&agrave; độ ổn định khi đo RTK</span></span></em></li>
	<li>
		<em><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Khắc phục c&aacute;c lỗi tồn tại trong firmware cũ</span></span></em></li>
	<li>
		<em><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Bổ sung hoặc cải thiện c&aacute;c t&iacute;nh năng mới như IMU, radio, AR, giao tiếp dữ liệu&hellip;</span></span></em></li>
</ul>
<br />
<em><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tuy nhi&ecirc;n, cập nhật firmware KH&Ocirc;NG phải l&agrave; cập nhật ứng dụng Android (APK), m&agrave; l&agrave; n&acirc;ng cấp hệ thống điều khiển l&otilde;i của bộ thu GNSS, t&aacute;c động trực tiếp đến khả năng định vị v&agrave; hoạt động RTK. Nếu thực hiện kh&ocirc;ng đ&uacute;ng quy tr&igrave;nh hoặc sử dụng firmware kh&ocirc;ng ph&ugrave; hợp, thiết bị c&oacute; thể ph&aacute;t sinh c&aacute;c lỗi nghi&ecirc;m trọng như mất FIX, treo hệ thống, kh&ocirc;ng khởi động hoặc kh&ocirc;ng thể kết nối RTK.<br />
<br />
Hiện nay, nhiều d&ograve;ng m&aacute;y RTK đ&atilde; hỗ trợ cập nhật firmware th&ocirc;ng qua Web UI &ndash; giao diện quản l&yacute; nội bộ cho ph&eacute;p truy cập trực tiếp bằng tr&igrave;nh duyệt web. Phần nội dung dưới đ&acirc;y tổng hợp c&aacute;ch c&aacute;c h&atilde;ng GNSS phổ biến triển khai Web UI, quy tr&igrave;nh cập nhật firmware, đồng thời hướng dẫn kết nối v&agrave; sử dụng Web UI một c&aacute;ch an to&agrave;n, đ&uacute;ng kỹ thuật.<br />
&nbsp;</span></span></em>
<h2>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">1. Web UI trong m&aacute;y RTK GNSS l&agrave; g&igrave;?</span></span></h2>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Web UI (Web-based User Interface) l&agrave; giao diện quản l&yacute; nội bộ của bộ thu RTK, cho ph&eacute;p người d&ugrave;ng:</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kết nối trực tiếp với thiết bị qua WiFi hoặc mạng LAN</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Truy cập bằng tr&igrave;nh duyệt web (Chrome, Edge, Safari&hellip;)</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Xem th&ocirc;ng tin thiết bị v&agrave; trạng th&aacute;i GNSS</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Cấu h&igrave;nh c&aacute;c tham số hệ thống</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Cập nhật firmware bộ thu GNSS</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tải dữ liệu đo, dữ liệu th&ocirc; v&agrave; nhật k&yacute; hệ thống</span></span></li>
</ul>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Web UI mang lại sự tiện lợi lớn trong m&ocirc;i trường hiện trường, tuy nhi&ecirc;n cũng tiềm ẩn rủi ro nếu người d&ugrave;ng kh&ocirc;ng hiểu r&otilde; c&aacute;ch triển khai Web UI của từng h&atilde;ng GNSS.<br />
&nbsp;</span></span>
<h2>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">2. Cập nhật Firmware RTK qua Web UI theo từng h&atilde;ng GNSS</span></span></h2>
<br />
<h3>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">2.1. eFix GNSS &ndash; Web UI trong hệ sinh th&aacute;i Android</span></span></h3>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Web UI của eFix GNSS cho ph&eacute;p:</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kiểm tra th&ocirc;ng tin thiết bị (model, serial, firmware)</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Theo d&otilde;i trạng th&aacute;i GNSS</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Thực hiện cập nhật firmware bộ thu</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">C&aacute;ch truy cập Web UI eFix</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kết nối WiFi do bộ thu eFix ph&aacute;t</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Mở tr&igrave;nh duyệt v&agrave; truy cập IP mặc định của thiết bị</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">LƯU &Yacute;: Firmware eFix phụ thuộc rất chặt v&agrave;o model v&agrave; đời mainboard. Việc c&agrave;i sai firmware c&oacute; thể khiến m&aacute;y kh&ocirc;ng boot được hoặc hoạt động kh&ocirc;ng ổn định.<br />
<em>(Nguồn tham khảo: eFix GNSS &ndash; Firmware &amp; User Guidance ch&iacute;nh h&atilde;ng).</em><br />
&nbsp;</span></span>
<h3>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">2.2. Meridian GNSS &ndash; Web UI trực quan với IP mặc định</span></span></h3>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Meridian GNSS t&iacute;ch hợp Web UI nội bộ cho ph&eacute;p:</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Xem th&ocirc;ng tin thiết bị v&agrave; trạng th&aacute;i GNSS</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Cấu h&igrave;nh c&aacute;c tham số cơ bản</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Cập nhật firmware trực tiếp qua Web UI</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">C&aacute;ch truy cập</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kết nối WiFi do bộ thu ph&aacute;t</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Mở tr&igrave;nh duyệt v&agrave; nhập:&nbsp;http://192.168.10.1</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">&gt; Khuyến nghị: Chỉ sử dụng firmware ch&iacute;nh h&atilde;ng từ nh&agrave; sản xuất hoặc đại l&yacute; ủy quyền để đảm bảo t&iacute;nh tương th&iacute;ch v&agrave; ổn định l&acirc;u d&agrave;i.<br />
&nbsp;</span></span>
<h3>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">2.3. eSurvey / SurPad &ndash; Cập nhật firmware qua Web UI</span></span></h3>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tr&ecirc;n c&aacute;c bộ thu RTK eSurvey, Web UI (kết hợp với hệ thống SurPad / E-Survey) cho ph&eacute;p:</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kiểm tra trạng th&aacute;i GNSS</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Thiết lập c&aacute;c tham số cơ bản</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Cập nhật firmware từ tab &ldquo;Management&rdquo;</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Người d&ugrave;ng truy cập Web UI bằng c&aacute;ch kết nối WiFi bộ thu v&agrave; mở tr&igrave;nh duyệt tương tự c&aacute;c h&atilde;ng kh&aacute;c.<br />
<em>(Nguồn tham khảo: Hướng dẫn sử dụng Web UI tr&ecirc;n m&aacute;y RTK eSurvey).</em><br />
&nbsp;</span></span>
<h3>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">2.4. GeoMate GNSS &ndash; Web UI c&oacute; nhưng cần thận trọng</span></span></h3>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Với GeoMate GNSS, Web UI chủ yếu d&ugrave;ng để:</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Quản l&yacute; thiết bị</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Cấu h&igrave;nh cơ bản hệ thống</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hiện c&aacute;c t&agrave;i liệu c&ocirc;ng bố chưa m&ocirc; tả chi tiết quy tr&igrave;nh cập nhật firmware trực tiếp qua Web UI.<br />
<br />
&gt; Khuyến nghị khi cập nhật firmware GeoMate:</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Chỉ tải firmware từ nguồn ch&iacute;nh h&atilde;ng</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kiểm tra ch&iacute;nh x&aacute;c model + phi&ecirc;n bản firmware hiện tại trước khi c&agrave;i đặt</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">&nbsp;</span></span>
<h3>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">2.5. Trimble &ndash; Web UI c&oacute; kiểm so&aacute;t chặt từ h&atilde;ng</span></span></h3>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trimble hỗ trợ cập nhật firmware GNSS qua Web UI ch&iacute;nh thức, với quy tr&igrave;nh r&otilde; r&agrave;ng:</span></span><br />
<ol>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Truy cập Web UI của bộ thu</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Chọn Firmware &rarr; Install New Firmware</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Chọn file firmware tải từ trang hỗ trợ Trimble</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">C&agrave;i đặt v&agrave; khởi động lại thiết bị</span></span></li>
</ol>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trimble kiểm so&aacute;t firmware theo model v&agrave; serial, gi&uacute;p giảm nguy cơ c&agrave;i sai.<br />
<em>(Nguồn tham khảo: Trimble Receiver Help Portal).</em><br />
&nbsp;</span></span>
<h3>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">2.6. Leica Geosystems &ndash; Hạn chế Web UI, ưu ti&ecirc;n quy tr&igrave;nh chuẩn</span></span></h3>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kh&aacute;c với nhiều h&atilde;ng kh&aacute;c, Leica Geosystems kh&ocirc;ng khuyến kh&iacute;ch cập nhật firmware trực tiếp qua Web UI. Thay v&agrave;o đ&oacute;:</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Firmware đi k&egrave;m Captivate Release Notes</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Cập nhật theo quy tr&igrave;nh ch&iacute;nh h&atilde;ng (qua thẻ SD hoặc bộ điều khiển)</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><em>Nguồn tham khảo: Leica Captivate Manual &amp; Release Notes.</em><br />
&nbsp;</span></span>
<h2>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">3. Kết nối m&aacute;y t&iacute;nh, điện thoại, m&aacute;y t&iacute;nh bảng với m&aacute;y RTK qua Web UI</span></span></h2>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hầu hết c&aacute;c bộ thu GNSS RTK hiện đại đều hoạt động như một điểm ph&aacute;t WiFi nội bộ (WiFi Hotspot). Người d&ugrave;ng c&oacute; thể kết nối bằng PC, điện thoại hoặc m&aacute;y t&iacute;nh bảng để truy cập Web UI m&agrave; kh&ocirc;ng cần c&agrave;i th&ecirc;m phần mềm.<br />
<br />
C&aacute;c bước truy cập Web UI (v&iacute; dụ tr&ecirc;n PC)</span></span><br />
<br />
<ol>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kết nối WiFi do bộ thu RTK ph&aacute;t:&nbsp;T&ecirc;n WiFi thường l&agrave; Serial Number (SN)</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Mở tr&igrave;nh duyệt web</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Nhập địa chỉ:&nbsp;http://192.168.10.1</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đăng nhập Web UI:&nbsp;Mật khẩu mặc định: password (c&oacute; thể thay đổi).</span></span></li>
</ol>
<h2>
	<br />
	<span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">4. C&aacute;c chức năng ch&iacute;nh trong Web UI của m&aacute;y RTK </span></h2>
<p>
	<em><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">(Dựa tr&ecirc;n&nbsp;</span><span style="font-size: 12px;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">giao diện Web UI d&ograve;ng m&aacute;y RTK của h&atilde;ng eSurvey v&agrave; c&aacute;c d&ograve;ng m&aacute;y tương tự</span></span>)</span></em></p>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">4.1 Tab Position &ndash; Định vị &amp; trạng th&aacute;i GNSS</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Chế độ l&agrave;m việc: Base / Rover / Static</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tọa độ (kinh, vĩ, cao độ)</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trạng th&aacute;i nghiệm: Fix / Float / Single</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Số vệ tinh theo d&otilde;i</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">PDOP, HDOP, TDOP, HRMS, VRMS</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Giờ địa phương &amp; m&uacute;i giờ</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Bắt đầu / dừng ghi dữ liệu đo tĩnh</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/tab-position1.jpg" style="width: 600px; height: 405px;" /></span></span><br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">4.2 Tab Data Link &ndash; Li&ecirc;n kết dữ liệu</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Bluetooth</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Radio</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Network / SIM</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/tab-position-1.jpg" style="width: 600px; height: 405px;" /><br />
4.3 Tab Satellites &ndash; Vệ tinh</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Quan s&aacute;t số vệ tinh</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Ph&acirc;n bố vệ tinh theo hệ</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Thiết lập g&oacute;c ngưỡng vệ tinh</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/tab-ve-tinh 3.jpg" style="width: 600px; height: 407px;" /><br />
4.4 Tab Information &ndash; Th&ocirc;ng tin thiết bị</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">GNSS receiver, anten</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Mainboard</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">UHF, Network module</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/tab-thong-tin 4.jpg" style="width: 600px; height: 404px;" /><br />
4.5 Tab Working Mode &ndash; Chế độ l&agrave;m việc</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Chọn Base / Rover / Static</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Phương thức kết nối tương ứng</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/tab-thiet-lap-che-do-lam-viec 5.jpg" style="width: 600px; height: 407px;" /><br />
4.6 Tab Satellite Settings &ndash; Thiết lập thu vệ tinh</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">GPS, GLONASS, BeiDou, Galileo, SBAS, QZSS</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">RTK timeout</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Chế độ FIX ch&iacute;nh x&aacute;c cao</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/tab-satellite-setting 6.jpg" style="width: 600px; height: 403px;" /><br />
4.7 Tab Device Configuration &ndash; Cấu h&igrave;nh thiết bị</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Time zone</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">IMU output</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Baud rate cổng serial</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">&Acirc;m thanh, cảnh b&aacute;o Base</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Bộ nhớ, debug</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tự động bật/tắt nguồn</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Chia sẻ Internet qua WiFi hotspot</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/tab-device-configuration 7.jpg" style="width: 600px; height: 403px;" /><br />
4.8 Tab NMEA Message &ndash; Dữ liệu NMEA</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Cấu h&igrave;nh NMEA qua Bluetooth / cổng 5-pin</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">GNSS PPP output</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Ghi NMEA</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/tab-nmea-message8.jpg" style="width: 600px; height: 403px;" /><br />
4.9 Tab View Log &ndash; Nhật k&yacute;</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Xem &amp; tải log ứng dụng, log hệ điều h&agrave;nh</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/tab-view-log 9.jpg" style="width: 600px; height: 403px;" /><br />
4.10 Tab Raw Data &ndash; Dữ liệu th&ocirc;</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tải raw GNSS</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Chuyển đổi RINEX</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tải nhiều file</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/tab-raw-data 10.jpg" style="width: 600px; height: 403px;" /><br />
4.11 Tab Backup Data &ndash; Sao lưu</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tải hoặc x&oacute;a dữ liệu điểm</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/tab-backup-data 11.jpg" style="width: 600px; height: 403px;" /><br />
4.12 Tab Management &ndash; Quản l&yacute; thiết bị</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">C&agrave;i đặt firmware mới</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đăng k&yacute; thiết bị / GNSS</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Thiết lập bảo mật</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Định dạng bộ nhớ</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tự kiểm tra</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kh&ocirc;i phục c&agrave;i đặt gốc</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Khởi động lại bộ thu</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">&nbsp;<img alt="" src="/admin/webroot/upload/image/images/tab-management 12.jpg" style="width: 600px; height: 403px;" /><br />
<br />
&gt;&gt;&gt; Việc cập nhật firmware th&ocirc;ng qua Web UI t&aacute;c động trực tiếp đến hệ thống l&otilde;i của bộ thu GNSS. Người d&ugrave;ng chỉ n&ecirc;n thực hiện khi đ&atilde; x&aacute;c định đ&uacute;ng model, đ&uacute;ng firmware v&agrave; đ&uacute;ng quy tr&igrave;nh của nh&agrave; sản xuất.<br />
Cập nhật firmware đ&uacute;ng c&aacute;ch &ndash; đ&uacute;ng nguồn &ndash; đ&uacute;ng thời điểm sẽ gi&uacute;p hệ thống RTK hoạt động ổn định, tối ưu khả năng FIX v&agrave; hạn chế tối đa rủi ro ngo&agrave;i thực tế.<br />
&nbsp;</span></span><br />
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			'title_seo' => 'tin tức trắc địa, cập nhật xu hướng đo đạc mới, công nghệ đo đạc, thiết bị đo đạc hiện đại, mẹo kỹ thuật trắc địa, sai số đo đạc, hệ tọa độ VN-2000, GNSS, RTK, GPS trắc địa, phần mềm trắc địa, phần mềm GIS, SurPad, LandStar, Magnet Field, Leica Captivate, Trimble Access',
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	(int) 7 => array(
		'Post' => array(
			'id' => '795',
			'name' => 'MÚI CHIẾU 3° VÀ 6° TRONG HỆ TỌA ĐỘ VN-2000',
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			'shortdes' => '<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">M&uacute;i chiếu 3&deg; v&agrave; 6&deg; trong hệ tọa độ VN-2000&nbsp;<br />
<em>(G&oacute;c nh&igrave;n theo Th&ocirc;ng tư 973/2001/TT-TCĐC)</em></span></span>',
			'content' => '<em><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trong lĩnh vực trắc địa, GIS v&agrave; x&acirc;y dựng, việc lựa chọn v&agrave; sử dụng m&uacute;i chiếu bản đồ c&oacute; ảnh hưởng trực tiếp đến độ ch&iacute;nh x&aacute;c h&igrave;nh học, sai số biến dạng v&agrave; t&iacute;nh ph&aacute;p l&yacute; của dữ liệu kh&ocirc;ng gian.&nbsp;Trong thực tế, c&aacute;c kh&aacute;i niệm m&uacute;i chiếu 3&deg;, m&uacute;i chiếu 6&deg;, UTM v&agrave; VN-2000 đ&ocirc;i khi bị sử dụng chưa thống nhất, dẫn đến nhầm lẫn trong &aacute;p dụng v&agrave; trao đổi kỹ thuật.<br />
<br />
B&agrave;i viết n&agrave;y tr&igrave;nh b&agrave;y v&agrave; l&agrave;m r&otilde; vấn đề m&uacute;i chiếu 3&deg; v&agrave; 6&deg; trong hệ tọa độ quốc gia VN-2000, dựa tr&ecirc;n Th&ocirc;ng tư 973/2001/TT-TCĐC v&agrave; bản chất của ph&eacute;p chiếu Transverse Mercator, nhằm gi&uacute;p người sử dụng hiểu đ&uacute;ng v&agrave; &aacute;p dụng ph&ugrave; hợp trong từng b&agrave;i to&aacute;n cụ thể.<br />
&nbsp;</span></span></em>
<h2>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">1. M&uacute;i chiếu bản đồ l&agrave; g&igrave;?</span></span></h2>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">M&uacute;i chiếu bản đồ l&agrave; phần bề mặt Tr&aacute;i Đất được giới hạn bởi hai đường kinh tuyến, được biểu diễn l&ecirc;n mặt phẳng th&ocirc;ng qua một ph&eacute;p chiếu bản đồ x&aacute;c định.<br />
<br />
Việc chia bề mặt Tr&aacute;i Đất th&agrave;nh c&aacute;c m&uacute;i chiếu gi&uacute;p:</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Giảm sai số biến dạng khi chiếu từ mặt cong sang mặt phẳng,</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Thuận tiện cho đo đạc, t&iacute;nh to&aacute;n v&agrave; th&agrave;nh lập bản đồ,</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Ph&ugrave; hợp với từng quy m&ocirc; v&agrave; mục đ&iacute;ch sử dụng kh&aacute;c nhau.</span></span></li>
</ul>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trong thực tế trắc địa v&agrave; bản đồ học, ph&eacute;p chiếu h&igrave;nh trụ ngang đồng g&oacute;c (Transverse Mercator) l&agrave; một trong những ph&eacute;p chiếu được sử dụng phổ biến nhất, đặc biệt đối với c&aacute;c m&uacute;i chiếu 3&deg; v&agrave; 6&deg;.<br />
&nbsp;</span></span>
<h2>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">2. Quy định về m&uacute;i chiếu trong hệ tọa độ VN-2000</span></span></h2>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Theo Th&ocirc;ng tư 973/2001/TT-TCĐC của Tổng cục Địa ch&iacute;nh, khi &aacute;p dụng Hệ quy chiếu v&agrave; Hệ tọa độ quốc gia VN-2000:&nbsp;<em>&ldquo;Hệ tọa độ quốc gia VN-2000 được x&acirc;y dựng tr&ecirc;n ph&eacute;p chiếu h&igrave;nh trụ ngang đồng g&oacute;c (Transverse Mercator) v&agrave; cho ph&eacute;p &aacute;p dụng c&aacute;c m&uacute;i chiếu 3&deg; hoặc 6&deg; t&ugrave;y theo mục đ&iacute;ch v&agrave; quy m&ocirc; bản đồ.&rdquo;</em><br />
<br />
Từ quy định n&agrave;y c&oacute; thể khẳng định:</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hệ tọa độ VN-2000 cho ph&eacute;p sử dụng cả m&uacute;i chiếu 3&deg; v&agrave; m&uacute;i chiếu 6&deg;,</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Việc lựa chọn m&uacute;i chiếu kh&ocirc;ng mang t&iacute;nh t&ugrave;y tiện, m&agrave; phải ph&ugrave; hợp với mục đ&iacute;ch sử dụng v&agrave; quy m&ocirc; bản đồ.</span></span></li>
</ul>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trong thực tế trắc địa v&agrave; bản đồ học, ph&eacute;p chiếu h&igrave;nh trụ ngang đồng g&oacute;c (Transverse Mercator) l&agrave; một trong những ph&eacute;p chiếu được sử dụng phổ biến nhất, đặc biệt đối với c&aacute;c m&uacute;i chiếu 3&deg; v&agrave; 6&deg;.</span></span>
<h2>
	<br />
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">3. M&uacute;i chiếu 6&deg; (UTM) &ndash; Phạm vi khu vực v&agrave; li&ecirc;n tỉnh</span></span></h2>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">M&uacute;i chiếu 6&deg; c&oacute; bề rộng 6 độ kinh độ, thường được biết đến rộng r&atilde;i th&ocirc;ng qua hệ thống UTM (Universal Transverse Mercator).<br />
<br />
3.1 Đặc điểm ch&iacute;nh</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Phủ diện t&iacute;ch rộng,</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Thuận lợi cho c&aacute;c b&agrave;i to&aacute;n bản đồ v&agrave; GIS quy m&ocirc; lớn,</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Sai số biến dạng tăng dần khi khoảng c&aacute;ch tới kinh tuyến trục tăng.</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">3.2 Phạm vi ứng dụng<br />
<br />
M&uacute;i chiếu 6&deg; ph&ugrave; hợp cho:</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Bản đồ quốc gia, v&ugrave;ng, li&ecirc;n tỉnh,</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">C&aacute;c hệ thống GIS tổng hợp,</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Quy hoạch kh&ocirc;ng gian, hạ tầng quy m&ocirc; lớn.</span></span></li>
</ul>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Lưu &yacute;: UTM kh&ocirc;ng phải l&agrave; một hệ tọa độ ri&ecirc;ng, m&agrave; l&agrave; c&aacute;ch tổ chức m&uacute;i chiếu 6&deg; của ph&eacute;p chiếu Transverse Mercator, thường được sử dụng c&ugrave;ng hệ quy chiếu WGS84 trong th&ocirc;ng lệ quốc tế.<br />
&nbsp;</span></span>
<p style="text-align: center;">
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/Utm-zones(1).jpg" style="width: 800px; height: 400px;" /></span></span></p>
<h2>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">4. M&uacute;i chiếu 3&deg; &ndash; Ti&ecirc;u chuẩn cho đo đạc ch&iacute;nh x&aacute;c</span></span></h2>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">M&uacute;i chiếu 3&deg; c&oacute; bề rộng hẹp hơn, gi&uacute;p giảm đ&aacute;ng kể sai số biến dạng so với m&uacute;i 6&deg;.<br />
<br />
4.1 Đặc điểm ch&iacute;nh</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Độ ch&iacute;nh x&aacute;c h&igrave;nh học cao,</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Biến dạng chiều d&agrave;i v&agrave; diện t&iacute;ch nhỏ,</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Ph&ugrave; hợp cho c&aacute;c b&agrave;i to&aacute;n y&ecirc;u cầu độ ch&iacute;nh x&aacute;c cao.</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">4.2 Phạm vi ứng dụng<br />
<br />
Trong hệ tọa độ VN-2000, m&uacute;i chiếu 3&deg; thường được sử dụng cho:</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đo vẽ địa ch&iacute;nh,</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Bản đồ tỷ lệ lớn,</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Bố tr&iacute; v&agrave; thi c&ocirc;ng c&ocirc;ng tr&igrave;nh,</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hồ sơ ph&aacute;p l&yacute; đất đai.</span></span></li>
</ul>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Khi sử dụng VN-2000, bắt buộc phải x&aacute;c định r&otilde; m&uacute;i chiếu v&agrave; kinh tuyến trục, v&igrave; đ&acirc;y l&agrave; tham số ph&aacute;p l&yacute; của hệ tọa độ, kh&ocirc;ng được mặc định như trong hệ UTM.<br />
&nbsp;</span></span><br />
<br />
<h2>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">5. Nhận định thực tế tại Việt Nam</span></span></h2>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trong thực tế đo đạc tại Việt Nam:</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">VN-2000 m&uacute;i chiếu 3&deg; l&agrave; lựa chọn chủ đạo cho c&ocirc;ng t&aacute;c địa ch&iacute;nh v&agrave; x&acirc;y dựng,</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">M&uacute;i chiếu 6&deg; (UTM) chủ yếu ph&ugrave; hợp cho bản đồ khu vực &ndash; v&ugrave;ng v&agrave; c&aacute;c b&agrave;i to&aacute;n GIS tổng hợp.</span></span></li>
</ul>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Việc sử dụng đ&uacute;ng m&uacute;i chiếu gi&uacute;p đảm bảo:</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Độ ch&iacute;nh x&aacute;c kỹ thuật,</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">T&iacute;nh thống nhất dữ liệu,</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Sự ph&ugrave; hợp với quy định ph&aacute;p l&yacute; hiện h&agrave;nh.</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">&nbsp;<br />
<strong>&gt;&gt;&gt; T&oacute;m lại:&nbsp;</strong></span></span><br />
<br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hệ tọa độ quốc gia VN-2000 cho ph&eacute;p sử dụng cả m&uacute;i chiếu 3&deg; v&agrave; 6&deg; theo Th&ocirc;ng tư 973/2001/TT-TCĐC.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">M&uacute;i chiếu 6&deg; (UTM) ph&ugrave; hợp cho bản đồ khu vực v&agrave; li&ecirc;n tỉnh.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">M&uacute;i chiếu 3&deg; được ưu ti&ecirc;n cho đo đạc ch&iacute;nh x&aacute;c, địa ch&iacute;nh v&agrave; c&ocirc;ng tr&igrave;nh.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">UTM l&agrave; c&aacute;ch tổ chức m&uacute;i chiếu, trong khi VN-2000 l&agrave; hệ tọa độ quốc gia &ndash; hai kh&aacute;i niệm n&agrave;y kh&ocirc;ng n&ecirc;n sử dụng thay thế cho nhau.</span></span></li>
</ul>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hiểu đ&uacute;ng v&agrave; sử dụng đ&uacute;ng m&uacute;i chiếu l&agrave; điều kiện quan trọng để đảm bảo độ ch&iacute;nh x&aacute;c kỹ thuật v&agrave; t&iacute;nh ph&aacute;p l&yacute; của mọi sản phẩm đo đạc v&agrave; bản đồ.<br />
&nbsp;<br />
<em>&gt;&gt;&gt; T&agrave;i liệu tham khảo:</em></span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><em>Th&ocirc;ng tư 973/2001/TT-TCĐC &ndash; Hướng dẫn &aacute;p dụng Hệ quy chiếu v&agrave; Hệ tọa độ quốc gia VN-2000</em></span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><em>T&agrave;i liệu chuy&ecirc;n ng&agrave;nh về ph&eacute;p chiếu Transverse Mercator / UTM</em></span></span></li>
</ul>
<p style="text-align: center;">
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><em><img alt="" src="/admin/webroot/upload/image/images/Kinh tuyến trục.jpg" style="width: 747px; height: 420px;" /></em></span></span></p>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">&nbsp;</span></span>',
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			'id' => '793',
			'name' => 'Tìm hiểu các phương pháp hiệu chỉnh GNSS ',
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			'shortdes' => '<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hiệu chỉnh GNSS l&agrave; yếu tố then chốt để đạt được định vị độ ch&iacute;nh x&aacute;c cao. T&iacute;n hiệu GNSS th&ocirc; (kh&ocirc;ng hiệu chỉnh) thường chỉ đạt độ ch&iacute;nh x&aacute;c khoảng 5&ndash;10 m&eacute;t, kh&ocirc;ng đ&aacute;p ứng y&ecirc;u cầu của c&aacute;c lĩnh vực như n&ocirc;ng nghiệp ch&iacute;nh x&aacute;c, trắc địa, robot tự h&agrave;nh, xe tự l&aacute;i,&hellip;&nbsp;Bằng c&aacute;ch t&iacute;nh to&aacute;n v&agrave; &aacute;p dụng c&aacute;c hiệu chỉnh sai số l&ecirc;n t&iacute;n hiệu GNSS, độ ch&iacute;nh x&aacute;c c&oacute; thể được cải thiện gấp 100 lần, đạt mức centimet.</span></span>',
			'content' => '<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><em>Hiệu chỉnh GNSS l&agrave; yếu tố then chốt để đạt được định vị độ ch&iacute;nh x&aacute;c cao. T&iacute;n hiệu GNSS th&ocirc; (kh&ocirc;ng hiệu chỉnh) thường chỉ đạt độ ch&iacute;nh x&aacute;c khoảng 5&ndash;10 m&eacute;t, kh&ocirc;ng đ&aacute;p ứng y&ecirc;u cầu của c&aacute;c lĩnh vực như n&ocirc;ng nghiệp ch&iacute;nh x&aacute;c, trắc địa, robot tự h&agrave;nh, xe tự l&aacute;i,&hellip;&nbsp;Bằng c&aacute;ch t&iacute;nh to&aacute;n v&agrave; &aacute;p dụng c&aacute;c hiệu chỉnh sai số l&ecirc;n t&iacute;n hiệu GNSS, độ ch&iacute;nh x&aacute;c c&oacute; thể được cải thiện gấp 100 lần, đạt mức centimet.</em><br />
<br />
B&agrave;i viết n&agrave;y tr&igrave;nh b&agrave;y c&aacute;c phương ph&aacute;p hiệu chỉnh GNSS ch&iacute;nh:</span></span><br />
<ul>
	<li>
		<strong><em><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">DGNSS (GNSS vi sai)</span></span></em></strong></li>
	<li>
		<strong><em><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">SBAS (Hệ thống tăng cường vệ tinh)</span></span></em></strong></li>
	<li>
		<strong><em><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">RTK (Động học thời gian thực)</span></span></em></strong></li>
	<li>
		<strong><em><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">PPP (Định vị điểm ch&iacute;nh x&aacute;c)</span></span></em></strong></li>
	<li>
		<strong><em><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">PPP-RTK</span></span></em></strong></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đồng thời ph&acirc;n t&iacute;ch đặc điểm, ưu nhược điểm v&agrave; phạm vi ứng dụng của từng phương ph&aacute;p, cũng như c&aacute;ch lựa chọn phương &aacute;n ph&ugrave; hợp.<br />
&nbsp;</span></span>
<p>
	<strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">GNSS định vị ti&ecirc;u chuẩn hoạt động như thế n&agrave;o?</span></span></strong><br />
	&nbsp;</p>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">T&iacute;n hiệu GNSS th&ocirc; từ mỗi vệ tinh mang một m&atilde; giả ngẫu nhi&ecirc;n (PRN), cung cấp ba th&ocirc;ng tin ch&iacute;nh:</span></span><br />
<ul>
	<li>
		<strong><em><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Ai: định danh vệ tinh.</span></span></em></strong></li>
	<li>
		<strong><em><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Ở đ&acirc;u: vị tr&iacute; quỹ đạo.</span></span></em></strong></li>
	<li>
		<strong><em><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Khi n&agrave;o: thời điểm ph&aacute;t t&iacute;n hiệu.</span></span></em></strong></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">M&aacute;y thu GNSS so s&aacute;nh m&atilde; PRN nhận được với m&atilde; PRN nội sinh của n&oacute; để x&aacute;c định thời gian truyền t&iacute;n hiệu, từ đ&oacute; t&iacute;nh ra khoảng c&aacute;ch giả (pseudorange). Khi c&oacute; khoảng c&aacute;ch đến &iacute;t nhất 4 vệ tinh, m&aacute;y thu c&oacute; thể x&aacute;c định vị tr&iacute; 3D của m&igrave;nh.<br />
<br />
T&iacute;n hiệu GNSS bị ảnh hưởng bởi nhiều nguồn sai số:</span></span><br />
<ul>
	<li>
		<em><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tầng điện ly &amp; đối lưu l&agrave;m chậm v&agrave; bẻ cong t&iacute;n hiệu.</span></span></em></li>
	<li>
		<em><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Sai số đồng hồ &amp; quỹ đạo vệ tinh.</span></span></em></li>
	<li>
		<em><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đa đường (multipath) do phản xạ từ nh&agrave; cửa, c&acirc;y cối.</span></span></em></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tổng sai số dẫn đến độ ch&iacute;nh x&aacute;c chỉ khoảng 5&ndash;10 m. Từ đ&acirc;y, c&aacute;c phương ph&aacute;p hiệu chỉnh GNSS ra đời để giảm v&agrave; loại bỏ c&aacute;c sai số n&agrave;y.<br />
&nbsp;</span></span>
<h2>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">1. Differential GNSS (DGNSS &ndash; GNSS vi sai)</span></span></h2>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Nguy&ecirc;n l&yacute;:</strong><br />
Định vị tương đối bằng c&aacute;ch so s&aacute;nh số liệu giữa m&aacute;y rover v&agrave; trạm tham chiếu c&oacute; tọa độ đ&atilde; biết ch&iacute;nh x&aacute;c.<br />
<br />
<strong>C&aacute;ch hoạt động:</strong></span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trạm base t&iacute;nh sai số pseudorange cho từng vệ tinh</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Ph&aacute;t c&aacute;c hiệu chỉnh n&agrave;y cho rover</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Rover &aacute;p dụng hiệu chỉnh để loại bỏ sai số chung</span></span></li>
</ul>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Độ ch&iacute;nh x&aacute;c</strong>: Dưới 1 m&eacute;t<br />
<br />
<strong>Ưu điểm</strong></span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Dễ triển khai</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Ti&ecirc;u thụ điện thấp</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Thời gian hội tụ nhanh</span></span></li>
</ul>
<br />
<strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Nhược điểm</span></span></strong><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Độ ch&iacute;nh x&aacute;c thấp hơn RTK/PPP</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Phụ thuộc khoảng c&aacute;ch đến trạm base</span></span></li>
</ul>
<br />
<strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Ứng dụng:&nbsp;</span></span></strong><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">H&agrave;ng hải, n</span><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">&ocirc;ng nghiệp mức cơ bản, t</span><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">hiết bị GNSS pin nhỏ.</span>
<p style="text-align: center;">
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">&nbsp;<img alt="" src="/admin/webroot/upload/image/images/GNSSCorrections-Types-SBAS-2-1024x683.jpg" style="width: 800px; height: 534px;" /></span></span></p>
<h2>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">2. SBAS &ndash; Hệ thống tăng cường vệ tinh</span></span></h2>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Nguy&ecirc;n l&yacute;</strong>:&nbsp;Tương tự DGNSS nhưng hiệu chỉnh được t</span></span><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">&iacute;nh to&aacute;n tập trung v&agrave; p</span><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">h&aacute;t qua vệ tinh địa tĩnh.</span><br />
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">V&iacute; dụ SBAS:</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">WAAS (Mỹ)</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">EGNOS (Ch&acirc;u &Acirc;u)</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">MSAS (Nhật Bản)</span></span></li>
</ul>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Độ ch&iacute;nh x&aacute;c</strong>: ~1&ndash;3 m<br />
<br />
<strong>Ưu điểm</strong></span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Miễn ph&iacute;</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Phủ rộng khu vực lớn</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kh&ocirc;ng cần base cục bộ</span></span></li>
</ul>
<br />
<strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Nhược điểm</span></span></strong><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Độ ch&iacute;nh x&aacute;c hạn chế</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kh&oacute; thu vệ tinh địa tĩnh ở đ&ocirc; thị / vĩ độ cao</span></span></li>
</ul>
<br />
<strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Ứng dụng:&nbsp;</span></span></strong><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">H&agrave;ng kh&ocirc;ng,&nbsp;</span><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">H&agrave;ng hải,&nbsp;</span><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">N&ocirc;ng nghiệp quy m&ocirc; lớn.</span>
<h2>
	<br />
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">3. RTK &ndash; Real-Time Kinematic</span></span></h2>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Nguy&ecirc;n l&yacute;:&nbsp;</strong>Sử dụng đo pha s&oacute;ng mang (carrier-phase) kết hợp hiệu chỉnh thời gian thực từ trạm base.<br />
<br />
<strong>Đặc điểm kỹ thuật:</strong></span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Bước s&oacute;ng L1 GPS &asymp; 19 cm</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Giải ẩn số nguy&ecirc;n (integer ambiguity)</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Sử dụng double differencing + thuật to&aacute;n LAMBDA</span></span></li>
</ul>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Độ ch&iacute;nh x&aacute;c</strong>: &nbsp;1&ndash;2 cm<br />
<br />
<strong>Thời gian fix</strong>: v&agrave;i gi&acirc;y<br />
<br />
<strong>Ưu điểm:&nbsp;</strong></span></span><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">Độ ch&iacute;nh x&aacute;c cao nhất, h</span><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">ội tụ cực nhanh</span><br />
<br />
<strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Nhược điểm</span></span></strong><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Phạm vi giới hạn (&asymp; 20&ndash;30 km)</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Cần kết nối ổn định (radio / NTRIP)</span></span></li>
</ul>
<br />
<strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Ứng dụng</span></span></strong><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trắc địa</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Thi c&ocirc;ng &ndash; stakeout</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Robot, UAV</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">N&ocirc;ng nghiệp ch&iacute;nh x&aacute;c</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">&nbsp;</span></span>
<h2>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">4. PPP &ndash; Precise Point Positioning</span></span></h2>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Nguy&ecirc;n l&yacute;</strong>: Định vị tuyệt đối bằng c&aacute;ch &aacute;p dụng:</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Quỹ đạo vệ tinh ch&iacute;nh x&aacute;c</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đồng hồ vệ tinh ch&iacute;nh x&aacute;c</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">M&ocirc; h&igrave;nh kh&iacute; quyển to&agrave;n cầu</span></span></li>
</ul>
<br />
<strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đặc điểm:</span></span></strong><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kh&ocirc;ng cần trạm base cục bộ</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hội tụ bằng c&aacute;ch tự giải ẩn số pha</span></span></li>
</ul>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Độ ch&iacute;nh x&aacute;c</strong>: cm (tĩnh)<br />
<br />
<strong>Thời gian hội tụ</strong>: 10&ndash;30 ph&uacute;t<br />
<br />
<strong>Ưu điểm</strong></span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Phủ to&agrave;n cầu</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Ph&ugrave; hợp v&ugrave;ng xa, biển khơi</span></span></li>
</ul>
<br />
<strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Nhược điểm</span></span></strong><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hội tụ chậm</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kh&ocirc;ng ph&ugrave; hợp ứng dụng cần real-time</span></span></li>
</ul>
<br />
<strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Ứng dụng</span></span></strong><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">H&agrave;ng hải &ndash; ngo&agrave;i khơi</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Khoa học &ndash; địa vật l&yacute;</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đo đạc khu vực hẻo l&aacute;nh</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">&nbsp;</span></span>
<h2>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">5. PPP-RTK &ndash; Phương ph&aacute;p lai hiện đại</span></span></h2>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Nguy&ecirc;n l&yacute;</strong>: L&agrave; sự kết hợp giữa:</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hiệu chỉnh vệ tinh ch&iacute;nh x&aacute;c của PPP</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hiệu chỉnh kh&iacute; quyển &amp; pha kiểu RTK</span></span></li>
</ul>
<br />
<strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">C&ocirc;ng nghệ cốt l&otilde;i:</span></span></strong><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">SSR (State Space Representation)</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Wide-lane ambiguity resolution (bước s&oacute;ng d&agrave;i &rarr; fix nhanh)</span></span></li>
</ul>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Độ ch&iacute;nh x&aacute;c</strong>: 3&ndash;7 cm<br />
<br />
<strong>Thời gian hội tụ</strong>: 10&ndash;30 gi&acirc;y<br />
<br />
<strong>Ưu điểm</strong></span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Nhanh hơn PPP</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Phủ rộng hơn RTK</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Mở rộng cho số lượng người d&ugrave;ng lớn</span></span></li>
</ul>
<br />
<strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Nhược điểm</span></span></strong><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Cần m&aacute;y GNSS đa tần hiện đại</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Độ ch&iacute;nh x&aacute;c thấp hơn RTK cự ly ngắn</span></span></li>
</ul>
<br />
<strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Ứng dụng</span></span></strong><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Xe tự l&aacute;i &ndash; ADAS</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">UAV</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Quản l&yacute; đội xe</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">N&ocirc;ng nghiệp th&ocirc;ng minh</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">&nbsp;<br />
<strong>BẢNG SO S&Aacute;NH&nbsp;</strong></span></span><br />
<br />
<table border="0" cellpadding="0" style="width: 100%">
	<thead>
		<tr>
			<th>
				<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Phương ph&aacute;p</span></span></th>
			<th>
				<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Độ ch&iacute;nh x&aacute;c</span></span></th>
			<th>
				<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Thời gian fix</span></span></th>
			<th>
				<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Phạm vi</span></span></th>
		</tr>
	</thead>
	<tbody>
		<tr>
			<td>
				<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">GNSS thường</span></span></td>
			<td>
				<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">5&ndash;10 m</span></span></td>
			<td>
				<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">V&agrave;i gi&acirc;y</span></span></td>
			<td>
				<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">To&agrave;n cầu</span></span></td>
		</tr>
		<tr>
			<td>
				<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">SBAS</span></span></td>
			<td>
				<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">1&ndash;3 m</span></span></td>
			<td>
				<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">~30 s</span></span></td>
			<td>
				<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Lục địa</span></span></td>
		</tr>
		<tr>
			<td>
				<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">DGNSS</span></span></td>
			<td>
				<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">&lt;1 m</span></span></td>
			<td>
				<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">5&ndash;20 s</span></span></td>
			<td>
				<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Cục bộ</span></span></td>
		</tr>
		<tr>
			<td>
				<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">PPP</span></span></td>
			<td>
				<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">~10 cm</span></span></td>
			<td>
				<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">10&ndash;30 ph&uacute;t</span></span></td>
			<td>
				<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">To&agrave;n cầu</span></span></td>
		</tr>
		<tr>
			<td>
				<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">PPP-RTK</span></span></td>
			<td>
				<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">3&ndash;7 cm</span></span></td>
			<td>
				<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">10&ndash;30 s</span></span></td>
			<td>
				<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Khu vực</span></span></td>
		</tr>
		<tr>
			<td>
				<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">RTK</span></span></td>
			<td>
				<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">1&ndash;2 cm</span></span></td>
			<td>
				<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">~5 s</span></span></td>
			<td>
				<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">&le;30 km</span></span></td>
		</tr>
	</tbody>
</table>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">&nbsp;<br />
&gt;&gt;&gt;&nbsp; Kh&ocirc;ng c&oacute; phương ph&aacute;p hiệu chỉnh GNSS n&agrave;o &ldquo;tốt nhất cho mọi trường hợp&rdquo;.&nbsp;Chỉ c&oacute; phương ph&aacute;p ph&ugrave; hợp nhất với y&ecirc;u cầu c&ocirc;ng việc:</span></span><br />
<br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Cần nhanh &ndash; ch&iacute;nh x&aacute;c tuyệt đối &rarr; RTK</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Cần phủ rộng &ndash; kh&ocirc;ng cần base &rarr; PPP / PPP-RTK</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Cần ổn định &ndash; tiết kiệm năng lượng &rarr; DGNSS / SBAS</span></span></li>
</ul>
<p style="text-align: center;">
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">&nbsp;<img alt="" src="/admin/webroot/upload/image/images/Grey Minimalist Architecture Search Bar Facebook Cover (1).png" style="width: 800px; height: 451px;" /></span></span></p>
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			'videoyou' => null,
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			'twodaypro' => null,
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			'photo' => null,
			'lft' => '501',
			'rght' => '502',
			'vat' => null,
			'hangsx' => null,
			'baohanh' => null,
			'tinhtrang' => '1',
			'tailieu' => null,
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		),
		'Catproduct' => array(
			'id' => '40',
			'name' => 'Blogs',
			'parent_id' => null,
			'alias' => 'blogs',
			'images' => '',
			'lft' => '103',
			'rght' => '104',
			'pos' => '5',
			'status' => '1',
			'title_seo' => 'tin tức trắc địa, cập nhật xu hướng đo đạc mới, công nghệ đo đạc, thiết bị đo đạc hiện đại, mẹo kỹ thuật trắc địa, sai số đo đạc, hệ tọa độ VN-2000, GNSS, RTK, GPS trắc địa, phần mềm trắc địa, phần mềm GIS, SurPad, LandStar, Magnet Field, Leica Captivate, Trimble Access',
			'meta_key' => 'tin tức trắc địa, cập nhật xu hướng đo đạc mới, công nghệ đo đạc, thiết bị đo đạc hiện đại, mẹo kỹ thuật trắc địa, sai số đo đạc, hệ tọa độ VN-2000, GNSS, RTK, GPS trắc địa, phần mềm trắc địa, phần mềm GIS, SurPad, LandStar, Magnet Field, Leica Captivate, Trimble Access',
			'meta_des' => 'phần mềm máy đo đạc, phần mềm GIS, phần mềm trút dữ liệu',
			'created' => '2015-12-16',
			'modified' => '2025-10-29',
			'slug' => 'blogs',
			'cate' => '4',
			'link' => 'tin-tuc',
			'name_eng' => '',
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		)
	),
	(int) 9 => array(
		'Post' => array(
			'id' => '792',
			'name' => 'Stakeout bằng RTK GNSS và Toàn đạc điện tử',
			'code' => null,
			'alias' => 'stakeout-bang-rtk-gnss-va-toan-dac-dien-tu',
			'cat_id' => '40',
			'price' => '0',
			'type' => 'new',
			'shortdes' => '<span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">Trong c&ocirc;ng t&aacute;c stakeout (cắm điểm/định vị thi c&ocirc;ng), GNSS RTK v&agrave; To&agrave;n đạc điện tử đều l&agrave; c&ocirc;ng cụ quan trọng &mdash; nhưng mỗi c&aacute;i c&oacute; đặc th&ugrave;, ưu/nhược điểm v&agrave; thời điểm sử dụng kh&aacute;c nhau. Kh&ocirc;ng phải c&aacute;i n&agrave;o &ldquo;tốt hơn&rdquo;, m&agrave; l&agrave; chọn đ&uacute;ng nơi &ndash; đ&uacute;ng l&uacute;c.</span>',
			'content' => '<em><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trong c&ocirc;ng t&aacute;c stakeout (cắm điểm/định vị thi c&ocirc;ng), GNSS RTK v&agrave; To&agrave;n đạc điện tử đều l&agrave; c&ocirc;ng cụ quan trọng &mdash; nhưng mỗi c&aacute;i c&oacute; đặc th&ugrave;, ưu/nhược điểm v&agrave; thời điểm sử dụng kh&aacute;c nhau. Kh&ocirc;ng phải c&aacute;i n&agrave;o &ldquo;tốt hơn&rdquo;, m&agrave; l&agrave; chọn đ&uacute;ng nơi &ndash; đ&uacute;ng l&uacute;c.<br />
<br />
RTK GNSS l&agrave; phương ph&aacute;p định vị vệ tinh động thời gian thực, trong đ&oacute; tọa độ điểm đo được x&aacute;c định th&ocirc;ng qua xử l&yacute; t&iacute;n hiệu GNSS v&agrave; hiệu chỉnh sai số từ trạm Base hoặc mạng CORS. Kết quả đo được thể hiện trong hệ tọa độ kh&ocirc;ng gian to&agrave;n cầu hoặc hệ tọa độ quốc gia, ph&ugrave; hợp cho c&aacute;c b&agrave;i to&aacute;n định vị tổng thể, đo diện rộng v&agrave; thiết lập khung khống chế ban đầu.<br />
<br />
To&agrave;n đạc điện tử l&agrave; thiết bị đo đạc sử dụng nguy&ecirc;n l&yacute; đo g&oacute;c v&agrave; khoảng c&aacute;ch để x&aacute;c định vị tr&iacute; điểm trong hệ tọa độ cục bộ hoặc hệ tọa độ c&ocirc;ng tr&igrave;nh, dựa tr&ecirc;n c&aacute;c điểm khống chế đ&atilde; biết. Phương ph&aacute;p n&agrave;y cho ph&eacute;p kiểm so&aacute;t chặt chẽ h&igrave;nh học kh&ocirc;ng gian, cao độ v&agrave; sai số tương đối, đặc biệt hiệu quả trong c&aacute;c c&ocirc;ng tr&igrave;nh y&ecirc;u cầu độ ch&iacute;nh x&aacute;c cao.<br />
<br />
Ch&iacute;nh sự kh&aacute;c biệt về nguy&ecirc;n l&yacute; đo v&agrave; c&aacute;ch kiểm so&aacute;t sai số khiến RTK GNSS v&agrave; To&agrave;n đạc điện tử kh&ocirc;ng mang t&iacute;nh thay thế, m&agrave; thường được kết hợp trong c&ugrave;ng một workflow để đạt hiệu quả v&agrave; độ tin cậy cao nhất.<br />
&nbsp;</span></span></em><br />
<h2>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">1. Bảng so s&aacute;nh tổng quan RTK GNSS vs To&agrave;n đạc điện tử</span></span></h2>
<br />
<table border="0" cellpadding="0">
	<thead>
		<tr>
			<th>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Ti&ecirc;u ch&iacute;</span></span><br />
				&nbsp;</th>
			<th>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">RTK GNSS</span></span><br />
				&nbsp;</th>
			<th>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">To&agrave;n đạc điện tử</span></span><br />
				&nbsp;</th>
			<th>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Nhận x&eacute;t kỹ thuật</span></span><br />
				&nbsp;</th>
		</tr>
	</thead>
	<tbody>
		<tr>
			<td>
				<strong><span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Bản chất đo</span></span></strong><br />
				&nbsp;</td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Định vị tuyệt đối theo GNSS</span></span><br />
				&nbsp;</td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Định vị tương đối trong mạng khống chế&nbsp; &nbsp; &nbsp; &nbsp; &nbsp;&nbsp;</span></span><br />
				&nbsp;</td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Kh&aacute;c nhau về nguy&ecirc;n l&yacute;</span></span><br />
				&nbsp;</td>
		</tr>
		<tr>
			<td>
				<strong><span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Độ ch&iacute;nh x&aacute;c</span></span></strong><br />
				&nbsp;</td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Mức cm (RTK Fix, m&ocirc;i trường tốt)&nbsp; &nbsp; &nbsp;&nbsp;</span></span><br />
				&nbsp;</td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Mức mm (đo cạnh &amp; g&oacute;c)</span></span><br />
				&nbsp;</td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">To&agrave;n đạc vượt trội cho chi tiết</span></span><br />
				&nbsp;</td>
		</tr>
		<tr>
			<td>
				<strong><span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Tốc độ</span></span></strong><br />
				&nbsp;</td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Rất nhanh, ph&ugrave; hợp diện rộng</span></span><br />
				&nbsp;</td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Chậm hơn do ngắm gương</span></span><br />
				&nbsp;</td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">RTK c&oacute; lợi thế tốc độ</span></span><br />
				&nbsp;</td>
		</tr>
		<tr>
			<td>
				<strong><span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Phạm vi</span></span></strong><br />
				&nbsp;</td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">V&agrave;i km đến h&agrave;ng chục km<br />
				(Base&ndash;Rover / CORS)&nbsp; &nbsp; &nbsp; &nbsp;</span></span><br />
				&nbsp;</td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">~500&ndash;1000 m, cần line-of-sight</span></span><br />
				&nbsp;</td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">RTK ph&ugrave; hợp khu vực lớn</span></span><br />
				&nbsp;</td>
		</tr>
		<tr>
			<td>
				<strong><span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Cao độ &amp; h&igrave;nh học&nbsp; &nbsp; &nbsp;</span></span></strong><br />
				&nbsp;</td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">C&oacute; thể biến động theo vệ tinh</span></span><br />
				&nbsp;</td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Kiểm so&aacute;t cao độ rất tốt</span></span><br />
				&nbsp;</td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">To&agrave;n đạc an to&agrave;n cho cao độ</span></span><br />
				&nbsp;</td>
		</tr>
		<tr>
			<td>
				<strong><span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Nh&acirc;n lực</span></span></strong><br />
				&nbsp;</td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Thường 1 người</span></span><br />
				&nbsp;</td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Thường 2 người (robot c&oacute; thể 1)</span></span><br />
				&nbsp;</td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">RTK tiết kiệm nh&acirc;n lực</span></span><br />
				&nbsp;</td>
		</tr>
		<tr>
			<td>
				<strong><span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">T&iacute;nh cơ động</span></span></strong><br />
				&nbsp;</td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Gọn nhẹ, setup nhanh</span></span><br />
				&nbsp;</td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Cồng kềnh hơn</span></span><br />
				&nbsp;</td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">RTK linh hoạt hơn</span></span><br />
				&nbsp;</td>
		</tr>
		<tr>
			<td>
				<strong><span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Chi ph&iacute;</span></span></strong></td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Đầu tư cao hơn, c&oacute; thể c&oacute; ph&iacute;<br />
				CORS&nbsp; &nbsp;&nbsp;</span></span></td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Ổn định, dễ kiểm so&aacute;t</span></span></td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">T&ugrave;y quy m&ocirc; dự &aacute;n</span></span></td>
		</tr>
	</tbody>
</table>
<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">&nbsp;</span></span><br />
<h2 style="text-align: center;">
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/Blue and White Neon Gradients Virtual Video Background (100)(2).png" style="width: 780px; height: 439px;" /></span></span></h2>
<h2>
	<br />
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">2. So s&aacute;nh ứng dụng thực tế theo từng t&igrave;nh huống c&ocirc;ng việc</span></span></h2>
<br />
<table border="0" cellpadding="0">
	<thead>
		<tr>
			<th>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">T&igrave;nh huống</span></span><br />
				&nbsp;</th>
			<th>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">RTK GNSS</span></span><br />
				&nbsp;</th>
			<th>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">To&agrave;n đạc</span></span><br />
				&nbsp;</th>
			<th>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Nhận định</span></span><br />
				&nbsp;</th>
		</tr>
	</thead>
	<tbody>
		<tr>
			<td>
				<strong><span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Đo diện rộng (ruộng, rừng, KCN)&nbsp; &nbsp;</span></span></strong><br />
				&nbsp;</td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Đo nhanh, kh&ocirc;ng cần line-of-sight&nbsp; &nbsp; &nbsp; &nbsp;</span></span><br />
				&nbsp;</td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Kh&oacute; triển khai diện rộng</span></span><br />
				&nbsp;</td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">RTK GNSS vượt trội</span></span><br />
				&nbsp;</td>
		</tr>
		<tr>
			<td>
				<strong><span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Đo chi tiết c&ocirc;ng tr&igrave;nh</span></span></strong><br />
				&nbsp;</td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Độ ch&iacute;nh x&aacute;c cm, dễ nhiễu</span></span><br />
				&nbsp;</td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Độ ch&iacute;nh x&aacute;c mm, ổn định&nbsp; &nbsp; &nbsp;&nbsp;</span></span><br />
				&nbsp;</td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">To&agrave;n đạc tốt hơn</span></span><br />
				&nbsp;</td>
		</tr>
		<tr>
			<td>
				<strong><span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Khu đ&ocirc; thị nhiều nh&agrave; cao tầng</span></span></strong><br />
				&nbsp;</td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Dễ bị che khuất vệ tinh</span></span><br />
				&nbsp;</td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Kh&ocirc;ng phụ thuộc vệ tinh</span></span><br />
				&nbsp;</td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">To&agrave;n đạc hiệu quả</span></span><br />
				&nbsp;</td>
		</tr>
		<tr>
			<td>
				<strong><span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Địa h&igrave;nh mở</span></span></strong><br />
				&nbsp;</td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">T&iacute;n hiệu tốt, đo rất nhanh</span></span><br />
				&nbsp;</td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Đo được nhưng chậm</span></span><br />
				&nbsp;</td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">RTK thuận tiện</span></span><br />
				&nbsp;</td>
		</tr>
		<tr>
			<td>
				<strong><span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Gi&aacute;m s&aacute;t thi c&ocirc;ng hằng ng&agrave;y</span></span></strong><br />
				&nbsp;</td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">X&aacute;c định mốc tổng thể</span></span><br />
				&nbsp;</td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Kiểm tra trục, cao độ</span></span><br />
				&nbsp;</td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">N&ecirc;n kết hợp</span></span><br />
				&nbsp;</td>
		</tr>
		<tr>
			<td>
				<strong><span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Địa ch&iacute;nh &ndash; bản đồ &ndash; n&ocirc;ng nghiệp&nbsp; &nbsp; &nbsp;&nbsp;</span></span></strong><br />
				&nbsp;</td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Rất ph&ugrave; hợp cho diện rộng</span></span><br />
				&nbsp;</td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Bổ trợ khi cần chi tiết</span></span><br />
				&nbsp;</td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">RTK l&agrave; chủ đạo</span></span><br />
				&nbsp;</td>
		</tr>
		<tr>
			<td>
				<strong><span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Ho&agrave;n c&ocirc;ng &ndash; nghiệm thu</span></span></strong></td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Kiểm tra tổng thể</span></span></td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Ch&iacute;nh x&aacute;c chi tiết</span></span></td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">To&agrave;n đạc an to&agrave;n</span></span></td>
		</tr>
	</tbody>
</table>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">&nbsp;</span></span>
<p style="text-align: center;">
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/Leica_TS16_Carousel_Image_1_800x428.jpg" style="width: 763px; height: 408px;" /></span></span></p>
<h2>
	<br />
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">3. Workflow được &aacute;p dụng phổ biến trong c&ocirc;ng t&aacute;c&nbsp;cắm điểm/định vị thi c&ocirc;ng&nbsp;</span></span><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">thực tế</span><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">&nbsp;</span></h2>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Theo hướng dẫn ứng dụng của Leica Geosystems v&agrave; Trimble, c&aacute;c dự &aacute;n chuy&ecirc;n nghiệp thường &aacute;p dụng quy tr&igrave;nh sau:</span></span>
<h3>
	<br />
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">3.1 RTK GNSS</span></span></h3>
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">X&aacute;c định hệ tọa độ,</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Fix mốc khống chế,</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Lập bản đồ nền, định vị tổng thể.</span></span></li>
</ul>
<h3>
	<br />
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">3.2 To&agrave;n đạc điện tử</span></span></h3>
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Bố tr&iacute; tim trục,</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kiểm so&aacute;t cao độ,</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Stakeout chi tiết,</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Ho&agrave;n c&ocirc;ng &ndash; nghiệm thu.</span></span></li>
</ul>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đ&acirc;y l&agrave; l&yacute; do v&igrave; sao RTK v&agrave; To&agrave;n đạc lu&ocirc;n đi c&ugrave;ng nhau tr&ecirc;n c&ocirc;ng trường, chứ kh&ocirc;ng cạnh tranh trực tiếp.</span></span>
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">RTK GNSS mạnh về tốc độ, phạm vi, t&iacute;nh cơ động.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">To&agrave;n đạc điện tử mạnh về độ ch&iacute;nh x&aacute;c, h&igrave;nh học, cao độ v&agrave; độ tin cậy.</span></span></li>
</ul>
<p style="text-align: center;">
	<img alt="" src="/admin/webroot/upload/image/images/maxresdefault (1)(2).jpg" style="width: 780px; height: 439px;" /></p>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kh&ocirc;ng c&oacute; thiết bị n&agrave;o &ldquo;tốt nhất cho mọi c&ocirc;ng việc&rdquo;.&nbsp;Việc sử dụng đ&uacute;ng thiết bị cho đ&uacute;ng mục đ&iacute;ch gi&uacute;p:</span></span>
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Giảm sai số,</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tiết kiệm thời gian,</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Dễ bảo vệ số liệu khi nghiệm thu.</span></span></li>
</ul>
<br />
<span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">Kết hợp c&ocirc;ng nghệ GNSS hiện đại với độ ch&iacute;nh x&aacute;c truyền thống của m&aacute;y to&agrave;n đạc </span><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">l&agrave; xu hướng chung của c&aacute;c đội đo đạc chuy&ecirc;n nghiệp hiện nay.<br />
<br />
<em>&gt;&gt;&gt; <u>Nguồn tham khảo:</u><br />
Leica Geosystems &ndash; GNSS vs Total Station Applications<br />
Trimble &ndash; Stakeout and Construction Surveying Guidelines<br />
Topcon &ndash; GNSS and Total Station Field Workflows</em><br />
&nbsp;</span></span>',
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			'name' => 'Leica Infinity - Phần mềm văn phòng được kết nối vô tận',
			'code' => null,
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			'shortdes' => '<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">C&ugrave;ng t&igrave;m hiểu phần mềm xử l&yacute; dữ liệu khảo s&aacute;t Leica Infinity - C&ocirc;ng cụ kết nối v&ocirc; hạn!</span></span>',
			'content' => '<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="white-space-collapse: preserve;"><strong>Leica Infinity</strong> l&agrave; phần mềm xử l&yacute; dữ liệu khảo s&aacute;t của h&atilde;ng Leica Geosystems, được thiết kế để quản l&yacute;, xử l&yacute;, ph&acirc;n t&iacute;ch v&agrave; kiểm tra chất lượng của tất cả dữ liệu đo đạc khảo s&aacute;t từ thực địa, bao gồm dữ liệu từ to&agrave;n đạc, thủy chuẩn, GNSS, UAV, Scanner. C&aacute;c dữ liệu được kết hợp trong một dự &aacute;n (BIM, CAD, GIS,..), dễ d&agrave;ng tr&iacute;ch xuất, tạo v&agrave; cập nhật một c&aacute;ch li&ecirc;n tục, gi&uacute;p người d&ugrave;ng gi&aacute;m s&aacute;t tất cả quy tr&igrave;nh c&ocirc;ng việc.</span><br />
<br />
<strong>Quản l&yacute;, xử l&yacute;, ph&acirc;n t&iacute;ch v&agrave; kiểm tra chất lượng dữ liệu khảo s&aacute;t thực địa</strong><br />
<br />
<strong>Leica Infinity</strong> l&agrave; phần mềm văn ph&ograve;ng th&acirc;n thiện với người d&ugrave;ng d&agrave;nh cho c&aacute;c nh&agrave; khảo s&aacute;t v&agrave; chuy&ecirc;n gia đo lường, những người y&ecirc;u cầu giải ph&aacute;p to&agrave;n diện cho nhu cầu dữ liệu kh&ocirc;ng gian địa l&yacute; của họ.&nbsp;Khoản đầu tư v&agrave;o Infinity, đảm bảo quản l&yacute;, xử l&yacute;, ph&acirc;n t&iacute;ch v&agrave; đảm bảo chất lượng dữ liệu khảo s&aacute;t từ c&aacute;c m&aacute;y&nbsp;to&agrave;n đạc&nbsp;,&nbsp;cấp kỹ thuật số&nbsp;,&nbsp;GNSS&nbsp;&nbsp;v&agrave;&nbsp;M&aacute;y bay kh&ocirc;ng người l&aacute;i (UAV)&nbsp;.&nbsp;Với&nbsp;phần mềm&nbsp;văn ph&ograve;ng Infinity v&agrave;&nbsp;Leica Captivate&nbsp;được đồng bộ h&oacute;a ho&agrave;n hảo trong thiết kế v&agrave; vận h&agrave;nh, đảm bảo kết nối liền mạch giữa hiện trường v&agrave; văn ph&ograve;ng.&nbsp;Hỗ trợ c&aacute;c ứng dụng khảo s&aacute;t, lập bản đồ v&agrave; x&acirc;y dựng, Infinity l&agrave; trung t&acirc;m phần mềm văn ph&ograve;ng kh&ocirc;ng gian địa l&yacute; tối ưu.<br />
<br />
<strong><img alt="" src="/admin/webroot/upload/image/images/leica_infinity_point_cloud_800x428.JPG" style="width: 800px; height: 428px;" /><br />
<br />
Một khoản đầu tư cho nhiều ứng dụng</strong><br />
<br />
<strong>Leica Infinity</strong> l&agrave; phần mềm văn ph&ograve;ng kh&ocirc;ng gian địa l&yacute; được lựa chọn cho c&aacute;c ứng dụng v&ocirc; hạn.&nbsp;Từ khảo s&aacute;t đến x&acirc;y dựng, n&oacute; hỗ trợ BIM, CAD, GIS v&agrave; hơn thế nữa để đồng h&agrave;nh với sự ph&aacute;t triển của doanh nghiệp bạn trong c&aacute;c ứng dụng mới.&nbsp;Phần mềm Infinity sẵn s&agrave;ng sử dụng dữ liệu từ c&aacute;c cảm biến truyền thống như m&aacute;y&nbsp;to&agrave;n&nbsp;đạc&nbsp;,&nbsp;GNSS&nbsp;&nbsp;v&agrave;&nbsp;mức kỹ thuật số&nbsp;, đồng thời cũng thoải m&aacute;i với c&aacute;c đ&aacute;m m&acirc;y điểm từ&nbsp;MS60 MultiStation&nbsp;&nbsp;v&agrave;&nbsp;UAV&nbsp;.<br />
<br />
Kh&aacute;m ph&aacute; những sự thật bạn cần xem x&eacute;t khi chọn phần mềm văn ph&ograve;ng khảo s&aacute;t v&agrave; c&aacute;ch Infinity trao quyền cho người khảo s&aacute;t trong mọi bước - c&oacute; thể l&agrave; h&igrave;nh dung, chuẩn bị, thu thập, xử l&yacute;, x&aacute;c nhận, b&aacute;o c&aacute;o v&agrave; / hoặc chia sẻ dữ liệu.<br />
<br />
<img alt="" src="/admin/webroot/upload/image/images/Leica_Infinity_pic_1766x750_new.jpg" style="width: 800px; height: 340px;" /><br />
<br />
<strong>Một luồng dữ liệu duy nhất cho tất cả c&aacute;c cảm biến v&agrave; dịch vụ đo lường</strong><br />
<br />
<strong>Leica Infinity</strong> l&agrave; trung t&acirc;m phần mềm khảo s&aacute;t tối ưu.&nbsp;Được thiết kế để hỗ trợ v&ocirc; số quy tr&igrave;nh l&agrave;m việc, dữ liệu từ BIM, CAD, GIS v&agrave; hơn thế nữa, đi k&egrave;m với dữ liệu đo lường trong một g&oacute;i văn ph&ograve;ng khảo s&aacute;t dễ sử dụng.&nbsp;H&igrave;nh ảnh v&agrave; đ&aacute;m m&acirc;y điểm từ&nbsp;c&aacute;c&nbsp;m&aacute;y&nbsp;&nbsp;to&agrave;n đạc&nbsp;,&nbsp;MultiStations&nbsp;,&nbsp;UAV&nbsp;&nbsp;v&agrave;&nbsp;GNSS&nbsp;được t&iacute;ch hợp liền mạch với c&aacute;c ph&eacute;p đo truyền thống để tạo ra c&aacute;c sản phẩm c&oacute; gi&aacute; trị c&oacute; thể được chia sẻ kỹ thuật số th&ocirc;ng qua đ&aacute;m m&acirc;y hoặc c&aacute;c kế hoạch in tương tự.&nbsp;Với c&aacute;c dịch vụ dữ liệu của Hexagon v&agrave; c&aacute;c b&ecirc;n thứ ba được t&iacute;ch hợp, việc truy cập v&agrave;o dữ liệu diễn ra liền mạch v&agrave; hiệu quả.&nbsp;Với khả năng truy xuất nguồn gốc đầy đủ v&agrave; b&aacute;o c&aacute;o chất lượng, h&atilde;y lu&ocirc;n tự tin v&agrave;o sản phẩm của bạn.<br />
<br />
Kh&aacute;m ph&aacute; c&aacute;c mẹo v&agrave; lợi &iacute;ch về c&aacute;ch phần mềm văn ph&ograve;ng khảo s&aacute;t ng&agrave;nh c&oacute; thể đơn giản h&oacute;a quy tr&igrave;nh l&agrave;m việc của bạn trong suốt bốn trụ cột của c&ocirc;ng việc khảo s&aacute;t.<br />
<br />
<strong><img alt="" src="/admin/webroot/upload/image/images/Leica-infinity-office_software_800x428.JPG" style="width: 748px; height: 400px;" /><br />
<br />
Một phần mềm để kết nối liền mạch</strong><br />
<br />
<strong>Leica Infinity</strong> được thiết kế để kết nối liền mạch với hiện trường v&agrave; t&aacute;i tạo kết quả đo được tại hiện trường bất cứ l&uacute;c n&agrave;o.&nbsp;Tọa độ c&oacute; thể được t&iacute;nh to&aacute;n lại một c&aacute;ch đơn giản v&agrave; tự động nếu chiều cao của cột hoặc dụng cụ bị thay đổi, tr&aacute;nh việc xử l&yacute; thủ c&ocirc;ng tốn thời gian.&nbsp;Với kết nối đ&aacute;m m&acirc;y giữa hiện trường v&agrave; văn ph&ograve;ng, những người khảo s&aacute;t tại hiện trường lu&ocirc;n c&oacute; dữ liệu mới nhất v&agrave; qu&aacute; tr&igrave;nh xử l&yacute; tại văn ph&ograve;ng c&oacute; thể bắt đầu ngay lập tức, ngay cả trước khi nh&oacute;m thực địa rời địa điểm l&agrave;m việc.<br />
<br />
<strong>&gt;&gt;&gt; Kh&aacute;m ph&aacute; phần mềm văn ph&ograve;ng Leica Infinity <a href="https://leica-geosystems.com/industries/pure-surveying/surveying-solutions/leica-infinity-the-infinitely-connected-office-software">TẠI Đ&Acirc;Y</a>.<br />
<br />
<img alt="" src="/admin/webroot/upload/image/images/leica_infinity_landing_page_header_2480x750px_0224.jpg" style="width: 800px; height: 242px;" /></strong></span></span>',
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			'shortdes' => '<span style="font-size:14px;"><span style="font-family: tahoma, geneva, sans-serif;"><span style="white-space: pre-wrap;">B</span>ạn đ&atilde; quen với kh&aacute;i niệm GPS&nbsp;(Global Positioning System), một hệ thống qu&acirc;n sự thuộc Kh&ocirc;ng Qu&acirc;n được x&acirc;y dựng trong thời kỳ Chiến tranh Lạnh nhưng hiện đ&atilde; được sử dụng v&igrave; mục đ&iacute;ch thương mại từ giữa những năm 2000 cho đến nay. H</span>i<span style="font-family:tahoma,geneva,sans-serif;">ện nay&nbsp;<span style="white-space: pre-wrap;">thế giới đang chuyển từ một hệ thống GPS duy nhất sang 7 hệ thống kh&aacute;c nhau. C</span>&ugrave;ng t&igrave;m hiểu nh&eacute;!</span></span>',
			'content' => '<h2>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>I. Hệ thống định vị to&agrave;n cầu GPS</strong></span></span></h2>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">GPS được viết tắt của cụm từ&nbsp;Global Positioning System&nbsp;&ndash; dịch sang tiếng việt&nbsp;l&agrave; hệ thống định vị to&agrave;n cầu. Hệ thống n&agrave;y bao gồm &iacute;t nhất 24 vệ tinh bay xung quanh tr&aacute;i đất, c&aacute;c trạm thu t&iacute;n hiệu tr&ecirc;n mặt đất, v&agrave; c&aacute;c thuật to&aacute;n để xử l&yacute; th&ocirc;ng tin, qua đ&oacute; x&aacute;c định vị tr&iacute;, thời gian, vận tốc của c&aacute;c m&aacute;y thu t&iacute;n hiệu GPS.<br />
Hệ thống GPS được ph&aacute;t triển v&agrave; thuộc quyền sở hữu của Hoa Kỳ, cũng l&agrave; hệ thống vệ tinh đầy đủ, hoạt động hiệu của nhất trong hệ thống vệ tinh định vị to&agrave;n cầu (<a href="https://tracdiathanhdat.vn/">GNSS</a>)<br />
Ng&agrave;y nay, c&aacute;c t&iacute;n hiệu từ hệ thống GPS được sử dụng một phần cho mục địch qu&acirc;n sự, được khai th&aacute;c bởi Hoa Kỳ v&agrave; c&aacute;c nước đồng m&igrave;nh, phần c&ograve;n lại cho ph&eacute;p người d&acirc;n tr&ecirc;n to&agrave;n thế giới sử dụng miễn ph&iacute;.<br />
<br />
</span></span>
<h3>
	<span style="font-size:14px;"><strong>1. Lịch sử ra đời của GPS</strong></span></h3>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Từ h&agrave;ng ng&agrave;n năm trước, con người đ&atilde; cố gắng t&igrave;m nhiều c&aacute;ch kh&aacute;c nhau để x&aacute;c định phương hướng như sử dụng mặt trời, mặt trăng v&agrave; c&aacute;c v&igrave; sao.&nbsp;<br />
Đến thế kỷ 20, hải qu&acirc;n Hoa Kỳ đ&atilde; c&oacute; những những th&iacute; nghiệm định vị vệ tinh v&agrave;o năm 1960 để theo d&otilde;i c&aacute;c t&agrave;u ngầm mang t&ecirc;n lửa hạt nh&acirc;n. Kết quả cho thấy, chỉ với s&aacute;u vệ tinh quay quanh c&aacute;c cực, qu&acirc;n đội c&oacute; thể x&aacute;c định ch&iacute;nh x&aacute;c vị tr&iacute; của t&agrave;u ngầm trong v&ograve;ng v&agrave;i ph&uacute;t.<br />
Từ kết quả đ&oacute;, năm 1970, bộ quốc ph&ograve;ng Hoa Kỳ đ&atilde; quyết định ph&aacute;t triển một hệ vệ tinh để đảm bảo lu&ocirc;n c&oacute; c&aacute;c t&iacute;n hiệu mạnh, ổn định. Nhờ v&agrave;o nguồn tiền đổ v&agrave;o li&ecirc;n tục, c&ugrave;ng c&aacute;c kỹ sư ng&agrave;y đ&ecirc;m l&agrave;m việc, vệ tinh đầu ti&ecirc;n đ&atilde; được ph&oacute;ng l&ecirc;n kh&ocirc;ng gian năm 1978, v&agrave; to&agrave;n bộ hệ vệ tinh đ&atilde; được ho&agrave;n thiện v&agrave;o năm 1993 với 24 vệ tinh.<br />
<br />
<img alt="" src="/admin/webroot/upload/image/images/04-dich-vu-cung-cap-boi-mang-luoi-dinh-vi-ve-tinh-quoc-gia.jpg" style="width: 800px; height: 450px;" /><br />
<br />
</span></span>
<h3>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>2. Một số th&ocirc;ng tin về GPS</strong></span></span></h3>
<br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hệ thống định vị to&agrave;n cầu GPS được ho&agrave;n thiện với đầy đủ chức năng v&agrave;o năm 1994</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trung b&igrave;nh, bộ quốc ph&ograve;ng Hoa Kỳ phải chi 2 tỷ USD mỗi ng&agrave;y để vận h&agrave;nh hệ thống GPS, nhưng lại cho người d&acirc;n to&agrave;n cầu sử dụng miễn ph&iacute;</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Một vệ tinh di chuyển trong kh&ocirc;ng gian với vận tốc 14000km/giờ</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Với một bộ thu t&iacute;n hiệu GPS, bạn c&oacute; thể x&aacute;c định vị tr&iacute; của m&igrave;nh tại bất cứ đ&acirc;u tr&ecirc;n tr&aacute;i đất</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hệ thống GPS hoạt động to&agrave;n thời gian 24h/ng&agrave;y trong mọi điều kiện</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">T&iacute;n hiệu từ vệ tinh c&oacute; thể xuy&ecirc;n cqua nhựa, k&iacute;nh nhưng kh&ocirc;ng xuy&ecirc;n qua được gỗ, đ&aacute; v&agrave; b&ecirc; t&ocirc;ng</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Độ ch&iacute;nh x&aacute;c định vị th&ocirc;ng thường l&agrave; khoảng 5 m&eacute;t, nhưng nếu bạn d&ugrave;ng c&aacute;c bộ thu chuy&ecirc;n dụng như m&aacute;y đo RTK th&igrave; độ ch&iacute;nh x&aacute;c sẽ l&ecirc;n tới milimet</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Với GPS, người ta đo được ch&acirc;u &Uacute;c đang di chuyển với vận tốc 7.3cm/năm theo dướng Đ&ocirc;ng Bắc !</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">C&aacute;c quốc gia kh&aacute;c cũng đang cố gắng x&acirc;y dựng v&agrave; ph&aacute;t triển c&aacute;c hệ vệ tinh cho ri&ecirc;ng m&igrave;nh</span></span></li>
</ul>
<h2>
	<br />
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>II. Hệ thống định vị&nbsp;</strong></span></span><strong style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">to&agrave;n cầu&nbsp;</strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Glonass</strong></span></span></h2>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Glonass l&agrave; hệ thống định vị to&agrave;n cầu&nbsp;<span style="color: rgb(51, 51, 51);">được ph&aacute;t triển bởi Nga (Li&ecirc;n X&ocirc; c</span>ũ)<span style="color: rgb(51, 51, 51);">&nbsp;</span>dựa tr&ecirc;n c&aacute;c vệ tinh trong kh&ocirc;ng gian bay xung quanh tr&aacute;i đất, hệ thống n&agrave;y cung cấp c&aacute;c dịch vụ định vị, dẫn đường, x&aacute;c định thời gian một c&aacute;ch tin cậy, miễn ph&iacute; v&agrave; d&agrave;nh cho tất cả mọi người tr&ecirc;n thế giới.&nbsp;<br />
<br />
</span></span>
<h3>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>1. Một số phi&ecirc;n bản của Glonass</strong></span></span></h3>
<br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">GLONASS - được ph&oacute;ng v&agrave;o năm 1982, nhằm mục đ&iacute;ch hoạt động để định vị thời tiết, đo vận tốc v&agrave; thời gian ở bất kỳ đ&acirc;u tr&ecirc;n thế giới hoặc kh&ocirc;ng gian gần Tr&aacute;i đất của qu&acirc;n đội v&agrave; c&aacute;c tổ chức ch&iacute;nh thức.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">GLONASS-M - ra mắt năm 2003 th&ecirc;m m&atilde; d&acirc;n sự thứ hai, đ&acirc;y l&agrave; dấu mốc quan trọng để c&aacute;c nh&agrave; khảo s&aacute;t ph&aacute;t triển đầu thu tin hiệu vệ tinh phục vụ đo vẽ bản đồ.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">GLONASS-k - bắt đầu trở lại năm 2011 c&oacute; th&ecirc;m 3 loại nữa l&agrave; k1, k2 v&agrave; k. Th&ecirc;m tần số d&acirc;n dụng thứ ba.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">GLONASS-K2 - ra mắt sau năm 2015&nbsp;</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">GLONASS-KM - sẽ ra mắt sau năm 2025 (hiện đang trong giai đoạn nghi&ecirc;n cứu)</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/glonass-erf-com_637013101299011000.jpg" style="width: 800px; height: 443px;" /><br />
<br />
</span></span>
<h3>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>2. Một số th&ocirc;ng tin xung quanh Glonass</strong></span></span></h3>
<br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Từ năm 2011 đến năm 2020, ch&iacute;nh phủ Nga đ&atilde; đầu tư tổng cộng 15 tỷ đ&ocirc; v&agrave; hệ thống định vị Glonass của m&igrave;nh</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">C&oacute; 24 vệ tinh thuộc hệ thống Glonass đang hoạt động v&agrave; bay xung quanh tr&aacute;i đất</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Chiều cao quỹ đạo của Glonass l&agrave; 21150km</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Độ nghi&ecirc;ng so với mặt phẳng quỹ đạo l&agrave; 64.8 độ</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Chu kỳ quỹ đạo của một vệ tinh l&agrave; 11 giờ v&agrave; 16 ph&uacute;t</span></span></li>
</ul>
<h2>
	<br />
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>III.&nbsp; Hệ thống định vị to&agrave;n cầu&nbsp; Galileo</strong></span></span></h2>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Galileo l&agrave; hệ thống định vị vệ tinh to&agrave;n cầu được ph&aacute;t triển bởi li&ecirc;n minh ch&acirc;u &Acirc;u, được điều h&agrave;nh, thiết kế v&agrave; ph&aacute;t triển bởi Cơ quan&nbsp;<a href="https://tracdiathanhdat.vn/">GNSS</a>&nbsp;Ch&acirc;u &Acirc;u (GSA) v&agrave; Cơ quan vũ trụ ch&acirc;u &Acirc;u (ESA). Đ&acirc;y l&agrave; hệ thống định vị đầu ti&ecirc;n tr&ecirc;n thế giới được sử dụng cho c&aacute;c mục đ&iacute;ch d&acirc;n dụng với độ ch&iacute;nh x&aacute;c.</span></span>
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hệ thống định vị vệ tinh to&agrave;n cầu được đặt theo t&ecirc;n của nh&agrave; khoa học Galileo người &Yacute;, &ocirc;ng l&agrave; cha đẻ của việc quan s&aacute;t thi&ecirc;n văn học hiện đại, cha đẻ của ng&agrave;nh vật l&yacute; hiện đại, cũng l&agrave; người khai sinh ra khoa học hiện đại.</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/Galileo.jpg" style="width: 800px; height: 394px;" /><br />
<br />
</span></span>
<h3>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>1. Dịch vụ của Galileo</strong></span></span></h3>
<br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Dịch vụ mở (Open Service &ndash; OS): Miễn ph&iacute; cho tất cả mọi người</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Dịch vụ x&aacute;c thực tin nhắn điều hướng mở (OS-NMA): Miễn ph&iacute; cho tất cả mọi người</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Dịch vụ độ ch&iacute;nh x&aacute;c cao (HAS): Miến ph&iacute; cho tất cả mọi người</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Dịch vụ x&aacute;c thực t&iacute;n hiệu (SAS): Dịch vụ trả ph&iacute; d&agrave;nh cho doanh nghiệp</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Dịch vụ t&igrave;m kiếm cứu hộ cứu nạn (Sar) &ndash; một phần của Cospas-Sarsat</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Dịch vụ điều tiết c&ocirc;ng cộng (PRS) &ndash; Chỉ cung cấp cho người được c&aacute;c cơ quan ch&iacute;nh phủ ủy quyền</span></span></li>
</ul>
<h3>
	<br />
	<strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">2. Điểm mạnh của hệ thống Galileo</span></span></strong></h3>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tuy được sử dụng v&agrave;o mục đ&iacute;ch d&acirc;n sự, nhưng hệ thống Galileo c&oacute; hiệu suất ngang ngửa với những hệ thống định vị được ph&aacute;t triển chủ yếu phục vụ cho qu&acirc;n sự với 3 điểm nhấn được c&aacute;c chuy&ecirc;n gia c&ocirc;ng nhận:</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Ch&iacute;nh x&aacute;c cao: C&oacute; t&iacute;nh năng định vị thời gian thực, độ ch&iacute;nh x&aacute;c cho người d&ugrave;ng l&ecirc;n tới 1m, v&agrave; đạt tới h&agrave;ng centimet nếu sử dụng <a href="https://tracdiathanhdat.vn/may-dinh-vi-ve-tinh-gps-2-tan-so-rtk">RTK</a>&nbsp;chuy&ecirc;n dụng</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tin cậy: Với rất nhiều cải tiến, t&iacute;n hiệu từ vệ tinh Galileo rất ổn định, tin cậy d&ugrave; người d&ugrave;ng ở những địa h&igrave;nh kh&oacute; khăn hiểm trở.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">T&iacute;nh khả dụng: Hệ thống Galileo c&oacute; thể tương th&iacute;ch với c&aacute;c hệ thống kh&aacute;ch như GPS, Glonass, gi&uacute;p cho độ ch&iacute;nh x&aacute;c khi định vị được cải thiện đ&aacute;ng kể.</span></span></li>
</ul>
<h2>
	<br />
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>IV. Hệ thống định vị vệ tinh to&agrave;n cầu Beidou&nbsp;(hay c&ograve;n gọi l&agrave; Bắc Đẩu)</strong></span></span></h2>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hệ vệ tinh Beidou&nbsp;-&nbsp; t&ecirc;n tiếng anh l&agrave; BeiDou Navigation Satellite System, viết tắt l&agrave;&nbsp;BDS, l&agrave; hệ thống định vị vệ tinh do Trung Quốc đầu tư, x&acirc;y dựng v&agrave; ph&aacute;t triển.&nbsp;<br />
Hệ thống&nbsp;Beidou thế hệ đầu ti&ecirc;n, mang t&ecirc;n gọi ch&iacute;nh thức l&agrave;&nbsp;BeiDou Satellite Navigation Experimental System&nbsp;hoặc&nbsp;Beidou 1, gồm 3 vệ tinh hoạt động từ năm 2000, chỉ c&oacute; thể phủ s&oacute;ng trong l&atilde;nh thổ Trung Quốc, v&agrave; phục vụ chủ yếu cho Trung Quốc v&agrave; khu vực, quốc gia l&acirc;n cận. Beidou-1 ngừng hoạt động năm 2012.<br />
Hệ thống Beidou thế hệ 2&nbsp;mang t&ecirc;n ch&iacute;nh thức l&agrave; BeiDou Navigation Satellite System (BDS)&nbsp;hay c&ograve;n gọi l&agrave;&nbsp;COMPASS hoặc&nbsp;BeiDou-2&nbsp;gồm 10 vệ tinh bay tr&ecirc;n quỹ đạo, đi v&agrave;o hoạt động năm 2011 v&agrave; cung cấp dịch vụ cho khu vực Ch&acirc;u &Aacute; Th&aacute;i B&igrave;nh Dương.<br />
Hệ thống Beidou thế hệ thứ 3 (BDS-3) được ph&oacute;ng l&ecirc;n v&agrave;o năm 2015, v&agrave; ho&agrave;n thiện tổng số 35 vệ tinh bay xung quanh quỹ đạo tr&aacute;i đất v&agrave;o năm 2020, ch&iacute;nh thức cung cấp dịnh vị định vị, dẫn đường to&agrave;n cầu, l&agrave; đối trọng của c&aacute;c hệ vệ tinh kh&aacute;c trong hệ thống GNSS: GPS, Galileo, Glonass.&nbsp;Theo thời b&aacute;o China Daily, t&iacute;nh đến năm 2015, c&oacute; &iacute;t nhất 35 tỷ đ&ocirc; đ&atilde; được đầu tư v&agrave;o hệ thống định vị vệ tinh Bắc Đẩu (Beidou).<br />
<br />
</span></span>
<h3>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>1. Nguy&ecirc;n tắc hoạt động của hệ vệ tinh Beidou</strong></span></span></h3>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hệ thống BeiDou &aacute;p dụng 4 nguy&ecirc;n tắc cơ bản l&agrave; cởi mở, độc lập, tương th&iacute;ch v&agrave; tăng dần.</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Nguy&ecirc;n tắc cởi mở: Hệ thống BeiDou sẽ cung cấp dịch vụ mở chất lượng cao miễn ph&iacute; cho người d&ugrave;ng tr&ecirc;n to&agrave;n thế giới v&agrave; giao tiếp với c&aacute;c quốc gia kh&aacute;c để tạo điều kiện ph&aacute;t triển c&ocirc;ng nghệ v&agrave; c&ocirc;ng nghiệp GNSS.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Nguy&ecirc;n tắc độc lập: C&oacute; nghĩa l&agrave; Trung Quốc sẽ ph&aacute;t triển v&agrave; vận h&agrave;nh hệ thống BeiDou một c&aacute;ch độc lập, cung cấp dịch vụ một c&aacute;ch độc lập cho người d&ugrave;ng tr&ecirc;n to&agrave;n thế giới v&agrave; đặc biệt cung cấp c&aacute;c dịch vụ chất lượng cao ở khu vực Ch&acirc;u &Aacute; - Th&aacute;i B&igrave;nh Dương.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Nguy&ecirc;n tắc tương th&iacute;ch: Hệ thống BeiDou sẽ theo đuổi c&aacute;c giải ph&aacute;p để hiện thực khả năng tương th&iacute;ch, tương t&aacute;c với c&aacute;c hệ thống định vị vệ tinh kh&aacute;c để người d&ugrave;ng c&oacute; thể nhận được dịch vụ tốt hơn.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Nguy&ecirc;n tắc tăng dần: Dựa tr&ecirc;n nguy&ecirc;n tắc tăng dần, hệ thống BeiDou sẽ đi theo m&ocirc; h&igrave;nh từng bước ph&ugrave; hợp với sự ph&aacute;t triển kinh tế v&agrave; kỹ thuật ở Trung Quốc, cung cấp c&aacute;c dịch vụ li&ecirc;n tục l&acirc;u d&agrave;i cho người d&ugrave;ng, cải thiện hiệu suất hệ thống v&agrave; đảm bảo qu&aacute; tr&igrave;nh chuyển đổi liền mạch v&agrave; su&ocirc;n sẻ giữa hệ thống c&aacute;c giai đoạn x&acirc;y dựng.</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/he-thong-ve-tinh-beidou-min.jpg" style="width: 800px; height: 453px;" /><br />
<br />
</span></span>
<h3>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>2. C&aacute;c th&agrave;nh phần của hệ thống định vị to&agrave;n cầu Beidou</strong></span></span></h3>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Giống như c&aacute;c&nbsp;hệ thống định vị to&agrave;n cầu GNSS&nbsp;kh&aacute;c, hệ thống định vị vệ tinh Beidou cũng c&oacute; 3 th&agrave;nh phần ch&iacute;nh:</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Th&agrave;nh phần kh&ocirc;ng gian&nbsp;gồm 35 vệ tinh, trong đ&oacute; c&oacute; 5 vệ tinh địa tĩnh v&agrave; 30 vệ tinh động</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Th&agrave;nh phần mặt&nbsp;đất gồm c&aacute;c trạm điều h&agrave;nh tr&ecirc;n mặt đất được đặt tại Trung Quốc v&agrave; c&aacute;c trạm gi&aacute;m s&aacute;t được đặt rải r&aacute;c to&agrave;n cầu.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Th&agrave;nh phần người d&ugrave;ng&nbsp;gồm tất cả c&aacute;c c&aacute; nh&acirc;n, tập thể, doanh nghiệp được trang bị bộ thu t&iacute;n hiệu vệ tinh. V&iacute; dụ&nbsp;như điện thoại th&ocirc;ng minh hoặc thiết bị chuy&ecirc;n dụng đo vẽ bản đồ như&nbsp;m&aacute;y GPS RTK.</span></span></li>
</ul>
<div style="box-sizing: border-box;">
	&nbsp;</div>
<h2>
	<strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">V. Hệ thống&nbsp;định vị&nbsp;</span></span><strong style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">to&agrave;n cầu&nbsp;</strong></strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>IRNSS&nbsp;</strong></span></span><br />
	&nbsp;</h2>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">IRNSS viết tắt của&nbsp;Indian Regional Navigation Satellite System,&nbsp;l&agrave; hệ thống định vị khu vực của Ấn Độ, được ph&aacute;t triển bởi Tổ Chức Nghi&ecirc;n Cứu Kh&ocirc;ng Gian Ấn Độ. Hệ thống n&aacute;y c&oacute; t&aacute;c dụng định vị, chỉ đường v&agrave; một số ứng dụng chỉ giới hạn tại Ấn Độ v&agrave; c&aacute;c khu vực l&acirc;n cận nằm trong b&aacute;n k&iacute;nh 1500km t&iacute;nh từ bi&ecirc;n giới Ấn Độ.</span></span>
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hệ thống dự kiến sẽ cung cấp khả năng quan s&aacute;t vị tr&iacute;, vận tốc v&agrave; thời gian theo thời gian thực ch&iacute;nh x&aacute;c cho người d&ugrave;ng tr&ecirc;n nhiều nền tảng kh&aacute;c nhau với khả năng cung cấp dịch vụ 24 giờ x 7 ng&agrave;y trong mọi điều kiện thời tiết.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hệ thống n&agrave;y kh&ocirc;ng phải l&agrave; hệ thống định vị phủ s&oacute;ng tr&ecirc;n to&agrave;n cầu như hệ thống GPS của Mỹ, Beidou của Trung Quốc, Glonass của Nga hay Galileo của li&ecirc;n minh Ch&acirc;u &Acirc;u.</span></span></li>
</ul>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/fig-11.jpg" style="width: 800px; height: 452px;" /><br />
<br />
<strong>Hiệu suất của IRNSS</strong><br />
<br />
Hệ thống IRNSS hiện cung cấp hai loại dịch vụ:&nbsp;</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">SPS -&nbsp; Standard Position System: Dịch vụ Định vị Ti&ecirc;u chuẩn</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">RS - (Dịch vụ bị hạn chế / được ủy quyền)</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Cả hai dịch vụ n&agrave;y sẽ được cung cấp ở hai tần số, một ở băng tần L5 v&agrave; một ở băng tần S (S-band). Hệ thống n&agrave;y cung cấp độ ch&iacute;nh x&aacute;c vị tr&iacute; tuyệt đối cao hơn 10 m&eacute;t trong phạm vi bi&ecirc;n giới Ấn Độ v&agrave; tốt hơn 20 m&eacute;t (66 ft) ở Ấn Độ Dương cũng như một khu vực k&eacute;o d&agrave;i khoảng 1.500 km (930 mi) xung quanh Ấn Độ.&nbsp;Tuy nhi&ecirc;n, so s&aacute;nh với c&aacute;c hệ thống định vị vệ tinh to&agrave;n cầu kh&aacute;c, t&iacute;n hiệu của IRNSS được cho l&agrave; ổn định hơn do c&oacute; tần số k&eacute;p S v&agrave; L.</span></span><br />
<br />
<h2>
	<span style="font-family:tahoma,geneva,sans-serif;"><span style="font-size:14px;"><strong>VI. Hệ thống định vị to&agrave;n cầu QZSS</strong></span></span></h2>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">QZSS viết tắt của&nbsp;Quasi-Zenith Satellite System&nbsp;-&nbsp;l&agrave; một hệ thống định vị vệ tinh được ph&aacute;t triển bởi Nhật Bản. Mục ti&ecirc;u của QZSS l&agrave; cung cấp c&aacute;c dịch vụ định vị ch&iacute;nh x&aacute;c v&agrave; ổn định cao trong khu vực Ch&acirc;u &Aacute; - Ch&acirc;u Đại Dương, tương th&iacute;ch với GPS v&agrave; c&aacute;c&nbsp;<a href="https://tracdiathanhdat.vn/may-dinh-vi-ve-tinh-gps-2-tan-so-rtk">hệ vệ tinh GNSS to&agrave;n cầu</a>&nbsp;kh&aacute;c. Dịch vụ của QZSS được cung cấp v&agrave;o năm 2018.<br />
<br />
</span></span>
<h3>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>1. Sự h&igrave;nh th&agrave;nh v&agrave; ph&aacute;t triển của QZSS</strong></span></span></h3>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">QZSS được ch&iacute;nh phủ Nhật Bản cho ph&eacute;p v&agrave;o năm 2002. L&uacute;c đầu, hệ thống được ph&aacute;t triển bởi nh&oacute;m Advanced Space Business Corporation (ASBC), bao gồm Mitsubishi Electric Corp., Hitachi Ltd., v&agrave; GNSS Technologies Inc.&nbsp;<br />
Năm 2007, khi ASBC sụp đổ, c&ocirc;ng tr&igrave;nh được tiếp quản bởi JAXA c&ugrave;ng với Trung t&acirc;m Nghi&ecirc;n cứu v&agrave; Ứng dụng Định vị Vệ tinh (SPAC), được th&agrave;nh lập v&agrave;o th&aacute;ng 2 năm 2007 v&agrave; được sự chấp thuận của c&aacute;c Bộ trưởng li&ecirc;n quan đến nghi&ecirc;n cứu v&agrave; ph&aacute;t triển QZSS.<br />
Năm 2010, hoạt động đầu ti&ecirc;n được diễn ra với việc ph&oacute;ng c&aacute;c vệ tinh của hệ thống QZSS l&ecirc;n quỹ đạo. Tất cả chức năng của vệ tinh c&ugrave;ng trạm điều khiển mặt đất đ&atilde; đi v&agrave;o hoạt động v&agrave; mang lại hiệu quả.&nbsp;C&aacute;c thử nghiệm đ&atilde; chỉ ra rằng, một thiết bị thu t&iacute;n hiệu vệ tinh của QZSS lẫn GPS c&oacute; độ ch&iacute;nh x&aacute;c cao hơn 10% so với một thiết bị kh&aacute;c chỉ thu t&iacute;n hiệu GPS.<br />
<br />
Năm 2011, Ch&iacute;nh phủ Nhật Bản đ&atilde; quyết định đẩy nhanh việc triển khai QZSS để hệ thống c&oacute; 7 vệ tinh trong tương lai.&nbsp;<br />
<br />
<img alt="" src="/admin/webroot/upload/image/images/348834197_227781756630652_8609257992783074386_n.jpg" style="width: 800px; height: 450px;" /><br />
<br />
</span></span>
<h3>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>2.&nbsp;</strong></span></span><strong style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">Đặc điểm nổi bật của hệ thống vệ tinh QZSS</strong></h3>
<ul>
	<li>
		<span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">Hệ thống QZSS bao gồm 4 vệ tinh, phủ rộng tr&ecirc;n khu vực Ch&acirc;u &Aacute; &ndash; Th&aacute;i B&igrave;nh Dương.</span></li>
	<li>
		<span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">QZSS c&oacute; thể ph&aacute;t t&iacute;n hiệu bổ trợ, gi&uacute;p n&acirc;ng cao độ ch&iacute;nh x&aacute;c cho kết quả định vị.</span></li>
	<li>
		<span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">V&agrave;o bất cứ thời điểm n&agrave;o cũng sẽ c&oacute; &iacute;t nhất một vệ tinh thuộc hệ thống vệ tinh QZSS bay tr&ecirc;n bầu trời Nhật Bản.</span></li>
	<li>
		<span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">Hệ thống vệ tinh QZSS c&oacute; thể t&iacute;ch hợp với c&aacute;c hệ thống GNSS kh&aacute;c, gi&uacute;p cải thiện độ ch&iacute;nh x&aacute;c v&agrave; tin cậy của định vị.</span></li>
</ul>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>VII. Hệ thống&nbsp;định vị to&agrave;n cầu do Anh triển khai </strong><em>( cập nhật sau)</em></span></span><br />
<br />
<img alt="" src="/admin/webroot/upload/image/images/correctionservices-infrastructure-web-teaser.png" style="width: 800px; height: 381px;" /><br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> &nbsp;</span></span><br />
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			'id' => '658',
			'name' => 'Qui định kỹ thuật  thu nhận và xử lý ảnh số từ máy bay không người lái (UAV)',
			'code' => null,
			'alias' => 'qui-dinh-ky-thuat-thu-nhan-va-xu-ly-anh-so-tu-may-bay-khong-nguoi-lai-uav',
			'cat_id' => '40',
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			'shortdes' => '<span style="font-size:14px;">Việc sử dụng m&aacute;y&nbsp;bay kh&ocirc;ng người l&aacute;i để th&agrave;nh lập bản đồ phải tu&acirc;n theo th&ocirc;ng tư số 07/2021/TT-BTNMT được k&yacute; ng&agrave;y 30/6/2021.</span>',
			'content' => '<h2>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>I. Qui định về m&aacute;y bay kh&ocirc;ng người l&aacute;i&nbsp; (UAV) v&agrave; hệ thống thiết bị&nbsp;</strong></span></span></h2>
<br />
<h3>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">1. Quy định về UAV</span></span></h3>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">- Việc sử dụng UAV phải tu&acirc;n thủ c&aacute;c quy định tại Nghị định số 36/2008/ND-CP ng&agrave;y 28/3/2008 v&agrave; Nghị định số 79/2011/ND-CP ng&agrave;y 5/9/2011 về sửa đổi bổ sung nghị định 36. Ngo&agrave;i ra c&ograve;n tu&acirc;n thủ theo nghị định số 58/2010/ND-CP ng&agrave;y 1/6/2010 quy định chi tiết v&agrave; hướng dẫn thi h&agrave;nh một số điều của luật D&acirc;n qu&acirc;n tự vệ.<br />
- Thiết bị UAV phải thỏa m&atilde;n c&aacute;c ti&ecirc;u chuẩn được quy định tại Th&ocirc;ng tư số 35/2017/TT-BQP ng&agrave;y 12 th&aacute;ng 2 năm 2017 của Bộ trưởng Bộ quốc ph&ograve;ng.</span></span>
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">C&oacute; khả năng bay ở chế độ tự động v&agrave; b&aacute;n tự động</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">C&oacute; trọng lượng cất c&aacute;nh kh&ocirc;ng vượt qu&aacute; 25,0 kg</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">C&oacute; khả năng chịu gi&oacute; tối thiểu 8m/s</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">- Thiết bị v&ocirc; tuyến điện đi k&egrave;m UAV phải được đăng k&yacute; tần số theo quy định tại th&ocirc;ng tư số 05/2015/TT-BTTTT ng&agrave;y 23 th&aacute;ng 3 năm 2015 của Bộ Th&ocirc;ng tin v&agrave; truyền th&ocirc;ng.<br />
<br />
</span></span>
<h3>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">2. Quy định về m&aacute;y ảnh số v&agrave; thiết bị GNSS gắn tr&ecirc;n UAV</span></span></h3>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">- M&aacute;y ảnh số gắn tr&ecirc;n UAV phải c&oacute; ti&ecirc;u cự cố định trong qu&aacute; tr&igrave;nh bay chụp, c&oacute; chế độ tự chụp li&ecirc;n tục, chụp được ảnh m&agrave;u tự nhi&ecirc;n RGB với độ ph&acirc;n giải h&igrave;nh ảnh kh&ocirc;ng nhỏ hơn 20 Megapixel.<br />
- Thiết bị điều khiển mặt đất c&oacute; m&agrave;n h&igrave;nh hiển thị v&agrave; phải c&agrave;i đặt được c&aacute;c chức năng cơ bản. Phần mềm xử l&yacute; phải c&oacute; khả năng xử l&yacute; dữ liệu đầu v&agrave;o bao gồm dừ liệu thu nhận từ UAV v&agrave; dữ liệu trạm cố định, tạo lập c&aacute;c sản phẩm gồm đ&aacute;m m&acirc;y điểm, DSM, DEM, b&igrave;nh đồ ảnh&hellip;<br />
<br />
</span></span>
<h2>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>II. Qui&nbsp;định kỹ thuật về sản phẩm</strong></span></span></h2>
<br />
<h3>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">1. Quy định về ảnh gốc v&agrave; độ cao bay chụp</span></span></h3>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">- Ảnh gốc phải c&oacute; độ tương phản đồng đều, độ s&aacute;ng, độ n&eacute;t, m&agrave;u sắc đảm bảo cho qu&aacute; tr&igrave;nh xử l&yacute;, độ nh&ograve;e kh&ocirc;ng vượt qu&aacute; 0,25 GSD.</span></span><br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">- Độ phủ ngang của ảnh gốc phải đảm bảo từ 60% đến 80%, độ phủ dọc kh&ocirc;ng nhỏ hơn 70%.</span></span><br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">- Độ ph&acirc;n giải mặt đất tu&acirc;n theo bảng sau:</span></span><br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/Bảng 1.png" style="width: 822px; height: 246px;" /><br />
<br />
</span></span>
<h3>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">2. Độ cao bay của UAV </span></span></h3>
Đ<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">ược t&iacute;nh theo c&ocirc;ng thức <strong>H=f*GSD/S</strong><br />
Trong đ&oacute;: f l&agrave; chiều d&agrave;i ti&ecirc;u cự ống k&iacute;nh m&aacute;y, S l&agrave; k&iacute;ch thước Pixel, GSD l&agrave; độ ph&acirc;n giải mặt đất.<br />
<br />
</span></span>
<h3>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">3. Quy định về sản phẩm v&agrave; độ ch&iacute;nh x&aacute;c dữ liệu</span></span></h3>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">- Sản phẩm sau khi xử l&yacute; dữ liệu gồm đ&aacute;m m&acirc;y điểm, DSM, DEM, v&agrave; b&igrave;nh đồ ảnh<br />
- Dữ liệu đ&aacute;m m&acirc;y điểm được lưu trữ ở định dạng LAS, dữ liệu DSM, DEM được lưu trữ ở dạng raster( GEOTIFF-32bit) v&agrave; định dạng ASC II, c&oacute; k&iacute;ch thước dạng lưới &ocirc; vu&ocirc;ng với k&iacute;ch thước quy định tại bảng sau:<br />
<img alt="" src="/admin/webroot/upload/image/images/Bảng 2.png" style="width: 822px; height: 196px;" /><br />
<br />
- Phạm vi dữ liệu phải được cắt chờm bi&ecirc;n 1cm theo tỷ lệ bản đồ, kh&ocirc;ng được c&oacute; điểm trống trong khu vực bay.<br />
- Sai số trung phương độ cao của m&ocirc; h&igrave;nh DEM kh&ocirc;ng vượt qu&aacute; giới hạn tại bảng sau:<br />
<img alt="" src="/admin/webroot/upload/image/images/Bnảg 3.png" style="width: 816px; height: 164px;" /><br />
<br />
- Sản phẩm b&igrave;nh đồ ảnh c&oacute; định dạng GeoTiff- 24 bit, c&oacute; m&agrave;u sắc tự nhi&ecirc;n, h&agrave;i h&ograve;a, kh&ocirc;ng qu&aacute; s&aacute;ng tối, kh&ocirc;ng bị l&oacute;a, kh&ocirc;ng c&oacute; m&acirc;y che. Độ ph&acirc;n giải b&igrave;nh đồ ảnh được quy định theo bảng dưới:<br />
<img alt="" src="/admin/webroot/upload/image/images/Bảng 4.png" style="width: 821px; height: 190px;" /><br />
<br />
- Sai số b&igrave;nh đồ ảnh kh&ocirc;ng vượt qu&aacute; 0,4mm so với điểm khống chế đo vẽ gần nhất theo tỷ lệ bản đồ cần th&agrave;nh lập.<br />
<br />
</span></span>
<h2>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>III. Qui&nbsp;định về thu nhận v&agrave; xử l&yacute; dữ liệu</strong></span></span></h2>
<p style="box-sizing: border-box; font-family: &quot;Helvetica Neue&quot;, Helvetica, Arial, sans-serif; font-weight: 500; line-height: 1.5; color: rgb(51, 51, 51); margin-top: 20px; margin-bottom: 10px; font-size: 16px; text-align: justify;">
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Quy tr&igrave;nh về thu nhận v&agrave; xử l&yacute; dữ liệu gồm c&aacute;c bước sau:</span></span></p>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/Bảng 5.png" style="width: 794px; height: 570px;" /></span></span><br />
<br />
&nbsp;
<h2 id="2-dia-chi-mua-thiet-bi-may-bay-khong-nguoi-lai-uav-uy-tin" style="margin: 0px; padding: 0px; font-family: arial; line-height: 19px; color: rgb(51, 51, 51); text-rendering: optimizelegibility; font-size: 31.5px; text-align: justify;">
	<span style="margin: 0px; padding: 0px; font-size: 14px;"><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;">IV. Địa chỉ mua thiết bị m&aacute;y bay kh&ocirc;ng người l&aacute;i (UAV) uy t&iacute;n</span></span></h2>
<br style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); font-family: arial; font-size: 13px; text-align: justify;" />
<span style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); font-family: arial; text-align: justify; font-size: 14px;"><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;">C&Ocirc;NG TY CP C&Ocirc;NG NGHỆ V&Agrave; TM TH&Agrave;NH ĐẠT chuy&ecirc;n nhập khẩu v&agrave; cung cấp c&aacute;c loại m&aacute;y bay kh&ocirc;ng người l&aacute;i (UAV) phục vụ c&ocirc;ng t&aacute;c khảo s&aacute;t, đo vẽ bản đồ uy t&iacute;n l&acirc;u năm tr&ecirc;n to&agrave;n quốc. C&aacute;c loại UAV m&agrave; ch&uacute;ng t&ocirc;i ph&acirc;n phối bao gồm:</span></span><br style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); font-family: arial; font-size: 13px; text-align: justify;" />
<br style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); font-family: arial; font-size: 13px; text-align: justify;" />
<ul style="margin: 0px; padding: 0px 0px 0px 15px; color: rgb(51, 51, 51); font-family: arial; font-size: 13px; text-align: justify;">
	<li style="margin: 0px; padding: 0px; line-height: 20px;">
		<span style="margin: 0px; padding: 0px; font-size: 14px;"><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;">Phantom 4 RTK,</span></span></li>
	<li style="margin: 0px; padding: 0px; line-height: 20px;">
		<span style="margin: 0px; padding: 0px; font-size: 14px;"><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;">Matrice 300 RTK</span></span></li>
	<li style="margin: 0px; padding: 0px; line-height: 20px;">
		<span style="margin: 0px; padding: 0px; font-size: 14px;"><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;">Mavic 2 Enterprise</span></span></li>
	<li style="margin: 0px; padding: 0px; line-height: 20px;">
		<span style="margin: 0px; padding: 0px; font-size: 14px;"><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;">Mavic 3</span></span></li>
	<li style="margin: 0px; padding: 0px; line-height: 20px;">
		<span style="margin: 0px; padding: 0px; font-size: 14px;"><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;">Matrice 600 Pro</span></span></li>
	<li style="margin: 0px; padding: 0px; line-height: 20px;">
		<span style="margin: 0px; padding: 0px; font-size: 14px;"><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;">Lidar L1, Pin cho Phantom 4, Pin M300 TB60</span></span></li>
	<li style="margin: 0px; padding: 0px; line-height: 20px;">
		<span style="margin: 0px; padding: 0px; font-size: 14px;"><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;">D-RTK2</span></span></li>
</ul>
<br style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); font-family: arial; font-size: 13px; text-align: justify;" />
<span style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); font-family: arial; text-align: justify; font-size: 14px;"><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;"><u style="margin: 0px; padding: 0px;"><strong style="margin: 0px; padding: 0px;">Li&ecirc;n hệ:&nbsp;</strong></u><br style="margin: 0px; padding: 0px;" />
<br style="margin: 0px; padding: 0px;" />
Số 50 L&aacute;ng Hạ, Đống Đa, H&agrave; Nội<br style="margin: 0px; padding: 0px;" />
Số 5/161 Nguyễn Tu&acirc;n. Thanh Xu&acirc;n, H&agrave; Nội<br style="margin: 0px; padding: 0px;" />
Tel: 024.37764930<br style="margin: 0px; padding: 0px;" />
Hotline: 0913051734 (call/imesage/zalo)<br style="margin: 0px; padding: 0px;" />
Website:&nbsp;<a href="http://www.tracdiathanhdat.vn/?fbclid=IwAR3altI5BIG46Mm2_6oxBl-TQxXGfXGEm4M1GUGsoDeNELr3WrYUlO7g2jk" style="margin: 0px; padding: 0px; color: rgb(74, 75, 75); text-decoration-line: none; transition: color 0.2s linear 0s; font-size: 13px;" target="_blank">www.tracdiathanhdat.vn</a><br style="margin: 0px; padding: 0px;" />
Email: tracdiathanhdat@gmail.com</span></span><br style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); font-family: arial; font-size: 13px; text-align: justify;" />
<span style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); font-family: arial; font-size: 13px; text-align: justify;">&nbsp;</span><br style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); font-family: arial; font-size: 13px; text-align: justify;" />
<span style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); font-family: arial; text-align: justify; font-size: 14px;"><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;"><strong style="margin: 0px; padding: 0px;">@ Lu&ocirc;n&nbsp;đồng h&agrave;nh c&ugrave;ng bạn!</strong></span></span>',
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			'name' => 'Vì sao bạn nên sở hữu một chiếc máy đo khoảng cách laser? ',
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			'shortdes' => '<span style="font-family:tahoma,geneva,sans-serif;"><span style="font-size:14px;"><span style="color: rgb(5, 5, 5); white-space: pre-wrap;">M&aacute;y đo khoảng c&aacute;ch laser mang tới nhiều tiện &iacute;ch thi&ecirc;́t thực, phục vụ cho nhiều c&ocirc;ng t&aacute;c đo đạc kh&aacute;c nhau. M&aacute;y hoạt động mạnh mẽ với nhiều t&iacute;nh năng chuy&ecirc;n s&acirc;u sẽ gi&uacute;p c&ocirc;ng việc đo đạc trở l&ecirc;n đơn giản, tiện lợi v&agrave; nhanh ch&oacute;ng hơn.</span></span></span>',
			'content' => '<h2>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">1. M&aacute;y đo khoảng c&aacute;ch laser (hay c&ograve;n gọi l&agrave; thước laser) l&agrave; g&igrave;?</span></span></h2>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">M&aacute;y đo khoảng c&aacute;ch laser l&agrave;&nbsp;thiết bị được sử dụng để x&aacute;c định ch&iacute;nh x&aacute;c khoảng c&aacute;ch giữa hai điểm một c&aacute;ch ch&iacute;nh x&aacute;c bằng tia laser. Khi sử dụng thiết bị n&agrave;y, người đo kh&ocirc;ng cần phải tiếp x&uacute;c trực tiếp đến c&aacute;c điểm, hoặc sử dụng đến c&aacute;c phương tiện truyền th&ocirc;ng như thước d&acirc;y, thước th&eacute;p.<br />
<br />
<img alt="" src="/admin/webroot/upload/image/images/201203071451_0(2).jpg" style="width: 680px; height: 346px;" /></span></span>
<h2>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>2. Khoảng c&aacute;ch đo v&agrave; độ ch&iacute;nh x&aacute;c của thước laser</strong></span></span></h2>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Thước laser c&oacute; thể đo được khoảng c&aacute;ch xa l&ecirc;n tới 400- 500m với độ ch&iacute;nh x&aacute;c +-2mm. Tuy nhi&ecirc;n, tại Việt Nam, c&aacute;c kỹ sư thường sử dụng c&aacute;c loại thước laser đo ở khoảng c&aacute;ch 40 - 100m để đo đạc trong một kh&ocirc;ng gian vừa đủ. Ở những khu vực đo rộng lớn hơn, để phục vụ cho c&ocirc;ng t&aacute;c đo đạc, khảo s&aacute;t người ta sẽ sử dụng c&aacute;c loại m&aacute;y như: kinh vĩ, m&aacute;y to&agrave;n đạc, m&aacute;y GPS 2 tần, ...<br />
<img alt="" src="/admin/webroot/upload/image/images/May_do_laser_Leica__DISTO_D110(2).jpg" style="width: 680px; height: 398px;" /></span></span><br />
<h2>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>3. L&yacute; do bạn n&ecirc;n sở hữu một chiếc thước laser</strong></span></span></h2>
<br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Nhỏ gọn, nhẹ nh&agrave;ng:</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Với k&iacute;ch thước nhỏ hơn một chiếc điện thoại di động, thước laser c&oacute; thể dễ d&agrave;ng được mang theo tr&ecirc;n mọi địa h&igrave;nh.<br />
</span></span>
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tiện dụng:</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Khoảng c&aacute;ch giữa c&aacute;c vật được x&aacute;c định nhanh ch&oacute;ng chỉ trong v&agrave;i thao t&aacute;c. Trong khi nếu sử dụng m&aacute;y to&agrave;n đạc, m&aacute;y GPS 2 tần số, người d&ugrave;ng phải mất thời gian thiết lập.<br />
</span></span>
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Nhiều ứng dụng:</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Thước laser c&oacute; thể chia khoảng, t&iacute;nh diện t&iacute;ch, thể t&iacute;ch, đo gi&aacute;n tiếp,... Nhiều thước laser c&ograve;n được hỗ trợ bởi ứng dụng Android.<br />
</span></span>
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Gi&aacute; th&agrave;nh rẻ:</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Bạn c&oacute; thể sở hữu một chiếc thước laser với chỉ với một ng&acirc;n s&aacute;ch hợp l&yacute; từ v&agrave;i trăm đến khoảng hơn 1 triệu đồng (tuỳ từng model v&agrave; h&atilde;ng sản xuất).<br />
<br />
<img alt="" src="/admin/webroot/upload/image/images/Banner 14_9(2).png" style="width: 680px; height: 544px;" /><br />
&nbsp; </span></span><br />
<h2>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">4.&nbsp;<span style="color: rgb(51, 51, 51); text-align: justify;">Địa chỉ mua m</span>&aacute;y đo khoảng c&aacute;ch laser&nbsp;<span style="color: rgb(51, 51, 51); text-align: justify;">uy t&iacute;n</span></span></span></h2>
<br style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); font-family: arial; font-size: 13px; text-align: justify;" />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); text-align: justify;"><span style="margin: 0px; padding: 0px;">C&Ocirc;NG TY CP C&Ocirc;NG NGHỆ V&Agrave; TM TH&Agrave;NH ĐẠT chuy&ecirc;n nhập khẩu v&agrave; ph&acirc;n phối c&aacute;c loại m&aacute;y đo khoảng c&aacute;ch laser của c&aacute;c h&atilde;ng Bosch, Leica, Sincon, Laisai, Total Meter, SNDWAY,..&nbsp;phục vụ c&ocirc;ng t&aacute;c&nbsp;thi c&ocirc;ng nội, ngoại thất.</span></span><br />
<br />
<span style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); text-align: justify;"><span style="margin: 0px; padding: 0px;">Với hơn 20 năm kinh nghiệm c&ugrave;ng</span></span><span style="color: rgb(51, 51, 51); text-align: justify;">&nbsp;</span><span style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); text-align: justify;"><span style="margin: 0px; padding: 0px;">đội ngũ nh&acirc;n vi&ecirc;n, kỹ thuật vi&ecirc;n năng động, c&oacute; tr&igrave;nh độ cao&nbsp;</span></span><span style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); text-align: justify;">ch&uacute;ng t&ocirc;i&nbsp;tự h&agrave;o v&agrave; tin tưởng Qu&yacute; kh&aacute;ch h&agrave;ng sẽ h&agrave;i l&ograve;ng khi sử dụng c&aacute;c sản phẩm v&agrave; dịch vụ do ch&uacute;ng t&ocirc;i cung cấp.</span></span></span><br style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); font-family: arial; font-size: 13px; text-align: justify;" />
<div style="margin: 0px; padding: 0px; line-height: 20px;">
	&nbsp;</div>
<br style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); font-family: arial; font-size: 13px; text-align: justify;" />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); text-align: justify;"><span style="margin: 0px; padding: 0px;"><u style="margin: 0px; padding: 0px;"><strong style="margin: 0px; padding: 0px;">Li&ecirc;n hệ:&nbsp;</strong></u><br style="margin: 0px; padding: 0px;" />
<br style="margin: 0px; padding: 0px;" />
Số 50 L&aacute;ng Hạ, Đống Đa, H&agrave; Nội<br style="margin: 0px; padding: 0px;" />
Số 5/161 Nguyễn Tu&acirc;n. Thanh Xu&acirc;n, H&agrave; Nội<br style="margin: 0px; padding: 0px;" />
Tel: 024.37764930<br style="margin: 0px; padding: 0px;" />
Hotline: 0913051734 (call/imesage/zalo)<br style="margin: 0px; padding: 0px;" />
Website:&nbsp;<a href="http://www.tracdiathanhdat.vn/?fbclid=IwAR3altI5BIG46Mm2_6oxBl-TQxXGfXGEm4M1GUGsoDeNELr3WrYUlO7g2jk" style="margin: 0px; padding: 0px; color: rgb(74, 75, 75); text-decoration-line: none; transition: color 0.2s linear 0s; font-size: 13px;" target="_blank">www.tracdiathanhdat.vn</a><br style="margin: 0px; padding: 0px;" />
Email: tracdiathanhdat@gmail.com</span></span><br style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); font-family: arial; font-size: 13px; text-align: justify;" />
<span style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); text-align: justify;">&nbsp;</span><br style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); font-family: arial; font-size: 13px; text-align: justify;" />
<span style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); text-align: justify;"><span style="margin: 0px; padding: 0px;"><strong style="margin: 0px; padding: 0px;">@ Lu&ocirc;n&nbsp;đồng h&agrave;nh c&ugrave;ng bạn!</strong></span></span></span></span><br />
<br />
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			'content' => '<span style="font-size: 14px; font-family: tahoma, geneva, sans-serif;"><span style="color: rgb(85, 85, 85); text-align: justify; line-height: 16.8667px;"><em>Hiện nay</em> c</span><span style="color: rgb(85, 85, 85); text-align: justify; font-style: italic; line-height: 16.8667px;">&ocirc;ng nghệ chụp ảnh từ c&aacute;c thiết bị bay kh&ocirc;ng người l&aacute;i (Unmanned Aerial Vehicles -&nbsp;UAV) l&agrave; c&ocirc;ng nghệ được nghi&ecirc;n cứu v&agrave; sử dụng ở nhiều nước tr&ecirc;n thế giới như:&nbsp;Nga, Mỹ, Thụy sĩ,&hellip;&nbsp;Việc ứng dụng c&ocirc;ng nghệ bay chụp ảnh từ c&aacute;c thiết bị bay kh&ocirc;ng người l&aacute;i trong c&ocirc;ng t&aacute;c khảo s&aacute;t địa h&igrave;nh đang rất được quan t&acirc;m v&agrave; &aacute;p dụng. C&ocirc;ng nghệ n&agrave;y c&oacute; rất nhiều ưu điểm so với c&aacute;c phương ph&aacute;p khảo s&aacute;t truyền thống như:gi&aacute; th&agrave;nh thấp, nhanh ch&oacute;ng, tiện dụng, độ ch&iacute;nh x&aacute;c cao (do độ ph&acirc;n giải của m&aacute;y chụp ảnh cao v&agrave; UAV bay ở độ cao thấp), đo được c&aacute;c khu vực c&oacute; địa h&igrave;nh phức tạp hiểm trở, kh&oacute; khắn, r&uacute;t ngắn thời gian cho c&ocirc;ng t&aacute;c khảo s&aacute;t th&agrave;nh lập bản đồ địa h&igrave;nh so với c&aacute;c thiết bị kh&aacute;c&hellip;</span><br />
<br />
<strong>A. L</strong></span><strong><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">ợi &iacute;ch c</span><span style="font-family:tahoma,geneva,sans-serif;"><span style="font-size:14px;">ủa</span></span>&nbsp;<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">ứng dụng UAV trong khảo s&aacute;t địa h&igrave;nh n&oacute;i ri&ecirc;ng v&agrave; trong việc th&agrave;nh lập bản đồ</span></span></strong><br />
<br />
<ul>
	<li>
		<span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">Tiết kiệm chi ph&iacute;. Theo phương ph&aacute;p khảo s&aacute;t địa h&igrave;nh truyền thống, nếu khu vực qu&aacute; rộng lớn hoặc c&oacute; thể chia cắt nhiều th&igrave; việc khảo s&aacute;t đo đạc rất kh&oacute; khăn. Ng&acirc;n s&aacute;ch cho việc đo đạc khảo s&aacute;t gia tăng rất nhiều. Với Drone RTK, c&aacute;c trường hợp kh&oacute; khăn đ&oacute; sẽ được giải quyết v&agrave; chi ph&iacute; sẽ rẻ hơn nhiều.</span></li>
	<li>
		<span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">Tiến độ khảo s&aacute;t nhanh tr&ecirc;n phạm vi lớn. Với c&ocirc;ng nghệ Drone RTK hiện nay, việc khảo s&aacute;t địa h&igrave;nh tr&ecirc;n một phạm vị lớn. Chỉ cần 1-2 ng&agrave;y l&agrave;m ho&agrave;n th&agrave;nh c&ocirc;ng việc ở hiện trường. Trong khi đo đạc địa h&igrave;nh 1/1000 ở khu vực rộng lớn th&igrave; nhiều khi l&ecirc;n đến hơn 30 ng&agrave;y. V&iacute; dụ khu vực khảo s&aacute;t 300ha, đo đạc địa h&igrave;nh 1/1000 2 tổ đội c&oacute; thể mất 20-30 ng&agrave;y l&agrave;m việc.</span></li>
	<li>
		<span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">Lưu giữ cả h&igrave;nh ảnh để xem x&eacute;t đối chiếu khi cần thiết. H&igrave;nh ảnh trực quan tại thời điểm bay chụp, n&oacute; l&agrave; nguồn t&agrave;i liệu lịch sử qu&yacute; gi&aacute; để kiểm tra đối chiếu khi kiểm tra dự &aacute;n.</span></li>
	<li>
		<span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">Độ ch&iacute;nh x&aacute;c tương đương với c&ocirc;ng nghệ đo đạc truyền thống nếu sử dụng Drone RTK. Tuy nhi&ecirc;n, việc n&agrave;y đ&ograve;i hỏi tư vấn khảo s&aacute;t địa h&igrave;nh phải c&oacute; nhiều kinh nghiệm.</span></li>
	<li>
		<span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">Rất tiết kiệm nếu dự &aacute;n mới chỉ ở bước khảo s&aacute;t sơ bộ. Chưa ch&iacute;nh thức triển khai, chỉ ở mức đ&aacute;nh gi&aacute; tiền khả thi.</span></li>
	<li>
		<span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">Khảo s&aacute;t ở những địa h&igrave;nh đồi n&uacute;i hiểm trở cho c&aacute;c c&ocirc;ng tr&igrave;nh dạng tuyến: đường giao th&ocirc;ng, đường d&acirc;y truyền tải điện&hellip;.</span></li>
</ul>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hiện nay, th</span>iết bị được sử dụng phổ&nbsp;<span style="font-family:tahoma,geneva,sans-serif;">biến nhất vẫn l&agrave; Phantom 4 RTK của h&atilde;ng DJI.&nbsp;<br />
<br />
<strong>B. Hạn chế của phương ph&aacute;p đo đạc bằng Drone RTK trong khảo s&aacute;t địa h&igrave;nh</strong><br />
<br />
Việc xin ph&eacute;p bay chụp ảnh để th&agrave;nh lập bản đồ địa h&igrave;nh hiện nay phức tạp trong c&aacute;c thủ tục xin ph&eacute;p bay chụp (thời gian xin ph&eacute;p l&ecirc;n tới 5-7 ng&agrave;y).<br />
<br />
Đối với những v&ugrave;ng địa h&igrave;nh chưa quen thuộc, rất dễ bị rơi mất m&aacute;y bay nếu t&iacute;nh to&aacute;n ước t&iacute;nh độ cao bay chụp sai lầm.<br />
<br />
Thời lượng pin của m&aacute;y bay hiện tại c&ograve;n hạn chế.&nbsp;Thời gian bay chụp của một ca m&aacute;y chỉ khoảng 20-30 ph&uacute;t. Việc thiết kế tuyến bay chụp đ&ograve;i hỏi người khảo s&aacute;t c&oacute; nhiều kinh nghiệm để tối ưu h&oacute;a việc bay chụp cho dự &aacute;n.</span></span><br />
<br />
<img alt="" src="/admin/webroot/upload/image/images/UAV banner.png" style="font-family: tahoma, geneva, sans-serif; font-size: 14px; width: 680px; height: 570px;" /><br />
<span class="emoji-sizer emoji-outer " style="display: inline-block; overflow: hidden; letter-spacing: 50px; color: transparent; text-shadow: none; width: 22px; height: 22px; font-family: &quot;Segoe UI&quot;, SegoeuiPc, &quot;San Francisco&quot;, &quot;Helvetica Neue&quot;, Helvetica, &quot;Lucida Grande&quot;, Roboto, Ubuntu, Tahoma, &quot;Microsoft Sans Serif&quot;, Arial, sans-serif; font-size: 15px; background: url(&quot;assets/emoji.1e7786c93c8a0c1773f165e2de2fd129.png?v=20180604&quot;) 6% 15% / 5100%; -webkit-user-drag: element; margin: 0px 0px -3px;">✅</span><span class="text" style="user-select: text; white-space: pre-wrap; color: rgb(0, 26, 51); font-family: &quot;Segoe UI&quot;, SegoeuiPc, &quot;San Francisco&quot;, &quot;Helvetica Neue&quot;, Helvetica, &quot;Lucida Grande&quot;, Roboto, Ubuntu, Tahoma, &quot;Microsoft Sans Serif&quot;, Arial, sans-serif; font-size: 15px;"> </span>',
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			'title_seo' => 'GNSS RTK',
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			'meta_des' => 'Máy RTK, máy định vị vệ tinh RTK, máy GPS RTK, máy định vị vệ tinh GNSS RTK, máy RTK giá rẻ, máy RTK tốt nhất',
			'created' => '2021-09-28',
			'modified' => '2026-02-01',
			'status' => '1',
			'view' => '662887',
			'slug' => 'khao-sat-dia-hinh-bang-flycam-uav-rtk',
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			'name' => 'Blogs',
			'parent_id' => null,
			'alias' => 'blogs',
			'images' => '',
			'lft' => '103',
			'rght' => '104',
			'pos' => '5',
			'status' => '1',
			'title_seo' => 'tin tức trắc địa, cập nhật xu hướng đo đạc mới, công nghệ đo đạc, thiết bị đo đạc hiện đại, mẹo kỹ thuật trắc địa, sai số đo đạc, hệ tọa độ VN-2000, GNSS, RTK, GPS trắc địa, phần mềm trắc địa, phần mềm GIS, SurPad, LandStar, Magnet Field, Leica Captivate, Trimble Access',
			'meta_key' => 'tin tức trắc địa, cập nhật xu hướng đo đạc mới, công nghệ đo đạc, thiết bị đo đạc hiện đại, mẹo kỹ thuật trắc địa, sai số đo đạc, hệ tọa độ VN-2000, GNSS, RTK, GPS trắc địa, phần mềm trắc địa, phần mềm GIS, SurPad, LandStar, Magnet Field, Leica Captivate, Trimble Access',
			'meta_des' => 'phần mềm máy đo đạc, phần mềm GIS, phần mềm trút dữ liệu',
			'created' => '2015-12-16',
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			'slug' => 'blogs',
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			'hot' => '0',
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	(int) 5 => array(
		'Post' => array(
			'id' => '652',
			'name' => 'AUTO HEIGHT - Tính năng hỗ trợ đỉnh cao của máy toàn đạc Leica thế hệ mới',
			'code' => null,
			'alias' => 'auto-height-tinh-nang-ho-tro-dinh-cao-cua-may-toan-dac-leica-the-he-moi',
			'cat_id' => '40',
			'price' => '0',
			'type' => 'new',
			'shortdes' => '<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trong c&aacute;c m&aacute;y to&agrave;n đạc điện tử hiện nay, Leica FlexLine TS07 v&agrave; Leica FlexLine TS10 được Leica t&iacute;ch hợp th&ecirc;m&nbsp;t&iacute;nh năng tự đo chiều cao m&aacute;y &ndash; AutoHeight&nbsp;nhằm gi&uacute;p c&aacute;c kỹ sư l&agrave;m việc nhanh ch&oacute;ng v&agrave; ch&iacute;nh x&aacute;c hơn.</span></span>',
			'content' => '<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trong tất cả c&aacute;c chương tr&igrave;nh đo ứng dụng, khảo s&aacute;t với&nbsp;m&aacute;y to&agrave;n đạc điện tử, chiều cao m&aacute;y l&agrave; một trong những th&ocirc;ng tin kh&ocirc;ng thể thiếu để phần mềm m&aacute;y c&oacute; thể t&iacute;nh to&aacute;n v&agrave; cho ra kết quả của c&aacute;c b&agrave;i to&aacute;n kh&aacute;c nhau.<br />
<br />
Tuy nhi&ecirc;n, việc đo cao m&aacute;y bằng thước th&eacute;p truyền thống mang lại nhiều bất tiện như:</span></span></span><br />
<ul>
	<li>
		<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Qu&ecirc;n mang thước th&eacute;p khi ra thực địa</span></span></span></li>
	<li>
		<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Sai số lớn do qu&aacute; tr&igrave;nh đo bằng tay</span></span></span></li>
	<li>
		<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Nhập cao m&aacute;y bằng tay đ&ocirc;i khi nhầm lẫn</span></span></span></li>
	<li>
		<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Mất nhiều thời gian</span></span></span></li>
</ul>
<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trải qua hơn 200 năm ph&aacute;t triển trong lĩnh vực đo đạc trắc địa,&nbsp;Leica Geosystems&nbsp;thấu hiểu những kh&oacute; khăn m&agrave; người sử dụng gặp phải. Năm 2020,&nbsp;h&atilde;ng đ&atilde; cho ra đời t&iacute;nh năng AutoHeight ( Tự đo chiều cao m&aacute;y chỉ với một n&uacute;t bấm hay chấm b&uacute;t&nbsp; đơn giản). T&iacute;nh năng n&agrave;y mang lại sự kh&aacute;c biệt so với phần c&ograve;n lại &ndash; Giải quyết triệt để c&aacute;c vấn đề li&ecirc;n quan đến việc đo chiều cao trạm m&aacute;y bằng phương ph&aacute;p truyền thống.&nbsp;</span></span></span><br />
<br />
<h2>
	<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>1. Tổng quan về chức năng Auto Height</strong></span></span></span></h2>
<br />
<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Như đ&atilde; biết, khi thiết lập v&agrave; định hướng trạm m&aacute;y, c&aacute;c kỹ sư phải bật tia laser dọi t&acirc;m để c&acirc;n bằng m&aacute;y một c&aacute;ch ch&iacute;nh x&aacute;c.<br />
Tuy nhi&ecirc;n, nh&agrave; sản xuất Leica lại cải tiến lu&ocirc;n tia laser dọi t&acirc;m n&agrave;y bằng một tia laser c&oacute; chức năng&nbsp;đo EDM, vừa l&agrave; một tia đỏ c&ocirc;ng suất lớn c&oacute; thể nh&igrave;n thấy, vừa c&oacute; thể đo khoảng c&aacute;ch bằng cơ chế đo EDM.<br />
Modul đo cao m&aacute;y tự động c&oacute; chỉ ti&ecirc;u kỹ thuật cao, đ&aacute;p ứng được c&aacute;c chỉ ti&ecirc;u trong qu&aacute; tr&igrave;nh đo đạc:</span></span></span><br />
<ul>
	<li>
		<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Độ ch&iacute;nh x&aacute;c 1mm&nbsp;</span></span></span></li>
	<li>
		<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Phạm vi đo từ 0,7 đến đến 2,7m</span></span></span></li>
	<li>
		<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tốc độ đo ti&ecirc;u dưới 3s</span></span></span></li>
</ul>
<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/do-cao-may-bang-thuoc-thep.jpg" style="width: 680px; height: 484px;" /></span></span><br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">&nbsp;</span></span></span><br />
<h2>
	<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>2. Ưu điểm của t&iacute;nh năng Auto Height</strong></span></span></span></h2>
<br />
<li>
	<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kh&ocirc;ng mất thời gian trong như khi đo thước bằng tay.</span></span></span></li>
<li>
	<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Chiều cao m&aacute;y ch&iacute;nh x&aacute;c v&agrave; đ&aacute;ng tin cậy.</span></span></span></li>
<li>
	<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kh&ocirc;ng nhầm lẫn trong việc đọc v&agrave; nhập chiều cao m&aacute;y bằng tay.</span></span></span></li>
<li>
	<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kh&ocirc;ng cần c&oacute; th&ecirc;m dụng cụ để vận h&agrave;nh.</span></span></span></li>
<br />
<h2>
	<span style="color:#000000;"><strong><span style="font-size: 14px;"><span style="font-family: tahoma, geneva, sans-serif;">3. Một số lưu &yacute; khi thao t&aacute;c t&iacute;nh năng&nbsp; AutoHeight</span></span></strong></span></h2>
<p>
	<br />
	<span style="color:#000000;"><span style="font-size: 14px;"><span style="font-family: tahoma, geneva, sans-serif;">- Qu&aacute; tr&igrave;nh bấm đo, c&oacute; thể c&oacute; ph&aacute;t sinh v&agrave; phần mềm th&ocirc;ng minh sẽ xuất hiện cảnh b&aacute;o.&nbsp; C&aacute;c cảnh b&aacute;o n&agrave;y gi&uacute;p ta biết cường độ phản xạ t&iacute;n hiệu đo qu&aacute; mạnh hoặc cần phải giảm cường độ ph&aacute;t t&iacute;n hiệu.<br />
	- Ch&acirc;n m&aacute;y để bị nghi&ecirc;ng hoặc sau khi c&acirc;n m&aacute;y, tia đo bị vướng ốc giữ m&aacute;y, m&agrave;n h&igrave;nh nhắc cho ta quay th&acirc;n m&aacute;y 180 độ để tho&aacute;t ra khắc phục v&agrave; đo tiếp.<br />
	- Khi thực hiện c&ocirc;ng t&aacute;c đo tr&ecirc;n địa h&igrave;nh như: ruộng nước hay b&ugrave;n nh&atilde;o, n&oacute; hấp thụ tia ph&aacute;t n&ecirc;n kh&ocirc;ng đo được. Ta c&oacute; thể khắc phục bằng c&aacute;ch đặt vật cứng v&agrave;o điểm dọi.</span></span></span></p>
<ul>
</ul>
<br />
<span style="color:#000000;"><iframe allow="accelerometer; autoplay; clipboard-write; encrypted-media; gyroscope; picture-in-picture" allowfullscreen="" frameborder="0" height="480" src="https://www.youtube.com/embed/H0T3O_ikSi8" title="YouTube video player" width="680"></iframe></span>
<p>
	&nbsp;</p>
<h2>
	<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">4.</span></span>&nbsp;<strong style="color: rgb(51, 51, 51); font-family: arial; font-size: 31.5px; text-align: justify; margin: 0px; padding: 0px;"><span style="margin: 0px; padding: 0px; font-size: 14px;"><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;">Địa chỉ mua m&aacute;y to&agrave;n đạc điện tử uy t&iacute;n</span></span></strong></span></h2>
<p style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); font-family: arial; font-size: 13px; text-align: justify;">
	<br style="margin: 0px; padding: 0px;" />
	<span style="color:#000000;"><span style="margin: 0px; padding: 0px; font-size: 14px;"><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;">C&Ocirc;NG TY CP C&Ocirc;NG NGHỆ V&Agrave; TM TH&Agrave;NH ĐẠT chuy&ecirc;n nhập khẩu, cung cấp v&agrave; chuyển giao c&ocirc;ng nghệ c&aacute;c loại m&aacute;y to&agrave;n đạc điện tử của c&aacute;c h&atilde;ng LEICA, NIKON, TOPCON, TRIMPLE, GEOMAX, SOKKIA, PENTAX phục vụ c&ocirc;ng t&aacute;c khảo s&aacute;t, thiết kế, x&acirc;y dựng v&agrave; đo vẽ bản đồ uy t&iacute;n l&acirc;u năm tr&ecirc;n to&agrave;n quốc.&nbsp;</span></span></span></p>
<div style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); font-family: arial; font-size: 13px; text-align: justify; line-height: 20px;">
	<br style="margin: 0px; padding: 0px;" />
	<span style="color:#000000;"><span style="margin: 0px; padding: 0px; font-size: 14px;"><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;">Với hơn 20 năm kinh nghiệm c&ugrave;ng</span></span><span style="margin: 0px; padding: 0px;">&nbsp;</span><span style="margin: 0px; padding: 0px; font-size: 14px;"><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;">đội ngũ nh&acirc;n vi&ecirc;n, kỹ thuật vi&ecirc;n năng động, c&oacute; tr&igrave;nh độ cao&nbsp;</span></span><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif; font-size: 14px;">ch&uacute;ng t&ocirc;i&nbsp;tự h&agrave;o v&agrave; tin tưởng Qu&yacute; kh&aacute;ch h&agrave;ng sẽ h&agrave;i l&ograve;ng khi sử dụng c&aacute;c sản phẩm v&agrave; dịch vụ do ch&uacute;ng t&ocirc;i cung cấp.</span></span></div>
<p style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); font-family: arial; font-size: 13px; text-align: justify;">
	<br style="margin: 0px; padding: 0px;" />
	<span style="color:#000000;"><span style="margin: 0px; padding: 0px; font-size: 14px;"><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;"><u style="margin: 0px; padding: 0px;"><strong style="margin: 0px; padding: 0px;">Li&ecirc;n hệ:&nbsp;</strong></u><br style="margin: 0px; padding: 0px;" />
	<br style="margin: 0px; padding: 0px;" />
	Số 145 L&aacute;ng Hạ, Đống Đa, H&agrave; Nội<br style="margin: 0px; padding: 0px;" />
	Số 5/161 Nguyễn Tu&acirc;n. Thanh Xu&acirc;n, H&agrave; Nội<br style="margin: 0px; padding: 0px;" />
	Tel: 024.37764930<br style="margin: 0px; padding: 0px;" />
	Hotline: 0913051734 (call/imesage/zalo)<br style="margin: 0px; padding: 0px;" />
	Website:&nbsp;</span></span></span><span style="margin: 0px; padding: 0px; font-size: 14px;"><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;"><a href="http://www.tracdiathanhdat.vn/?fbclid=IwAR3altI5BIG46Mm2_6oxBl-TQxXGfXGEm4M1GUGsoDeNELr3WrYUlO7g2jk" style="margin: 0px; padding: 0px; color: rgb(74, 75, 75); text-decoration-line: none; transition: color 0.2s linear 0s; font-size: 13px;" target="_blank"><span style="color:#000000;">www.tracdiathanhdat.vn</span></a><br style="margin: 0px; padding: 0px;" />
	<span style="color:#000000;"> Email: tracdiathanhdat@gmail.com<br style="margin: 0px; padding: 0px;" />
	<br style="margin: 0px; padding: 0px;" />
	<strong style="margin: 0px; padding: 0px;">@ Lu&ocirc;n&nbsp;đồng h&agrave;nh c&ugrave;ng bạn!</strong></span></span></span></p>
<ul>
</ul>
',
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			'id' => '651',
			'name' => 'Máy thuỷ bình Leica Sprinter 250m',
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			'shortdes' => '<span style="color:#000000;"><span style="box-sizing: border-box; font-family: Roboto, sans-serif; font-size: 14px;">M&aacute;y thủy chuẩn Leica Sprinter 250M</span><span style="font-family: Roboto, sans-serif; font-size: 14px;">&nbsp;l&agrave; thiết bị đo cảm biến độ cao của h&atilde;ng&nbsp;</span><span style="box-sizing: border-box; font-family: Roboto, sans-serif; font-size: 14px;">Leica</span><span style="font-family: Roboto, sans-serif; font-size: 14px;">, được sử dụng cho c&aacute;c c&ocirc;ng t&aacute;c đo ch&ecirc;nh cao, truyền dẫn cao độ, t&iacute;nh to&aacute;n cao độ &ndash; khối lượng san lắp với độ ch&iacute;nh x&aacute;c cao do hạn chế được c&aacute;c sai số kh&aacute;ch quan.</span></span>',
			'content' => '<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="box-sizing: border-box; text-align: justify;">M&aacute;y thủy b&igrave;nh điện tử Leica Sprinter 250M</span><span style="text-align: justify;">&nbsp;cho ph&eacute;p người sử dụng thực hiện c&ocirc;ng việc một c&aacute;ch nhanh ch&oacute;ng v&agrave; hiệu quả. Giao diện USB (ở m&aacute;y 150M v&agrave; 250M). Menu giao diện dễ sử dụng.&nbsp;</span><span style="box-sizing: border-box; text-align: justify;">M&aacute;y thủy b&igrave;nh</span><span style="text-align: justify;">&nbsp;</span><span style="box-sizing: border-box; text-align: justify;">Leica Sprinter 250M&nbsp;</span><span style="text-align: justify;">tự động t&iacute;nh to&aacute;n chiều cao v&agrave; chiều cao c&ocirc;ng tr&igrave;nh. C&aacute;c ứng dụng cho san lấp mặt bằng. Lưu trữ l&ecirc;n tới 1000 điểm đo, tải về v&agrave; chuyển dữ liệu qua USB v&agrave; PC. Tăng năng suất. Giảm thiểu lỗi do con người. Hoạt động trong điều kiện &aacute;nh s&aacute;ng thấp.</span><br />
<br />
Với&nbsp;thiết&nbsp;kế&nbsp;hiện&nbsp;đại, gọn nhẹ, thao t&aacute;c&nbsp;sử&nbsp;dụng kh&aacute;&nbsp;đơn giản&nbsp;m&aacute;y&nbsp;thuỷ&nbsp;b&igrave;nh&nbsp;điện tử&nbsp;Leica Sprinter 250M&nbsp;đang l&agrave;&nbsp;sự&nbsp;lựa chọn h&agrave;ng&nbsp;đầu&nbsp;của&nbsp;c&aacute;c&nbsp;kỹ&nbsp;sư&nbsp;trắc&nbsp;địa.<br />
<br />
<strong>1. Những ưu điểm của m&aacute;y thủy b&igrave;nh Leica Sprinter 250M.</strong></span></span></span><br />
<br />
<ul>
	<li>
		<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Ngắm v&agrave; bắt mục ti&ecirc;u nhanh:&nbsp;</strong>Được trang bị lăng k&iacute;nh chất lượng h&agrave;ng đầu, gia c&ocirc;ng tr&ecirc;n d&acirc;y chuyền hiện đại, h&igrave;nh ảnh của Leica Sprinter 250M sắc n&eacute;t, r&otilde; r&agrave;ng, gi&uacute;p ngắm v&agrave; bắt mục ti&ecirc;u nhanh ch&oacute;ng, th&uacute;c đẩy tiến đọ l&agrave;m việc.</span></span></span></li>
	<li>
		<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>N&uacute;t bấm tiện lợi:&nbsp;</strong>N&uacute;t bấm đo được đặt b&ecirc;n phải của m&aacute;y, giống như một ph&iacute;m đo nhanh tr&ecirc;n m&aacute;y to&agrave;n đạc. Chỉ 1 lần bấm, kết quả sẽ hiển thị tr&ecirc;n m&agrave;n h&igrave;nh.</span></span></span></li>
	<li>
		<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Kh&ocirc;ng cần đọc mia:&nbsp;</strong>Kh&aacute;c với mia nh&ocirc;m của m&aacute;y thủy b&igrave;nh cơ, mia d&agrave;nh cho m&aacute;y thủy b&igrave;nh điện tử Leica Sprinter 250M c&oacute; c&aacute;c m&atilde; vạch gi&uacute;p m&aacute;y tự động đọc v&agrave; ph&acirc;n t&iacute;ch số liệu, v&agrave; hiển thị tr&ecirc;n m&agrave;n h&igrave;nh LCD. Điều n&agrave;y khiến việc đo đạc tiện lợi, v&agrave; kh&ocirc;ng bao giờ ph&aacute;t sinh sai số</span></span></span></li>
	<li>
		<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>T&iacute;nh to&aacute;n tự động:&nbsp;</strong>Với Leica Sprinter 250M, bạn kh&ocirc;ng cần mang theo giấy b&uacute;t hay m&aacute;y t&iacute;nh ra c&ocirc;ng trường, bởi phần mềm đ&atilde; tự t&iacute;nh to&aacute;n kết quả cho bạn, việc bạn cần l&agrave;m l&agrave; xem số liệu hiển thị tr&ecirc;n m&agrave;n h&igrave;nh</span></span></span></li>
	<li>
		<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>C&oacute; bộ nhớ:&nbsp;</strong>Bộ nhớ trong của Leica Sprinter 250M ghi lại được 1000 điểm đo, hỗ trợ tr&uacute;t số liệu v&agrave; m&aacute;y t&iacute;nh th&ocirc;ng qua c&aacute;p v&agrave; phần mềm chuy&ecirc;n dụng.</span></span></span></li>
</ul>
<br />
<br />
<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>2. Độ&nbsp;ch&iacute;nh x&aacute;c&nbsp;của&nbsp;m&aacute;y thuỷ b&igrave;nh điện tử Leica&nbsp;Sprinter250M.</strong><br />
<br />
<strong>Đo cao</strong></span></span></span><br />
<ul>
	<li>
		<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Độ ch&iacute;nh x&aacute;c đo điện tử: 1.0/0.7 mm</span></span></span></li>
	<li>
		<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Độ ch&iacute;nh x&aacute;c đo quang học bằng mia: 2.5mm</span></span></span></li>
	<li>
		<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đo đơn: Ti&ecirc;u chuẩn: 0.6mm (điện tử) v&agrave; 1.2mm (quang học) ở cự li 30m</span></span></span></li>
</ul>
<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Đo khoảng c&aacute;ch</strong></span></span></span><br />
<ul>
	<li>
		<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Độ ch&iacute;nh x&aacute;c: 10mm với D&le;10m</span></span></span></li>
	<li>
		<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Dải đo: 2-100m (điện tử)</span></span></span></li>
</ul>
<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Th&ocirc;ng số kh&aacute;c</strong></span></span></span><br />
<ul>
	<li>
		<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Chế độ đo: Đo li&ecirc;n tục, đo từng điểm</span></span></span></li>
	<li>
		<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Thời gian đo: &lt; 3 gi&acirc;y</span></span></span></li>
	<li>
		<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Độ ph&oacute;ng đại: 24X</span></span></span></li>
	<li>
		<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Bộ nhớ: 2000 điểm</span></span></span></li>
</ul>
<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Th&ocirc;ng số vật l&yacute;</strong></span></span></span><br />
<ul>
	<li>
		<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Chống bụi nước: IP55</span></span></span></li>
	<li>
		<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Nguồn điện: Pin AA (4 x LR6/AA/AM3 1.5 V)</span></span></span></li>
	<li>
		<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trọng lượng: &lt; 2.5kg</span></span></span></li>
	<li>
		<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">K&iacute;ch thước:&nbsp;11 &times; 7 &times; 8 inch</span></span></span></li>
</ul>
<br />
<img alt="" src="/admin/webroot/upload/image/images/Leica_Sprinter_150M_250M_pic_2360x714(1).jpg" style="width: 1000px; height: 303px;" /><br />
<br />
<div style="margin: 0px; padding: 0px; max-width: 100%; color: rgb(51, 51, 51); font-family: arial; font-size: 13px; text-align: justify;">
	<span style="margin: 0px; padding: 0px; font-size: 20px;"><span style="margin: 0px; padding: 0px; font-family: &quot;Roboto Condensed&quot;, sans-serif;"><strong style="margin: 0px; padding: 0px;"><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;"><a href="https://tracdiathanhdat.vn/may-thuy-binh-dien-tu" style="margin: 0px; padding: 0px; color: rgb(74, 75, 75); text-decoration-line: none; transition: color 0.2s linear 0s; font-size: 13px; outline: 0px;"><span style="margin: 0px; padding: 0px; color: rgb(0, 0, 0);">M&aacute;y thủy b&igrave;nh gi&aacute; tốt nhất thị trường!</span></a></span></strong></span></span></div>
<p style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); font-family: arial; font-size: 13px; text-align: justify;">
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	<span style="margin: 0px; padding: 0px; font-family: &quot;Roboto Condensed&quot;, sans-serif; font-size: 14px;"><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;"><span style="margin: 0px; padding: 0px; color: rgb(204, 51, 0);">&gt;&gt;&gt; Cần tư vấn hay hỗ trợ li&ecirc;n hệ trực tiếp với ch&uacute;ng t&ocirc;i qua số điện thoại:&nbsp;</span><strong style="margin: 0px; padding: 0px; color: rgb(204, 51, 0);">0913 051 734/ 0942 288 388</strong><br style="margin: 0px; padding: 0px; color: rgb(204, 51, 0);" />
	<br style="margin: 0px; padding: 0px; color: rgb(204, 51, 0);" />
	<span style="margin: 0px; padding: 0px; color: rgb(204, 51, 0);">FanPage Facebook :&nbsp;</span><strong style="margin: 0px; padding: 0px; color: rgb(204, 51, 0);">Trắc Địa Th&agrave;nh Đạt</strong><br style="margin: 0px; padding: 0px; color: rgb(204, 51, 0);" />
	<br style="margin: 0px; padding: 0px; color: rgb(204, 51, 0);" />
	<span style="margin: 0px; padding: 0px; color: rgb(204, 51, 0);">Địa chỉ trực tiếp: 145 L&aacute;ng Hạ &ndash; Đống Đa &ndash; H&agrave; Nội</span></span></span></p>
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			'price' => '0',
			'type' => 'new',
			'shortdes' => '<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">C&ugrave;ng ch&uacute;ng t&ocirc;i t&igrave;m hiểu về cao độ trong khảo s&aacute;t v&agrave; x&acirc;y dựng nh&eacute;.</span></span>',
			'content' => '<h2>
	<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>I. Kh</strong>&aacute;i niệm cao&nbsp;độ trong khảo s&aacute;t v&agrave; x&acirc;y dựng</span></span></span></h2>
<br />
<h3>
	<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>1. Cao độ trong khảo s&aacute;t trắc địa, đo vẽ bản đồ&nbsp;</strong></span></span></span></h3>
<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">L&agrave; độ cao của một điểm trong kh&ocirc;ng gian, l&agrave; khoảng c&aacute;ch thẳng đứng (theo chiều lực h&uacute;t hấp dẫn) từ điểm đ&oacute; đến một mặt chuẩn. Mặt chuẩn c&oacute; thể l&agrave; một mặt phẳng hoặc mặt cong, c&oacute; thể l&agrave; mặt cố định hoặc mặt giả định bất kỳ, th&ocirc;ng thường l&agrave; mực nước biển (bỏ qua biến động do thủy triều), một mặt c&oacute; h&igrave;nh Ellipsoid tr&ograve;n xoay.<br />
<br />
Trong c&ocirc;ng t&aacute;c khảo s&aacute;t, cao độ gi&uacute;p thể hiện độ cao của vị tr&iacute; cần đo, gi&uacute;p vẽ c&aacute;c bản đồ trong kh&ocirc;ng gian 3 chiều, đường đồng mức.<br />
<br />
K&yacute; hiệu của cao độ trong c&ocirc;ng t&aacute;c đo vẽ bản đồ l&agrave; V (vertical)<br />
<br />
</span></span></span>
<h3>
	<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>2. Cao độ trong x&acirc;y dựng&nbsp;</strong></span></span></span></h3>
<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">C&ograve;n được gọi với c&aacute;i t&ecirc;n kh&aacute;c l&agrave; &ldquo;cốt&rdquo; c&ocirc;ng tr&igrave;nh (<span style="box-sizing: border-box; font-weight: bolder;">cos</span>).&nbsp;Cao độ trong x&acirc;y dựng l&agrave; khoảng c&aacute;ch t&iacute;nh từ mặt phẳng l&agrave;m chuẩn (V&iacute; dụ như s&agrave;n tầng 1) đến một vị tr&iacute; kh&aacute;c (cao hoặc thấp hơn). Cao độ được t&iacute;nh bằng m&eacute;t, độ ch&iacute;nh x&aacute;c lấy đến 3 chữ số sau dấu phẩy.&nbsp;Cao độ trong x&acirc;y dựng l&agrave; nghi&ecirc;n cứu v&agrave; đo đạc chi tiết độ cao, hướng dốc, độ dốc của khu vực chuẩn bị x&acirc;y dựng.<br />
<br />
K&yacute; hiệu của cao độ l&agrave; h&igrave;nh tam gi&aacute;c đều, nửa trắng nửa đen c&oacute; ch&uacute; th&iacute;ch số b&ecirc;n tr&ecirc;n. Mặt chuẩn được quy định c&oacute; cao độ l&agrave; &plusmn;0.000. C&aacute;c vị tr&iacute; cao hơn s&agrave;n chuẩn sẽ c&oacute; cao độ dương, c&aacute;c vị tr&iacute; thấp hơn mức chuẩn l&agrave; cao độ &acirc;m.<br />
<br />
Trong x&acirc;y dựng, cao độ l&agrave; chỉ số bắt buộc phải c&oacute;. Khi c&oacute; chỉ số cao độ ch&iacute;nh x&aacute;c, ch&uacute;ng ta mới c&oacute; thể thiết kế được c&aacute;c c&ocirc;ng tr&igrave;nh nh&agrave; ở, quy hoạch được c&aacute;c c&ocirc;ng tr&igrave;nh phụ trợ: hệ thống giao th&ocirc;ng, cống tho&aacute;t nước, hệ thống đường ống&hellip; Từ đ&oacute; gi&uacute;p tăng cường hiệu quả chống ngập &uacute;ng, bố tr&iacute; quy hoạch ph&ugrave; hợp với địa h&igrave;nh.&nbsp;</span></span></span><br />
<h2>
	<br />
	<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>II.&nbsp;</strong>Đo cao&nbsp;độ trong khảo s&aacute;t v&agrave; x&acirc;y dựng&nbsp;</span></span></span></h2>
<h3>
	<br />
	<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>1. Đo cao độ trong khảo s&aacute;t</strong></span></span></span></h3>
<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trong khảo s&aacute;t, đo vẽ bản đồ, người ta c&oacute; 2 c&aacute;ch ch&iacute;nh để đo cao độ:<br />
<br />
<strong>C&aacute;ch 1</strong>: Sử dụng&nbsp;m&aacute;y RTK&nbsp;<br />
<br />
Phưong ph&aacute;p n&agrave;y c&oacute; kết quả cao độ một c&aacute;ch nhanh ch&oacute;ng do c&aacute;c m&aacute;y RTK sẽ trực tiếp cho kết quả về kinh độ, vĩ độ, cao độ của điểm đo, v&agrave; đ&aacute;nh dấu điểm đo trực tiếp l&ecirc;n bản đồ theo hệ tọa độ được chọn sẵn.<br />
Nhược điểm của phương ph&aacute;p n&agrave;y l&agrave; sai số lớn, l&ecirc;n tới v&agrave;i centimet v&agrave; độ ổn định kh&ocirc;ng cao, do m&aacute;y phải thu được t&iacute;n hiệu GNSS mới cho kết quả, v&agrave; t&iacute;n hiệu mạnh hay yếu t&ugrave;y thuộc v&agrave;o yếu tố thời tiết, địa h&igrave;nh.</span></span></span><br />
<p style="text-align: center;">
	<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/367405302_690494259784809_1127747524179412209_n.jpg" style="width: 720px; height: 405px;" /></span></span></span></p>
<br />
<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>C&aacute;ch 2</strong>: Sử dụng m&aacute;y to&agrave;n đạc điện tử<br />
<br />
Người ta sử dụng m&aacute;y to&agrave;n đạc điện tử để dẫn cao độ từ c&aacute;c mốc tọa độ chuẩn về điểm cần đo, từ đ&oacute; x&aacute;c định tọa độ, cao độ v&agrave; đ&aacute;nh dấu l&ecirc;n bản đồ.<br />
Ưu điểm của phương ph&aacute;p n&agrave;y l&agrave; độ ch&iacute;nh x&aacute;c cao, l&ecirc;n tới h&agrave;ng milimet, nhưng nhược điểm l&agrave; mất nhiều c&ocirc;ng sức, thời gian thực hiện l&acirc;u.&nbsp;</span></span></span><br />
<p style="text-align: center;">
	<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/409378989_684998143763641_96936762872538900_n.jpg" style="width: 720px; height: 480px;" /></span></span></span></p>
<br />
<h3>
	<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>2.&nbsp; Đo cao độ trong x&acirc;y dựng</strong></span></span></span></h3>
<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">X&acirc;y dựng chi tiết cần độ ch&iacute;nh x&aacute;c gần như tuyệt đối, v&agrave; khu vực đo hẹp hơn, c&oacute; sẵn mặt chuẩn, v&igrave; thế người ta sử dụng c&ocirc;ng cụ đo l&agrave;&nbsp;m&aacute;y thủy b&igrave;nh.</span></span><br />
<span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">Trong x&acirc;y dựng, người ta cũng sử dụng m&aacute;y to&agrave;n đạc để đo cao độ, nhưng kết quả chỉ d&ugrave;ng để tham khảo, kh&ocirc;ng được d&ugrave;ng để trực tiếp đo vẽ v&agrave; thi c&ocirc;ng.</span><br />
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">So với m&aacute;y RTK v&agrave; m&aacute;y to&agrave;n đạc, m&aacute;y thủy b&igrave;nh c&oacute; gi&aacute; rẻ hơn, cấu tạo đơn giản hơn, nhưng đo cao độ lại mang về kết quả ch&iacute;nh x&aacute;c gần như tuyệt đối do việc đo đạc l&agrave; trực tiếp đọc độ cao tr&ecirc;n mia.&nbsp;<br />
<br />
Việc tiến h&agrave;nh đo đạc cao độ trong x&acirc;y dựng c&oacute; vai tr&ograve; v&ocirc; c&ugrave;ng quan trọng. Đ&acirc;y ch&iacute;nh l&agrave; chỉ số c&oacute; ảnh hưởng đến to&agrave;n bộ c&aacute;c thiết kế c&ocirc;ng tr&igrave;nh tr&ecirc;n mảnh đất đ&oacute; sau n&agrave;y. Việc x&aacute;c định được ch&iacute;nh x&aacute;c cao độ sẽ gi&uacute;p cho qu&aacute; tr&igrave;nh quy hoạch diễn ra thuận lợi v&agrave; c&oacute; tiến độ nhanh hơn.<br />
<br />
Khi c&oacute; chỉ số cao độ ch&iacute;nh x&aacute;c, ch&uacute;ng ta mới c&oacute; thể thiết kế được c&aacute;c c&ocirc;ng tr&igrave;nh nh&agrave; ở, quy hoạch được c&aacute;c c&ocirc;ng tr&igrave;nh phụ trợ: hệ thống giao th&ocirc;ng, cống tho&aacute;t nước, hệ thống đường ống&hellip; Từ đ&oacute; gi&uacute;p tăng cường hiệu quả chống ngập &uacute;ng, bố tr&iacute; quy hoạch ph&ugrave; hợp với địa h&igrave;nh.</span></span><br />
<br />
</span>
<p style="text-align: center;">
	<span style="color:#000000;"><img alt="" src="/admin/webroot/upload/image/images/How the total station work 2(1).png" style="color: rgb(0, 0, 0); font-family: tahoma, geneva, sans-serif; font-size: 14px; width: 512px; height: 512px;" /></span></p>
<h2>
	<br />
	<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>III. Tham khảo c&aacute;ch đo cao độ bằng m&aacute;y thuỷ b&igrave;nh</strong></span></span></span></h2>
<br />
<br />
<p style="text-align: center;">
	<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/NIKON-AX-2s_[27723]_1200(1).jpg" style="width: 600px; height: 450px;" /></span></span></span></p>
<br />
<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Việc đo cao độ bằng m&aacute;y thủy b&igrave;nh ch&iacute;nh l&agrave; t&igrave;m ra sự ch&ecirc;nh lệch về độ cao giữa c&aacute;c điểm được quy định sẵn. Từ đ&oacute; ch&uacute;ng ta sẽ t&iacute;nh ra được cao độ của vị tr&iacute; cần đo. C&aacute;ch đo n&agrave;y được &aacute;p dụng phổ biến tại c&aacute;c c&ocirc;ng tr&igrave;nh quy hoạch đ&ocirc; thị hiện nay.<br />
<br />
Việc đo cao độ bằng m&aacute;y thủy b&igrave;nh được tiến h&agrave;nh qua c&aacute;c bước sau:</span></span></span><br />
<br />
<ul>
	<li>
		<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">X&aacute;c định vị tr&iacute; đặt m&aacute;y thủy b&igrave;nh</span></span></span></li>
</ul>
<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">T&ugrave;y thuộc v&agrave;o từng địa h&igrave;nh kh&aacute;c nhau m&agrave; ch&uacute;ng ta sẽ c&oacute; những vị tr&iacute; cần đo cao độ kh&aacute;c nhau. Tuy nhi&ecirc;n khi lựa chọn vị tr&iacute; đặt m&aacute;y thủy b&igrave;nh ch&uacute;ng ta cần chọn địa điểm c&oacute; độ cao cao hơn vị tr&iacute; l&agrave;m mốc. Vị tr&iacute; đặt m&aacute;y cần c&oacute; nền đất kh&ocirc; r&aacute;o, kh&ocirc;ng bị sụt l&uacute;n. Gi&aacute; của m&aacute;y thủy b&igrave;nh phải được đặt chắc chắn v&agrave; c&acirc;n bằng.</span></span></span><br />
<ul>
	<li>
		<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tiến h&agrave;nh đo cao độ</span></span></span></li>
</ul>
<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Người đo sẽ ngắm c&aacute;c điểm hiện l&ecirc;n nhờ mia, sau đ&oacute; điều chỉnh sao cho h&igrave;nh ảnh hiển thị r&otilde; r&agrave;ng nhất. Th&ocirc;ng số tr&ecirc;n mia được đọc theo h&agrave;ng m v&agrave; h&agrave;ng dm, mỗi khoảng đen trắng đỏ tr&ecirc;n mia tương ứng l&agrave; 0.1 dm. Cuối c&ugrave;ng dựa v&agrave;o c&aacute;c chỉ số để t&iacute;nh to&aacute;n ch&uacute;ng ta sẽ cho ra được chỉ số cao độ cuối c&ugrave;ng.</span></span></span><br />
<br />
<h2 id="4-&nbsp;dia-chi-mua-may-toan-dac-dien-tu-uy-tin" style="margin: 0px; padding: 0px; font-family: arial; line-height: 19px; color: rgb(51, 51, 51); text-rendering: optimizelegibility; font-size: 31.5px; text-align: justify;">
	<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="margin: 0px; padding: 0px;"><span style="margin: 0px; padding: 0px;">IV.</span></span>&nbsp;<strong style="margin: 0px; padding: 0px;"><span style="margin: 0px; padding: 0px;"><span style="margin: 0px; padding: 0px;">Địa chỉ mua m&aacute;y thủy</span></span></strong>&nbsp;b&igrave;nh (thủy chuẩn) uy t&iacute;n</span></span></span></h2>
<p style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); font-family: arial; font-size: 13px; text-align: justify;">
	&nbsp;</p>
<p style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); font-family: arial; font-size: 13px; text-align: justify;">
	<span style="color:#000000;"><span style="margin: 0px; padding: 0px; font-size: 14px;"><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;">C&Ocirc;NG TY CP C&Ocirc;NG NGHỆ V&Agrave; TM TH&Agrave;NH ĐẠT chuy&ecirc;n nhập khẩu, cung cấp v&agrave; chuyển giao c&ocirc;ng nghệ c&aacute;c loại&nbsp;</span></span><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">m&aacute;y thủy b&igrave;nh</span><span style="font-size: 14px;"><span style="font-family: tahoma, geneva, sans-serif;">&nbsp;(thủy chuẩn)&nbsp;</span></span><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">của c&aacute;c h&atilde;ng LEICA, NIKON, TOPCON, TRIMPLE, GEOMAX, SOKKIA, PENTAX phục vụ c&ocirc;ng t&aacute;c khảo s&aacute;t, thiết kế, x&acirc;y dựng v&agrave; đo vẽ bản đồ uy t&iacute;n l&acirc;u năm tr&ecirc;n to&agrave;n quốc.</span></span></p>
<p style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); font-family: arial; font-size: 13px; text-align: justify;">
	&nbsp;</p>
<p style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); font-family: arial; font-size: 13px; text-align: justify;">
	<span style="color:#000000;"><span style="margin: 0px; padding: 0px; font-size: 14px;"><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;">Với hơn 20 năm kinh nghiệm c&ugrave;ng</span></span><span style="margin: 0px; padding: 0px;">&nbsp;</span><span style="margin: 0px; padding: 0px; font-size: 14px;"><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;">đội ngũ nh&acirc;n vi&ecirc;n, kỹ thuật vi&ecirc;n năng động, c&oacute; tr&igrave;nh độ cao&nbsp;</span></span><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif; font-size: 14px;">ch&uacute;ng t&ocirc;i&nbsp;tự h&agrave;o v&agrave; tin tưởng Qu&yacute; kh&aacute;ch h&agrave;ng sẽ h&agrave;i l&ograve;ng khi sử dụng c&aacute;c sản phẩm v&agrave; dịch vụ do ch&uacute;ng t&ocirc;i cung cấp.</span></span></p>
<p style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); font-family: arial; font-size: 13px; text-align: justify;">
	&nbsp;</p>
<p style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); font-family: arial; font-size: 13px; text-align: justify;">
	<span style="color:#000000;"><u style="font-family: tahoma, geneva, sans-serif; font-size: 14px; margin: 0px; padding: 0px;"><strong style="margin: 0px; padding: 0px;">Li&ecirc;n hệ:&nbsp;</strong></u></span></p>
<p style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); font-family: arial; font-size: 13px; text-align: justify;">
	<br style="margin: 0px; padding: 0px;" />
	<span style="color:#000000;"><span style="margin: 0px; padding: 0px; font-size: 14px;"><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;">Số 145 L&aacute;ng Hạ, Đống Đa, H&agrave; Nội<br style="margin: 0px; padding: 0px;" />
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			'meta_key' => 'Chuyên cung cấp máy định vị vệ tinh GPS RTK, máy thủy bình, máy toàn đạc điện tử, UAV, ống nhòm, máy định vị GPS cầm tay, ... chính hãng, uy tín, giá tốt hàng đầu tại Việt Nam! Hotline: 0913051734!',
			'meta_des' => 'Chuyên cung cấp máy định vị vệ tinh GPS RTK, máy thủy bình, máy toàn đạc điện tử, UAV, ống nhòm, máy định vị GPS cầm tay, ... chính hãng, uy tín, giá tốt hàng đầu tại Việt Nam! Hotline: 0913051734!',
			'created' => '2021-09-09',
			'modified' => '2026-02-01',
			'status' => '1',
			'view' => '24657',
			'slug' => 'cung-tim-hieu-ve-cao-do-trong-khao-sat-va-xay-dung',
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			'title_seo' => 'tin tức trắc địa, cập nhật xu hướng đo đạc mới, công nghệ đo đạc, thiết bị đo đạc hiện đại, mẹo kỹ thuật trắc địa, sai số đo đạc, hệ tọa độ VN-2000, GNSS, RTK, GPS trắc địa, phần mềm trắc địa, phần mềm GIS, SurPad, LandStar, Magnet Field, Leica Captivate, Trimble Access',
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	(int) 8 => array(
		'Post' => array(
			'id' => '648',
			'name' => 'Lựa chọn phương án đo RTK phù hợp cho dự án của bạn!',
			'code' => null,
			'alias' => 'lua-chon-phuong-an-do-rtk-phu-hop-cho-du-an-cua-ban',
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			'type' => 'new',
			'shortdes' => '<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Bạn đang băn khoăn về việc lựa chọn phương &aacute;n đo RTK n&agrave;o ph&ugrave; hợp nhất cho dự &aacute;n của bạn. C&ugrave;ng tham khảo một v&agrave;i &yacute; kiến của ch&uacute;ng t&ocirc;i nh&eacute;!</span></span>',
			'content' => '<h2>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>I. </strong><span id="cke_bm_372S" style="display: none;">&nbsp;</span><span style="display: none;">&nbsp;</span>Một v&agrave;i so s&aacute;nh giữa&nbsp;</span></span><strong style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">phương &aacute;n đo&nbsp;Radio với&nbsp;phương &aacute;n đo <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">tr</span></span></strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">ạm</span></span>&nbsp;<strong style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">CORS</strong></h2>
<h3>
	<br />
	<strong style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">1. Về phương &aacute;n đo Radio</strong></h3>
<p>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">- Radio c&oacute; những ưu điểm nổi bật sau:<br />
	&nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp;+ Độ trễ thu thấp<br />
	&nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp;+ T&iacute;n hiệu đo khỏe hơn đối với những vị tr&iacute; kh&oacute;, rậm rạp<br />
	&nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp;+ Đạt độ ch&iacute;nh x&aacute;c cao hơn về cao độ<br />
	&nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp;+ Đo được ở những vị tr&iacute; kh&ocirc;ng c&oacute; s&oacute;ng 3G, kh&ocirc;ng phụ thuộc v&agrave;o mạng, c&oacute; thể hoạt động độc lập<br />
	- Nhược điểm:<br />
	&nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp;+ Phải đầu tư th&ecirc;m trạm Base<br />
	&nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp;+ Khoảng c&aacute;ch đo bị giới hạn hơn (b&aacute;n k&iacute;nh từ 10-15km)</span></span><br />
	&nbsp;</p>
<h3>
	<strong style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">2. Về phương &aacute;n đo trạm CORS</strong></h3>
<p>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">- Ưu điểm của trạm CORS:<br />
	&nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp;+ Chỉ cần đầu tư 01 m&aacute;y Rover<br />
	&nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp;+ Kh&ocirc;ng giới hạn khoảng c&aacute;ch, c&oacute; thể đo được mọi vị tr&iacute; c&oacute; s&oacute;ng 3G v&agrave; c&oacute; t&iacute;n hiệu trạm CORS phủ đến<br />
	- Nhược điểm của trạm CORS:<br />
	&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp; + T&iacute;n hiệu đo kh&ocirc;ng khỏe bằng đo Radio<br />
	&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp; + Độ ch&iacute;nh x&aacute;c về độ cao thấp hơn đo Radio<br />
	&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp; + Chỉ đo được ở khu vực c&oacute; s&oacute;ng 3G v&agrave; c&oacute; t&iacute;n hiệu trạm CORS<br />
	&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp; + Phải trả ph&iacute; (trong tương lai, hiện tại đang cho miễn ph&iacute;)</span></span></p>
<h2>
	<br />
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>II. T&igrave;nh h&igrave;nh ph&acirc;n bổ trạm CORS hiện nay</strong></span></span></h2>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Theo đ&aacute;nh gi&aacute; của kh&aacute;ch h&agrave;ng th&igrave; hiện nay hệ thống trạm CORS Cục tương đối ổn định, t&iacute;n hiệu rất tốt. V&ugrave;ng phủ s&oacute;ng cũng tương đối rộng. Tuy nhi&ecirc;n độ ch&iacute;nh x&aacute;c tốt chỉ nằm trong c&aacute;c khu vực c&oacute; s&oacute;ng mạng lưới VRS hoặc IMAX. Độ ch&iacute;nh x&aacute;c về độ cao cũng chưa được tốt lắm. Nếu c&ocirc;ng tr&igrave;nh ở mức độ kh&ocirc;ng y&ecirc;u cầu qu&aacute; cao về cao độ th&igrave; d&ugrave;ng rất ổn.<br />
<br />
Dưới đ&acirc;y l&agrave; sơ đồ ph&acirc;n bố hệ thống trạm CORS Cục bản đồ.</span></span><br />
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/he-thong-tram-cors-viet-nam-2020(1).jpg" style="width: 600px; height: 800px;" /><br />
&nbsp;<br />
&gt;&gt;&gt; Tr&ecirc;n đ&acirc;y l&agrave; một v&agrave;i ph&acirc;n t&iacute;ch về ưu, nhược điểm của hai phương &aacute;n. Để lựa chọn th&igrave; anh (chị) n&ecirc;n c&acirc;n nhắc dựa tr&ecirc;n c&aacute;c ph&acirc;n t&iacute;ch tr&ecirc;n. Cụ thể:</span></span><br />
<br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trường hợp nhu cầu c&ocirc;ng việc kh&ocirc;ng y&ecirc;u cầu qu&aacute; cao về độ ch&iacute;nh x&aacute;c cao độ (đo địa ch&iacute;nh, địa h&igrave;nh tỷ lệ nhỏ); c&ocirc;ng tr&igrave;nh ở khu vực kh&ocirc;ng qu&aacute; kh&oacute; khăn th&igrave; lựa chọn Rover đo trạm CORS l&agrave; một giải ph&aacute;p hợp l&yacute;</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trường hợp c&aacute;c c&ocirc;ng tr&igrave;nh, dự &aacute;n ở khu vực kh&oacute; khăn, kh&ocirc;ng c&oacute; mạng 3G, 4G, kh&ocirc;ng nằm trong v&ugrave;ng phủ s&oacute;ng trạm CORS; hoặc y&ecirc;u cầu độ ch&iacute;nh x&aacute;c cao về độ cao (khảo s&aacute;t tuyến giao th&ocirc;ng, thủy lợi, đo bản đồ địa h&igrave;nh tỷ lệ lớn),.. th&igrave; lựa chọn đo Radio sẽ ph&ugrave; hợp hơn.</span></span></li>
</ul>
<h2>
	<br />
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">III.&nbsp;<span style="color: rgb(51, 51, 51); text-align: justify;">Địa chỉ mua m</span>&aacute;y định&nbsp; vị vệ tinh GNSS RTK<span style="color: rgb(51, 51, 51); text-align: justify;">&nbsp;uy t&iacute;n</span></span></span></h2>
<br style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); font-family: arial; font-size: 13px; text-align: justify;" />
<span style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); font-family: arial; text-align: justify; font-size: 14px;"><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;">C&Ocirc;NG TY CP C&Ocirc;NG NGHỆ V&Agrave; TM TH&Agrave;NH ĐẠT chuy&ecirc;n nhập khẩu, cung cấp v&agrave; chuyển giao c&ocirc;ng nghệ c&aacute;c loại m&aacute;y định vị vệ tinh GNSS RTK của c&aacute;c h&atilde;ng <strong>Leica, Topcon, Sokkia, E-Survey, Hi- Target, Foif,....</strong>&nbsp;phục vụ c&ocirc;ng t&aacute;c khảo s&aacute;t, đo vẽ bản đồ uy t&iacute;n l&acirc;u năm tr&ecirc;n to&agrave;n quốc. C&aacute;c loại m&aacute;y định vị vệ tinh GNSS RTk m&agrave; ch&uacute;ng t&ocirc;i ph&acirc;n phối phong ph&uacute; về chủng loại, đa dạng về mẫu m&atilde; ph&ugrave; hợp với từng đối tượng kh&aacute;ch h&agrave;ng.</span></span><br />
<br />
<span style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); font-family: arial; text-align: justify; font-size: 14px;"><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;">Với hơn 20 năm kinh nghiệm c&ugrave;ng</span></span><span style="color: rgb(51, 51, 51); font-family: arial; font-size: 13px; text-align: justify;">&nbsp;</span><span style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); font-family: arial; text-align: justify; font-size: 14px;"><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;">đội ngũ nh&acirc;n vi&ecirc;n, kỹ thuật vi&ecirc;n năng động, c&oacute; tr&igrave;nh độ cao&nbsp;</span></span><span style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); text-align: justify; font-family: tahoma, geneva, sans-serif; font-size: 14px;">ch&uacute;ng t&ocirc;i&nbsp;tự h&agrave;o v&agrave; tin tưởng Qu&yacute; kh&aacute;ch h&agrave;ng sẽ h&agrave;i l&ograve;ng khi sử dụng c&aacute;c sản phẩm v&agrave; dịch vụ do ch&uacute;ng t&ocirc;i cung cấp.</span><br style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); font-family: arial; font-size: 13px; text-align: justify;" />
<br style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); font-family: arial; font-size: 13px; text-align: justify;" />
<div style="margin: 0px; padding: 0px; line-height: 20px;">
	<u style="font-family: tahoma, geneva, sans-serif; color: rgb(51, 51, 51); font-size: 14px; text-align: justify; margin: 0px; padding: 0px;"><strong style="margin: 0px; padding: 0px;">Li&ecirc;n hệ:&nbsp;</strong></u></div>
<br style="margin: 0px; padding: 0px;" />
<span style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); font-family: arial; text-align: justify; font-size: 14px;"><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;">Số 50 L&aacute;ng Hạ, Đống Đa, H&agrave; Nội<br style="margin: 0px; padding: 0px;" />
Số 5/161 Nguyễn Tu&acirc;n. Thanh Xu&acirc;n, H&agrave; Nội<br style="margin: 0px; padding: 0px;" />
Tel: 024.37764930<br style="margin: 0px; padding: 0px;" />
Hotline: 0913051734 (call/imesage/zalo)<br style="margin: 0px; padding: 0px;" />
Website:&nbsp;<a href="http://www.tracdiathanhdat.vn/?fbclid=IwAR3altI5BIG46Mm2_6oxBl-TQxXGfXGEm4M1GUGsoDeNELr3WrYUlO7g2jk" style="margin: 0px; padding: 0px; color: rgb(74, 75, 75); text-decoration-line: none; transition: color 0.2s linear 0s; font-size: 13px;" target="_blank">www.tracdiathanhdat.vn</a><br style="margin: 0px; padding: 0px;" />
Email: tracdiathanhdat@gmail.com</span></span><br style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); font-family: arial; font-size: 13px; text-align: justify;" />
<span style="color: rgb(51, 51, 51); font-family: arial; font-size: 13px; text-align: justify;">&nbsp;</span><br style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); font-family: arial; font-size: 13px; text-align: justify;" />
<span style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); font-family: arial; text-align: justify; font-size: 14px;"><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;"><strong style="margin: 0px; padding: 0px;">@ Lu&ocirc;n&nbsp;đồng h&agrave;nh c&ugrave;ng bạn!</strong></span></span><br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">&nbsp;</span></span>',
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			'title_seo' => 'tin tức trắc địa, cập nhật xu hướng đo đạc mới, công nghệ đo đạc, thiết bị đo đạc hiện đại, mẹo kỹ thuật trắc địa, sai số đo đạc, hệ tọa độ VN-2000, GNSS, RTK, GPS trắc địa, phần mềm trắc địa, phần mềm GIS, SurPad, LandStar, Magnet Field, Leica Captivate, Trimble Access',
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			'meta_des' => 'phần mềm máy đo đạc, phần mềm GIS, phần mềm trút dữ liệu',
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	(int) 9 => array(
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			'id' => '644',
			'name' => 'GNSS RTK',
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			'shortdes' => '<span style="font-family:tahoma,geneva,sans-serif;"><span style="box-sizing: border-box; margin: 0px; padding: 0px; border: 0px; background-image: initial; background-position: 0px 0px; background-size: initial; background-repeat: initial; background-attachment: initial; background-origin: initial; background-clip: initial; outline: 0px; vertical-align: top; color: rgb(0, 0, 0); font-size: 14px; text-align: justify; font-weight: 700 !important;">GNSS RTK</span><span style="color: rgb(0, 0, 0); font-size: 14px; text-align: justify;">&nbsp;được biết đến l&agrave; thiết bị d&ugrave;ng trong c&ocirc;ng t&aacute;c trắc địa gi&uacute;p hỗ trợ qu&aacute; tr&igrave;nh khảo s&aacute;t địa h&igrave;nh. Với khả năng tự động vẽ v&agrave; lưu lại c&aacute;c khu vực khảo s&aacute;t gi&uacute;p nhanh ch&oacute;ng ho&agrave;n thiện c&aacute;c bản vẽ đầy đủ, ch&iacute;nh x&aacute;c với c&aacute;c th&ocirc;ng số kỹ thuật cần thiết. Đ&acirc;y l&agrave; thiết bị hỗ trợ đắc lực cho những người l&agrave;m c&ocirc;ng t&aacute;c trắc địa để c&oacute; thể ho&agrave;n th&agrave;nh c&ocirc;ng việc nhanh ch&oacute;ng, tiết kiệm thời gian v&agrave; chi ph&iacute; với độ ch&iacute;nh x&aacute;c cao.</span></span>',
			'content' => '<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tr&ecirc;n thị trường hiện nay c&oacute; rất nhiều d&ograve;ng m&aacute;y GNSS RTK với&nbsp;sự đa dạng về kiểu d&aacute;ng thiết kế, c&aacute;c t&iacute;nh năng cũng như k&iacute;ch thước cho kh&aacute;ch h&agrave;ng lựa chọn. Với mỗi sản phẩm sẽ c&oacute; những đặc t&iacute;nh cũng như c&ocirc;ng năng ri&ecirc;ng ph&ugrave; hợp với nhu cầu sử dụng của từng đối tượng kh&aacute;ch h&agrave;ng cũng như t&iacute;nh chất c&ocirc;ng việc. C&ugrave;ng t&igrave;m hiểu&nbsp;ưu v&agrave; nhược&nbsp;điểm của m&aacute;y GNSS RTK&nbsp;để c&oacute; c&aacute;i nh&igrave;n tổng quan về n&oacute; trước khi bạn lựa chọn&nbsp;đầu tư cho dự&nbsp;&aacute;n của m&igrave;nh.</span></span><br />
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> <strong>Ưu điểm nổi bật của&nbsp;m&aacute;y GNSS RTK&nbsp;</strong><br />
<br />
Đảm bảo độ ch&iacute;nh x&aacute;c cao nhất trong qu&aacute; tr&igrave;nh l&agrave;m việc. Đối với c&ocirc;ng t&aacute;c trắc địa th&igrave; độ ch&iacute;nh x&aacute;c l&agrave; th&ocirc;ng số quan trọng nhất cần hướng tới trong qu&aacute; tr&igrave;nh l&agrave;m việc do đ&oacute; c&aacute;c thiết bị hỗ trợ cũng cần tối ưu h&oacute;a được yếu tố n&agrave;y. Với việc &aacute;p dụng c&ocirc;ng nghệ RTK cũng như CORS&nbsp;Network c&aacute;c mẫu m&aacute;y n&agrave;y đảm bảo mang đến c&aacute;c th&ocirc;ng số chuẩn nhất để cung cấp dữ liệu cho qu&aacute; tr&igrave;nh vẽ cũng như h&igrave;nh th&agrave;nh c&aacute;c dữ liệu chung.<br />
&nbsp;<br />
Trong việc sử dụng c&ocirc;ng nghệ GNSS th&igrave; CORS l&agrave; trạm tham chiếu hoạt động li&ecirc;n tục để tạo sự li&ecirc;n kết c&aacute;c thiết bị với đường truyền t&iacute;n hiệu. C&ocirc;ng nghệ n&agrave;y gi&uacute;p khoảng c&aacute;ch tối&nbsp;đa giữa trạm gốc v&agrave; m&aacute;y định vị GNSS được thiết lập khoảng 10 - 15km,&nbsp; gi&uacute;p tăng khoảng c&aacute;ch cho hoạt động của m&aacute;y. Điều n&agrave;y gi&uacute;p giảm nh&acirc;n c&ocirc;ng cũng như chi ph&iacute; trong qu&aacute; tr&igrave;nh l&agrave;m việc.<br />
<br />
Với thiết kế nhỏ gọn, dễ d&agrave;ng di chuyển gi&uacute;p mang đến sự tiện lợi tối đa trong qu&aacute; tr&igrave;nh sử dụng.&nbsp;<br />
<br />
Một ưu điểm phải kế đến của loại m&aacute;y GNSS RTK đ&oacute; l&agrave; việc t&iacute;ch hợp nhiều t&iacute;nh năng th&ocirc;ng minh trong c&ugrave;ng thiết bị. C&aacute;c t&iacute;nh năng điều khiển bằng giọng n&oacute;i, bảng điều khiển điện tử, việc thay đổi k&iacute;ch thước m&aacute;y được t&iacute;ch hợp &hellip;gi&uacute;p dễ d&agrave;ng sử dụng cũng như c&oacute; thể thực hiện được nhiều chức năng kh&aacute;c nhau c&ugrave;ng l&uacute;c.<br />
<br />
Bộ nhớ trong lớn gi&uacute;p tăng khả năng lưu trữ th&ocirc;ng tin c&ugrave;ng với đ&oacute; l&agrave; khả năng kết nối với m&aacute;y t&iacute;nh, điện thoại, bluetooth hay 3G, 4G gi&uacute;p n&acirc;ng cao tối đa được c&aacute;c c&ocirc;ng năng cũng như sự tiện lợi trong qu&aacute; tr&igrave;nh sử dụng.<br />
&nbsp;<br />
Khả năng kết nối với c&aacute;c thiết bị kh&aacute;c tối ưu c&ugrave;ng với hệ thống CORS.<br />
<br />
Với chất liệu cao cấp c&oacute; khả năng chống va đập cũng như hạn chế tối đa c&aacute;c t&aacute;c động của c&aacute;c yếu tố b&ecirc;n ngo&agrave;i gi&uacute;p mang đến sản phẩm bền đẹp l&acirc;u d&agrave;i theo thời gian sử dụng.<br />
<br />
<img alt="" src="/admin/webroot/upload/image/images/phân phối máy định vị vệ tinh 2 tần số rtk (1).png" style="width: 850px; height: 604px;" /><br />
<br />
<strong>Nhược điểm của m&aacute;y GNSS RTK</strong><br />
<br />
Hiện nay,&nbsp;m&aacute;y GPS &ndash;GNSS RTK&nbsp;chất lượng d&ugrave; đ&atilde; được t&iacute;ch hợp đầy đủ c&aacute;c t&iacute;nh năng nhưng để c&oacute; được độ ch&iacute;nh x&aacute;c tuyệt đối c&ugrave;ng với vi</span>ệc</span>&nbsp;<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">thực hiện th&ecirc;m nhiều c&ocirc;ng việc kh&aacute;c c&aacute;c bạn cần phải c&oacute; sự kết nối th&ecirc;m c&aacute;c thiết bị kh&aacute;c để sử dụng.<br />
<br />
Giới hạn l&agrave;m việc của m&aacute;y trong một phạm vi nhất định cũng l&agrave; một kh&oacute; khăn trong qu&aacute; tr&igrave;nh sử dụng. Do đ&oacute;, cần t&igrave;m hiểu đầy đủ c&aacute;c th&ocirc;ng số của m&aacute;y trước khi lựa chọn để ph&ugrave; hợp với đặc điểm c&ocirc;ng việc.<br />
<br />
Gi&aacute; th&agrave;nh cao cũng l&agrave; một nhược điểm cần t&iacute;nh đến khi quyết định đầu tư.&nbsp;<br />
<br />
<img alt="" src="/admin/webroot/upload/image/images/Máy RTK.png" style="width: 850px; height: 680px;" /><br />
<br />
</span></span>',
			'images' => '2021081816133230412c34d3b16d2ec66a3d1eba4d0d89.jpg',
			'images_multi' => '',
			'pos' => null,
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			'title_seo' => 'Máy RTK',
			'meta_key' => 'Máy RTK, máy định vị vệ tinh RTK, máy GPS RTK, máy định vị vệ tinh GNSS RTK, máy RTK giá rẻ, máy RTK tốt nhất',
			'meta_des' => 'Chuyên cung cấp máy định vị vệ tinh GPS RTK, máy thủy bình, máy toàn đạc điện tử, UAV, ống nhòm, máy định vị GPS cầm tay, ... chính hãng, uy tín, giá tốt hàng đầu tại Việt Nam! Hotline: 0913051734!',
			'created' => '2021-08-18',
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			'status' => '1',
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			'name' => 'Blogs',
			'parent_id' => null,
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			'images' => '',
			'lft' => '103',
			'rght' => '104',
			'pos' => '5',
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			'title_seo' => 'tin tức trắc địa, cập nhật xu hướng đo đạc mới, công nghệ đo đạc, thiết bị đo đạc hiện đại, mẹo kỹ thuật trắc địa, sai số đo đạc, hệ tọa độ VN-2000, GNSS, RTK, GPS trắc địa, phần mềm trắc địa, phần mềm GIS, SurPad, LandStar, Magnet Field, Leica Captivate, Trimble Access',
			'meta_key' => 'tin tức trắc địa, cập nhật xu hướng đo đạc mới, công nghệ đo đạc, thiết bị đo đạc hiện đại, mẹo kỹ thuật trắc địa, sai số đo đạc, hệ tọa độ VN-2000, GNSS, RTK, GPS trắc địa, phần mềm trắc địa, phần mềm GIS, SurPad, LandStar, Magnet Field, Leica Captivate, Trimble Access',
			'meta_des' => 'phần mềm máy đo đạc, phần mềm GIS, phần mềm trút dữ liệu',
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)
$detailNews = array(
	'Post' => array(
		'id' => '721',
		'name' => 'Định vị công trình bằng máy toàn đạc điện tử',
		'code' => null,
		'alias' => 'dinh-vi-cong-trinh-bang-may-toan-dac-dien-tu',
		'cat_id' => '40',
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		'shortdes' => '<p style="margin: 0in 0in 15.6pt; text-align: justify; background-image: initial; background-position: initial; background-size: initial; background-repeat: initial; background-attachment: initial; background-origin: initial; background-clip: initial;">
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="color: rgb(51, 51, 51);">Định vị thi c&ocirc;ng c&ocirc;ng tr&igrave;nh l&agrave; c&ocirc;ng t&aacute;c trắc địa nhằm x&aacute;c định vị tr&iacute; mặt&nbsp;<span style="box-sizing: border-box; touch-action: manipulation; color: rgb(51, 72, 98);">bằng</span>&nbsp;của c&aacute;c điểm, c&aacute;c đường thẳng, c&aacute;c điểm chi tiết của c&ocirc;ng tr&igrave;nh x&acirc;y dựng tr&ecirc;n đất liền cũng như tr&ecirc;n mặt nước theo đ&uacute;ng thiết kế.</span></span></span><span style="font-size:11.5pt;
font-family:Montserrat;color:#333333"><o:p></o:p></span></p>
',
		'content' => '<h2>
	<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>I. T&igrave;m hiểu về định vị thi c&ocirc;ng c&ocirc;ng tr&igrave;nh&nbsp;</strong></span></span></span></h2>
<br />
<p>
	<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Định vị thi c&ocirc;ng c&ocirc;ng tr&igrave;nh l&agrave; c&ocirc;ng t&aacute;c trắc địa nhằm x&aacute;c định vị tr&iacute; mặt&nbsp;bằng&nbsp;của c&aacute;c điểm, c&aacute;c đường thẳng, c&aacute;c điểm chi tiết của c&ocirc;ng tr&igrave;nh x&acirc;y dựng tr&ecirc;n đất liền cũng như tr&ecirc;n mặt nước theo đ&uacute;ng thiết kế.<br />
	<br />
	Định vị c&ocirc;ng tr&igrave;nh bằng m&aacute;y to&agrave;n đạc c&oacute; thể hiểu l&agrave; thao t&aacute;c sử dụng m&aacute;y to&agrave;n đạc để khảo s&aacute;t, x&aacute;c định vị tr&iacute; tọa độ c&ocirc;ng tr&igrave;nh chi tiết, nhanh ch&oacute;ng v&agrave; ch&iacute;nh x&aacute;c. C&aacute;c kỹ sư sẽ nhập c&aacute;c tham số tr&ecirc;n bản vẽ v&agrave;o m&aacute;y. Sau đ&oacute;, c&aacute;c thuật to&aacute;n của m&aacute;y to&agrave;n đạc sẽ xử l&yacute; những số liệu n&agrave;y. Cuối c&ugrave;ng, m&aacute;y to&agrave;n đạc&nbsp;sẽ khảo s&aacute;t, x&aacute;c định chi tiết v&agrave; x&aacute;c thực những vị tr&iacute; điểm ra thực địa.&nbsp;<br />
	<br />
	Chỉ cần tr&iacute;ch xuất những vị tr&iacute; tọa độ ch&iacute;nh x&aacute;c điểm tr&ecirc;n bản vẽ sang&nbsp;<strong><a href="https://tracdiathanhdat.vn/may-toan-dac-dien-tu">m&aacute;y to&agrave;n đạc điện tử</a> , </strong>&nbsp;m&aacute;y sẽ xử l&yacute; c&aacute;c th&ocirc;ng số n&agrave;y. Sau đ&oacute;, m&aacute;y triển khai vị tr&iacute; những tim trục tr&ecirc;n bản đồ l&ecirc;n thực địa. Nhờ vậy, sẽ định vị được x&aacute;c thực tim trục của nền m&oacute;ng cho những bước thi c&ocirc;ng tiếp theo.</span></span></span></p>
<p style="text-align: center;">
	<br />
	<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/dinh-vi-cong-trinh-bang-may-toan-dac.jpg" style="width: 620px; height: 360px;" /></span></span></span></p>
<h2>
	<br />
	<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>II. Phương ph&aacute;p thực hiện định vị c&ocirc;ng tr&igrave;nh bằng m&aacute;y to&agrave;n đạc điện tử</strong></span></span></span></h2>
<p style="text-align: center;">
	<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">&nbsp; &nbsp; &nbsp;&nbsp;<img alt="" 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" style="height: 411px; width: 620px;" /></span></span></span></p>
<p style="text-align: center;">
	<em><span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">&nbsp; &nbsp; &nbsp;Bản vẽ mặt bằng mộtt nh&agrave; xưởng</span></span></span></em><br />
	&nbsp;</p>
<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Reference Line (Định ᴠị c&ocirc;ng tr&igrave;nh theo đường chuẩn l&agrave; đường thẳng): một đường chuẩn c&oacute; thể được х&aacute;c định bằng c&aacute;ch tham chiếu tới 1 đường thẳng gốc đ&atilde; biết.&nbsp;<br />
<br />
1. X&aacute;c định đường gốc<br />
<br />
Một đường gốc được gắn ᴠới 2 điểm gốc ᴠ&agrave; được х&aacute;c định theo 3 c&aacute;ch: Đo đến điểm gốc; Nhập toạ độ bằng taу; Gọi điểm từ bộ nhớ.<br />
<br />
a) Đo tới điểm gốc. Nhập t&ecirc;n điểm <strong>PtID</strong> ᴠ&agrave; đo bằng ph&iacute;m&nbsp;<br />
b) Với điểm gốc đ&atilde; biết toạ độ t&igrave;m kiếm điểm <strong>PtID</strong> trong bộ nhớ. Nhập toạ độ bằng taу. Hiển thị những điểm ѕẵn trong m&aacute;у.<br />
&nbsp; &nbsp; (1) Điểm gốc trang bị 1&nbsp;<br />
&nbsp; &nbsp; (2) Điểm gốc thứ hai.<br />
&nbsp; &nbsp; (3) Đường gốc.<br />
&nbsp; &nbsp; (4) Đường chuẩn.<br />
<br />
2. Dịch chuуển/Quaу đường gốc<br />
Đường gốc được dịch chuуển ѕong ѕong, chiều dọc, chiều đứng hoặc l&agrave; quaу. Tất cả c&aacute;c kết quả đo ѕau đ&oacute; ѕẽ ảnh hưởng đến đường chuẩn.<br />
&nbsp; &nbsp; <strong>BP</strong>: Điểm gốc.<br />
&nbsp; &nbsp; <strong>BL</strong>: Đường gốc.<br />
&nbsp; &nbsp; <strong>RP</strong>: Điểm chuẩn.<br />
&nbsp; &nbsp; <strong>RL</strong>: Đường chuẩn.<br />
&nbsp; &nbsp; <strong>Off</strong>: Dịch chuуển ѕong ѕong.<br />
&nbsp; &nbsp; <strong>L</strong>: Dịch chuуển theo chiều dọc.<br />
&nbsp; &nbsp; <strong>R</strong>: Th&ocirc;ng ѕố quaу.<br />
<br />
Nhập th&ocirc;ng ѕố: Sử dụng ph&iacute;m n&agrave;у để chuуển con trỏ đến trường th&ocirc;ng ѕố bắt buộc nhập.&nbsp;Ta c&oacute; thể nhập c&aacute;c th&ocirc;ng ѕố như ѕau:<br />
&nbsp; &nbsp; <strong>Offѕet</strong>: Dịch chuуển đường chuẩn ѕong ѕong ᴠề ph&iacute;a b&ecirc;n cần của đường gốc, ᴠ&agrave;o hướng của đường gốc (BP1-BP2).<br />
&nbsp; &nbsp; <strong>Line</strong>: Dịch chuуển đường chuẩn theo chiều dọc t&iacute;nh từ điểm gốc trước ti&ecirc;n theo hướng từ điểm gốc đầu ti&ecirc;n tới điểm gốc vật dụng hai.<br />
&nbsp; &nbsp; <strong>Rotate</strong>: Quaу đường chuẩn theo chiều kim đồng hồ хung quanh điểm gốc.<br />
&nbsp; &nbsp; <strong>Height</strong>: Đường chuẩn cao hơn đường gốc.<br />
&nbsp; &nbsp; <strong>Ref.Hgt:Point1:</strong> Ch&ecirc;nh cao ѕo ᴠới điểm gốc chuẩn nhất.<br />
&nbsp; &nbsp; <strong>Point 2</strong>: Ch&ecirc;nh cao ѕo ᴠới điểm gốc chuẩn hai.<br />
&nbsp; &nbsp; <strong>Interpolated:</strong> Ch&ecirc;nh cao dọc theo đường chuẩn.<br />
&nbsp; &nbsp; <strong>No height</strong>: Ch&ecirc;nh cao kh&ocirc;ng được t&iacute;nh to&aacute;n ᴠ&agrave; hiển thị.<br />
<br />
3. Tiến h&agrave;nh đo hoặc chuуển ѕang chế độ chuуển điểm bề ngo&agrave;i ra thực địa. Tiến h&agrave;nh đo đến điểm đ&iacute;ch. Chuуển ѕang chế độ chuуển điểm bề ngo&agrave;i ra thực địa.<br />
<br />
4. Ứng dụng tương trợ &ldquo;Line&amp;Offѕet&rdquo;:&nbsp;t&iacute;nh to&aacute;n ra ᴠị tr&iacute; của điểm đo ѕo ᴠới đường chuẩn bằng c&aacute;ch hiển thị c&aacute;c lệch dọc trục, lệch ngang, ch&ecirc;nh cao&hellip;<br />
&nbsp;</span></span></span><br />
<p style="box-sizing: border-box; margin-bottom: 1.3em; margin-top: 0px; color: rgb(66, 66, 66); font-family: Roboto, sans-serif; font-size: 15px; text-align: justify;">
	<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trắc đạc c&ocirc;ng tr&igrave;nh hay đo đạc c&ocirc;ng tr&igrave;nh l&agrave; khảo s&aacute;t v&agrave; khai triển bản vẽ thiết kế của c&ocirc;ng tr&igrave;nh ra thực địa, d&ugrave;ng cho thi c&ocirc;ng v&agrave; gi&aacute;m s&aacute;t x&acirc;y dựng c&ocirc;ng tr&igrave;nh đ&uacute;ng bản vẽ thiết kế. Quan trắc dịch chuyển của c&ocirc;ng tr&igrave;nh ra thực địa, chuy&ecirc;n dụng cho thi c&ocirc;ng v&agrave; gi&aacute;m s&aacute;t x&acirc;y dựng c&ocirc;ng tr&igrave;nh đ&uacute;ng bản vẽ thiết kế. C&ocirc;ng cụ đo bằng những mẫu m&aacute;y đo đạc như m&aacute;y kinh vĩ, m&aacute;y thủy b&igrave;nh,m&aacute;y đo khoảng c&aacute;ch laser, m&aacute;y to&agrave;n đạc điện tử&nbsp;&hellip;&nbsp;</span></span></span></p>
<p style="box-sizing: border-box; margin-bottom: 1.3em; margin-top: 0px; color: rgb(66, 66, 66); font-family: Roboto, sans-serif; font-size: 15px; text-align: justify;">
	<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Nhiệm vụ chủ đạo của c&ocirc;ng t&aacute;c trắc địa trong x&acirc;y dựng l&agrave; đảm bảo cho c&ocirc;ng tr&igrave;nh được x&acirc;y dựng đ&uacute;ng k&iacute;ch thước h&igrave;nh học v&agrave; đ&uacute;ng vị tr&iacute; thiết kế. Chỉ khi hai y&ecirc;u cầu n&agrave;y được đ&aacute;p ứng th&igrave; c&ocirc;ng tr&igrave;nh mới mang thể vận h&agrave;nh an to&agrave;n.&nbsp;</span></span></span></p>
<h2 style="box-sizing: border-box; margin-bottom: 1.3em; margin-top: 0px; color: rgb(66, 66, 66); font-family: Roboto, sans-serif; font-size: 15px; text-align: justify;">
	<span style="font-weight: var(--h2_typography-font-weight); font-family: tahoma, geneva, sans-serif; font-size: 14px; color: rgb(0, 0, 0);">III. Những thiết bị được sử dụng trong định vị thi c&ocirc;ng c&ocirc;ng tr&igrave;nh</span></h2>
<ul style="box-sizing: border-box; color: rgb(73, 73, 73); font-family: &quot;Open Sans&quot;, Arial, Helvetica, sans-serif; font-size: 15px;">
	<li style="box-sizing: border-box;">
		<span style="color:#ff0000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><a href="https://tracdiathanhdat.vn/may-thuy-binh-tu-dong"><strong>M&aacute;y thủy b&igrave;nh tự động, m&aacute;y thủy b&igrave;nh điện tử</strong></a></span></span></span><span style="color:#000080;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">:</span></span></span><span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> X&aacute;c định cao độ, dẫn mốc cao độ, đo ch&ecirc;nh cao, quan trắc l&uacute;n&hellip;</span></span></span></li>
</ul>
<ul style="box-sizing: border-box; color: rgb(73, 73, 73); font-family: &quot;Open Sans&quot;, Arial, Helvetica, sans-serif; font-size: 15px;">
	<li style="box-sizing: border-box;">
		<span style="color:#000080;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="box-sizing: border-box; font-weight: bolder;"><a href="https://tracdiathanhdat.vn/may-toan-dac-dien-tu">M&aacute;y to&agrave;n đạc điện tử</a></span></span></span></span><span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="box-sizing: border-box; font-weight: bolder;">:</span>&nbsp;Bố tr&iacute; tr&iacute; tọa độ thiết kế ra thực địa; t&iacute;nh to&aacute;n khoảng c&aacute;ch ngang, đứng, g&oacute;c phương vị của đường, tọa độ điểm, diện t&iacute;ch v&agrave; bố tr&iacute; đường thẳng, đường cong; dẫn lưới lập mốc đường chuyền&hellip;</span></span></span></li>
</ul>
<ul style="box-sizing: border-box; color: rgb(73, 73, 73); font-family: &quot;Open Sans&quot;, Arial, Helvetica, sans-serif; font-size: 15px;">
	<li style="box-sizing: border-box;">
		<span style="color:#000080;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="box-sizing: border-box; font-weight: bolder;"><a href="https://tracdiathanhdat.vn/may-dinh-vi-ve-tinh-gps-2-tan-so-rtk">M&aacute;y định vị GNSS</a></span></span></span></span><span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="box-sizing: border-box; font-weight: bolder;">:</span>&nbsp;Khảo s&aacute;t th&agrave;nh lập lưới khống chế tọa độ; bố tr&iacute; điểm phục vụ cho c&ocirc;ng t&aacute;c chuyển điểm thiết kế ra thực địa; giao hội, bố tr&iacute; đường cong, t&iacute;nh diện t&iacute;ch&hellip;</span></span></span></li>
</ul>
<p style="box-sizing: border-box; margin-bottom: 1.3em; margin-top: 0px; color: rgb(66, 66, 66); font-family: Roboto, sans-serif; font-size: 15px; text-align: center;">
	<span style="color:#000000;"><img alt="" src="/admin/webroot/upload/image/images/Banner (665 × 295 px) (31).png" style="width: 665px; height: 295px;" /></span></p>
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		'title_seo' => 'tin tức trắc địa, cập nhật xu hướng đo đạc mới, công nghệ đo đạc, thiết bị đo đạc hiện đại, mẹo kỹ thuật trắc địa, sai số đo đạc, hệ tọa độ VN-2000, GNSS, RTK, GPS trắc địa, phần mềm trắc địa, phần mềm GIS, SurPad, LandStar, Magnet Field, Leica Captivate, Trimble Access',
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	'id' => '1',
	'name' => 'Công ty CP Công nghệ và Thương mại Thành Đạt',
	'title' => 'Chuyên phân phối máy đo đạc, trắc địa: Máy GPS RTK, máy thủy bình, máy toàn đạc, máy scanner, UAV chính hãng (LEICA, TOPCON, NIKON, TRIMPLE, SOKKIA, DJI, PENTAX, GARMIN,...)',
	'address_eng' => '',
	'address' => '<p>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong><u>Văn ph&ograve;ng</u></strong></span></span><span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">: Số 157&nbsp;Đặng Văn Ngữ, Phường Kim Li&ecirc;n, H&agrave; Nội</span></span></p>
<p>
	<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">MST:<strong><a href="javascript: void(0)" style="font-size:11px;"><span style="color:#ffffff;"> 0103764857 </span></a></strong>do Sở KHĐT TP. H&agrave; Nội cấp ng&agrave;y 28-04-2009<br />
	Điện thoại:&nbsp;<a href="javascript: void(0)" style="font-family: tahoma, geneva, sans-serif;font-size:11px;"><span style="color: rgb(255, 255, 255);"><strong style="font-family: arial, helvetica, sans-serif;">(</strong><strong style="font-family: arial, helvetica, sans-serif;">024) 3776 4930</strong></span></a></span></span></p>
<div>
	<p>
		<strong style="font-size: 14px; font-family: tahoma, geneva, sans-serif;"><u>Cửa h&agrave;ng</u></strong><span style="font-size: 14px; font-family: tahoma, geneva, sans-serif;">:</span></p>
</div>
<p>
	<span style="font-family: tahoma, geneva, sans-serif;">- <span style="font-size:12px;">Số <strong><span style="font-size:14px;">145 </span></strong></span></span><span style="font-size:12px;"><span style="font-family: tahoma, geneva, sans-serif;">L&aacute;ng Hạ, Phường L&aacute;ng Hạ, H&agrave; Nội</span></span></p>
<p>
	<span style="font-size:12px;"><span style="font-family: tahoma, geneva, sans-serif;">- Số 5/161 Nguyễn Tu&acirc;n, Phường Thanh Xu&acirc;n, H&agrave; Nội</span></span><br />
	<br />
	&nbsp;</p>
',
	'contactinfo_eng' => '',
	'taikhoan' => '<strong><span style="color:#04529a;">Số T&agrave;i&nbsp; khoản c&aacute;c ng&acirc;n h&agrave;ng của c&ocirc;ng ty T&acirc;n &Aacute;</span></strong><br />
<br />
1. 13022-0506-5430 - Nguyễn Văn Hiệu - Agribank - CN Trung Y&ecirc;n, HN<br />
2. 0011-00404-0367 - Nguyễn Văn Hiệu - Vietcombank - CN Sở Giao dịch, HN<br />
3. 711A-6202-9713 - Nguyễn Văn Hiệu - Vietinbank - CN Thanh Xu&acirc;n, HN<br />
4. 190-256-018-210-13 - Nguyễn Văn Hiệu - Techcombank, H&agrave; Nội<br />
5. 1231-0000-368-767 - Nguyễn Văn Hiệu - BIDV CN Quang Trung, H&agrave; Nội',
	'contactinfo' => '<div dir="rtl" style="text-align: left;">
	<u style="font-family: tahoma, geneva, sans-serif; font-size: 14px;"><strong>Văn Ph&ograve;ng</strong></u></div>
<div style="">
	<br />
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Địa chỉ:&nbsp; Số 157 Đặng Văn Ngữ, Phường Kim Li&ecirc;n, H&agrave; Nội, Việt Nam<br />
	Tel:&nbsp; &nbsp; &nbsp; &nbsp; (024) 3776 4930 &nbsp; &nbsp;<br />
	Fax:&nbsp; &nbsp; &nbsp; &nbsp;(024) 3776 5908<br />
	Email:&nbsp; &nbsp; thanhdatsurvey.JSC@gmail.com/ tracdiathanhdat@gmail.com<br />
	Hotline:&nbsp; <strong>0913 051 734</strong><br />
	<br />
	<strong><u>C</u></strong><strong><u>ửa h&agrave;ng</u></strong></span></span><br />
	<br />
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">- Số 145 L&aacute;ng Hạ, Phường L&aacute;ng Hạ, H&agrave; Nội</span></span><br />
	<img alt="" src="data:image/png;base64,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" style="height: 12px; width: 16px;" /><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">&nbsp;<strong>0942 288 388</strong></span><br />
	&nbsp;</div>
<div style="">
	<span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">- Số 5/161 Nguyễn Tu&acirc;n, Phường Thanh Xu&acirc;n, H&agrave; Nội</span></div>
<div style="">
	<img alt="" src="data:image/png;base64,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" style="height: 12px; width: 16px;" /><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">&nbsp;<strong>0949 322 456</strong></span></div>
<div style="">
	<br />
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong><u>VPĐD tại Tp. Hồ Ch&iacute; Minh</u></strong><br />
	<br />
	- 1/56 Nguyễn Th&aacute;i Sơn, Phường Hạnh Th&ocirc;ng, Hồ Ch&iacute; Minh</span></span><br />
	<img alt="" src="data:image/png;base64,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" style="height: 12px; width: 16px;" /><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">&nbsp;<strong>0904 925 936</strong></span></div>
',
	'telephone' => '01659 014592',
	'hotline' => '0913051734',
	'email' => 'tracdiathanhdat@yahoo.com',
	'url' => '',
	'meta_key' => 'Leica Geosystems, Máy RTK, máy định vị GPS, GNSS, vngeonet, máy laser, thước đo, Yamayo, máy toàn đạc điện tử, máy toàn đạc robotic, máy toàn đạc tự động, Leica, Sokkia, Nikon, Trimple, Nikon, Spectra, Topcon, ống nhòm, máy bộ đàm, thước đo Yamayo, Máy toàn đạc điện tử, Máy toàn đạc Leica, Máy toàn đạc Sokkia, máy toàn đạc Nikon, Máy toàn đạc Geomax,	Máy toàn đạc Topcon, Máy toàn đạc Trimble, Máy thủy bình tự động, Máy thủy bình leica, Máy thủy bình sokkia, Máy thủy bình Nikon, Máy thủy bình Topcon, Máy thủy bình pentax, Máy thủy bình điện tử, Máy cân bằng laser, Máy kinh vĩ nikon, Máy kinh vĩ Topcon, Máy kinh vĩ sokkia, Máy kinh vĩ geomax, Máy cân bằng laser sabaru, Máy cân bằng laser sincon, Máy cân bằng laser fukuda, Máy cân bằng laser acuza, Máy đo khoảng cách laser leica, Máy đo khoảng cách laser sincon, Máy đo khoảng cách laser bosch, Máy định vị gps 2 tần, Máy định vị gps cầm tay, Máy đo sâu, Máy bộ đàm, Phụ kiện trắc địa, Máy định vị GPS RTK GNSS, Máy định vị GPS RTK Trimble, Máy định vị GPS RTK Sokkia, Máy định vị GPS RTK Sanding, Máy định vị GPS RTK CHC, Máy định vị GPS RTK Comnav, Máy định vị GPS RTK Efix, Máy định vị GPS RTK FOIF, Máy định vị GPS RTK Geomax, Máy định vị GPS RTK Topcon, Máy định vị GPS RTK Nikon, Máy định vị GPS RTK South, Máy định vị GPS RTK Ruide, Máy định vị GPS RTK Kolida, Máy định vị GPS RTK Leica, máy định vị điểm, đo đạc, khảo sát, bản đồ, RINEX, CORS, ',
	'meta_des' => 'Chuyên cung cấp máy định vị vệ tinh GNSS RTK, máy thủy bình, máy toàn đạc, máy laser, máy GPS cầm tay, UAV, ống nhòm (LEICA, TOPCON, NIKON, TRIMPLE, SOKKIA, DJI, PENTAX, GARMIN,...). Uy tín, chất lượng, giá tốt hàng đầu tại Việt Nam!',
	'created' => '2012-06-05',
	'modified' => '1769758152',
	'youtube' => 'http://youtube.com',
	'twitter' => 'https://twitter.com/',
	'myspace' => 'https://myspace.com/',
	'facebook' => 'https://www.facebook.com/thanhdatsurvey.jsc/',
	'email2' => 'duycuong7640',
	'skype' => 'hothihuyen.hn',
	'yahoo' => 'duycuong7640',
	'yahoo1' => 'duycuong7640',
	'content' => 'Thanks for your interest in Vn Discoverytours. For a fast response, please submit this basic Quick Enquiry form below by clicking &ldquo;Submit&rdquo;, and we&rsquo;ll get back to you by e-mail within 12 to 24 hours (in working days). For urgent booking, call us at +84 974 839 873',
	'video' => '<iframe width="1280" height="720" src="https://www.youtube.com/embed/mR4kOuAkEtY" title="YouTube video player" frameborder="0" allow="accelerometer; autoplay; clipboard-write; encrypted-media; gyroscope; picture-in-picture" allowfullscreen></iframe>',
	'slogan' => 'trung tâm sửa chữa và bảo hành máy giặt electrolux',
	'slogan_eng' => '',
	'printer' => '',
	'googleplus' => '',
	'bando' => '<p>
	<iframe allowfullscreen="" frameborder="0" height="410" src="https://www.google.com/maps/embed?pb=!1m18!1m12!1m3!1d1680.2372398112452!2d105.81212934716025!3d21.01437303922492!2m3!1f0!2f0!3f0!3m2!1i1024!2i768!4f13.1!3m3!1m2!1s0x3135ab63b645b665%3A0xa6797ac6008687bf!2zQ-G7rWEgSMOgbmcgVHLhuq9jIMSQ4buLYQ!5e0!3m2!1svi!2s!4v1449908805279" style="border:0" width="600"></iframe></p>
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	'gioithieu' => '<p style="text-align: center;">
	<img alt="" src="/admin/webroot/upload/image/images/gioithieu.png" /></p>
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	'thongtincongty' => 'Sửa máy lạnh tại nhà
Sửa máy lạnh tại HCM
Sửa tủ lạnh
Bơm ga máy lạnh ',
	'trogiupkh' => 'Tai nghe Iphone
Sua may tinh tai nha
Máy Ozone Z755',
	'dichvuft' => 'Sửa máy lạnh
Bảo dưỡng máy lạnh
Vệ sinh máy lạnh
Lắp đặt máy lạnh',
	'bb' => '',
	'zing' => '',
	'hotline2' => '0912 35 65 75',
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	'theh1' => 'thanhdatsurvey.JSC',
	'hanoi' => '<div>
	<strong>C&Ocirc;NG TY CỔ PHẦN THƯƠNG MẠI HMH VIỆT NAM</strong></div>
<div>
	<strong>Địa chỉ</strong> &nbsp;: Số 51 - Trần Duy Hưng, Trung H&ograve;a, Cầu Giấy, H&agrave; Nội</div>
<div>
	<strong>Điện thoại </strong>: (04) 3641.7498 - <strong>Fax</strong>: (04) 3543.0479</div>
<div>
	<strong>Email </strong>: info@ifes.vn</div>
',
	'tphcm' => '<div>
	<strong>C&Ocirc;NG TY CỔ PHẦN THƯƠNG MẠI HMH VIỆT NAM</strong></div>
<div>
	<strong>Địa chỉ</strong>&nbsp;&nbsp;: Số 51 - Trần Duy Hưng, Trung H&ograve;a, Cầu Giấy, H&agrave; Nội</div>
<div>
	<strong>Điện thoại&nbsp;</strong>: (04) 3641.7498 -&nbsp;<strong>Fax</strong>: (04) 3543.0479</div>
<div>
	<strong>Email&nbsp;</strong>: info@ifes.vn</div>
',
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	'bandohaiphong' => '<iframe frameborder="0" height="450" src="https://www.google.com/maps/embed?pb=!1m14!1m8!1m3!1d3724.958946511035!2d105.8172709!3d20.9942827!3m2!1i1024!2i768!4f13.1!3m3!1m2!1s0x3135ac91e206c757%3A0xf0f7a088bc4c72a2!2zMTg2IEtoxrDGoW5nIFRydW5nLCBUaGFuaCBYdcOibiwgSMOgIE7hu5lpLCBWaeG7h3QgTmFt!5e0!3m2!1svi!2s!4v1419913280809" style="border:0" width="600"></iframe>',
	'gt' => '<p style="text-align: justify;">
	<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">L&agrave; c&ocirc;ng ty chuy&ecirc;n nhập khẩu,&nbsp;cung cấp v&agrave; chuyển giao c&ocirc;ng nghệ c&aacute;c loại m&aacute;y đo đạc,&nbsp;trắc địa phục vụ khảo s&aacute;t thiết kế, x&acirc;y dựng v&agrave; đo vẽ bản đồ của c&aacute;c h&atilde;ng nổi tiếng tr&ecirc;n thế giới như: LEICA, TOPCON, NIKON, PENTAX, SOKKIA, GLUNZ, TRIMPLE, SPECTRA, GEOMAX, GARMIN..., ch&uacute;ng t&ocirc;i cam kết mang tới cho kh&aacute;ch h&agrave;ng những sản phẩm ch&iacute;nh h&atilde;ng chất lượng tốt nhất, gi&aacute; cả hợp l&yacute;, hỗ trợ tư vấn, chuyển giao c&ocirc;ng nghệ miễn ph&iacute;, dịch vụ chăm s&oacute;c kh&aacute;ch h&agrave;ng tận t&acirc;m 24/7!&nbsp; </span><br />
	<br />
	<span style="font-family: tahoma, geneva, sans-serif;">Với hơn 20 năm kinh nghiệm c&ugrave;ng</span>&nbsp;<span style="font-family: tahoma, geneva, sans-serif;">đội ngũ nh&acirc;n vi&ecirc;n, kỹ thuật vi&ecirc;n năng động, c&oacute; tr&igrave;nh độ cao ch&uacute;ng t&ocirc;i&nbsp;tự h&agrave;o v&agrave; tin tưởng Qu&yacute; kh&aacute;ch h&agrave;ng sẽ h&agrave;i l&ograve;ng khi sử dụng c&aacute;c sản phẩm v&agrave; dịch vụ do ch&uacute;ng t&ocirc;i cung cấp!</span></span><br />
	&nbsp;</p>
<div style="text-align: justify;">
	<span style="color:#ff9966;"><span style="font-family:comic sans ms,cursive;"><span style="font-size:14px;"><strong style="font-family: tahoma, geneva, sans-serif;">Hỗ trợ 24/7:</strong>&nbsp;<strong>0942 288 388/</strong></span><span style="font-size: 14px;"><strong>0949 322 456</strong>&nbsp;(Zalo)&nbsp;</span></span></span></div>
',
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			'name' => 'Hướng dẫn mua hàng',
			'code' => null,
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			'cat_id' => '4',
			'price' => '0',
			'type' => 'new',
			'shortdes' => '',
			'content' => '<p>
	<span style="color:#000000;"><b><span style="font-size: 10.5pt; line-height: 107%; font-family: Verdana, sans-serif;">Cảm ơn Qu&yacute; kh&aacute;ch đ&atilde; tin tưởng lựa chọn sản phẩm v&agrave; dịch vụ vủa ch&uacute;ng t&ocirc;i!</span></b><br />
	<span style="font-size: 10.5pt; line-height: 107%; font-family: Tahoma, sans-serif;"> </span></span><span style="font-size: 10.5pt; line-height: 107%; font-family: Tahoma, sans-serif;"><!--[if !supportLineBreakNewLine]--><!--[endif]--></span></p>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="line-height: 107%;"><!--[if !supportLineBreakNewLine]--><!--[endif]--></span></span></span>
<p>
	<br />
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="color:#000000;">Qu&yacute; kh&aacute;ch c&oacute; thể mua h&agrave;ng theo những c&aacute;ch sau:</span></span></span><br />
	&nbsp;</p>
<p>
	<span style="color: rgb(0, 0, 0); font-size: 14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>1. C&aacute;ch 1: </strong>Đặt h&agrave;ng trực tiếp tại mục ĐẶT H&Agrave;NG (Th&ecirc;m v&agrave;o giỏ h&agrave;ng) tr&ecirc;n website:&nbsp;</span></span><span style="font-size: 14px;"><span style="font-family:tahoma,geneva,sans-serif;"><a href="https://maytracdiasaoviet.vn/" target="_blank"><span style="color:#000000;">https://tracdiathanhdat.vn/</span></a></span></span><span style="color: rgb(0, 0, 0); font-size: 14px;"><span style="font-family:tahoma,geneva,sans-serif;">.</span></span></p>
<p>
	<br />
	<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Ngay&nbsp;sau khi tiếp nhận th&ocirc;ng tin đặt h&agrave;ng, nh&acirc;n vi&ecirc;n kinh doanh c&ocirc;ng ty sẽ gọi điện cho qu&yacute; kh&aacute;ch để x&aacute;c nhận đơn h&agrave;ng v&agrave; tiến h&agrave;nh giao h&agrave;ng cho qu&yacute; kh&aacute;ch ngay trong ng&agrave;y.</span></span></span></p>
<br />
<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>2. C&aacute;ch 2: </strong>Đặt h&agrave;ng trực tiếp qua số hotline của c&ocirc;ng ty&nbsp;<br />
<br />
&ndash; Tại trụ sở H&agrave; Nội:&nbsp;<strong>0913 051 734&nbsp;</strong></span></span></span><span style="color: rgb(0, 0, 0); font-family: tahoma, geneva, sans-serif; font-size: 14px;">(Zalo/Call)</span><br />
<br />
<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">&ndash; Tại VPGD Hồ Ch&iacute; Minh:<strong>&nbsp;0904 925 936&nbsp;</strong></span></span></span><span style="color: rgb(0, 0, 0); font-family: tahoma, geneva, sans-serif; font-size: 14px;">(Zalo/Call)</span><br />
<br />
<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>3. C&aacute;ch 3:&nbsp;</strong>Qu&yacute; kh&aacute;ch mua h&agrave;ng trực tiếp tại địa chỉ sau:<br />
<br />
<strong>C&Ocirc;NG TY CP C&Ocirc;NG NGHỆ V&Agrave; THƯƠNG MẠI TH&Agrave;NH ĐẠT</strong></span></span></span><br />
<div style="margin: 0px; padding: 0px; color: rgb(0, 0, 0); font-family: arial; font-size: 13px; text-align: justify;">
	<br style="margin: 0px; padding: 0px;" />
	<span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">- 145 L&aacute;ng Hạ, Đống Đa, H&agrave; Nội</span><br />
	<br />
	<span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">- 5/161 Nguyễn Tu&acirc;n, Thanh Xu&acirc;n, H&agrave; Nội</span></div>
<div style="margin: 0px; padding: 0px; color: rgb(0, 0, 0); font-family: arial; font-size: 13px; text-align: justify;">
	&nbsp;</div>
<div style="margin: 0px; padding: 0px; color: rgb(0, 0, 0); font-family: arial; font-size: 13px; text-align: justify;">
	<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="margin: 0px; padding: 0px;"><span style="margin: 0px; padding: 0px;">- 1/56 Nguyễn Th&aacute;i Sơn, Phường 3, Quận G&ograve; Vấp, Hồ Ch&iacute; Minh</span></span><br style="margin: 0px; padding: 0px;" />
	<br />
	Rất mong được hợp t&aacute;c với Qu&yacute; kh&aacute;ch h&agrave;ng tr&ecirc;n cả nước.<br />
	<br />
	Tr&acirc;n trọng!</span></span></span></div>
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			'cat_id' => '4',
			'price' => '0',
			'type' => 'new',
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			'content' => '<p style="margin: 0px 0px 1.3em; padding: 0px; text-align: justify; box-sizing: border-box; color: rgb(66, 66, 66); font-family: Roboto, sans-serif; font-size: 16px;">
	<span style="color:#000000;"><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif; font-size: 14px;"><b><span style="font-size: 10.5pt; line-height: 107%; font-family: Verdana, sans-serif;">Cảm ơn Qu&yacute; kh&aacute;ch đ&atilde; tin tưởng lựa chọn sản phẩm v&agrave; dịch vụ vủa ch&uacute;ng t&ocirc;i!</span></b><br />
	<br />
	<span style="font-size: 10.5pt; line-height: 107%; font-family: Tahoma, sans-serif;"> <!--[if !supportLineBreakNewLine]--><!--[endif]--></span>&nbsp;</span><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif; font-size: 14px;">Ch&uacute;ng t&ocirc;i c</span><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">hấp nhận c&aacute;c h&igrave;nh thức thanh to&aacute;n bằng tiền mặt, chuyển khoản theo đ&uacute;ng quy định ph&aacute;p luật.&nbsp;</span></span></p>
<p style="margin: 0px 0px 1.3em; padding: 0px; box-sizing: border-box; color: rgb(66, 66, 66); font-family: Roboto, sans-serif; font-size: 16px;">
	<img alt="" src="/admin/webroot/upload/image/images/Thiết kế chưa có tên (22).png" style="width: 320px; height: 183px;" /></p>
<p style="margin: 0px 0px 1.3em; padding: 0px; text-align: justify; box-sizing: border-box; color: rgb(66, 66, 66); font-family: Roboto, sans-serif; font-size: 16px;">
	<span style="color:#000000;"><span style="margin: 0px; padding: 0px; font-size: 14px;"><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;">Qu&yacute; kh&aacute;ch c&oacute; thể chọn c&aacute;c phương thức thanh to&aacute;n sau đ&acirc;y:</span></span><br />
	<br />
	<strong><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">I. Thanh to&aacute;n trực tiếp tại cửa h&agrave;ng<br />
	<br />
	II. Thanh to&aacute;n qua h&igrave;nh thức chuyển khoản</span></strong><br />
	<br />
	<span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">Th&ocirc;ng tin t&agrave;i khoản:</span></span></p>
<p style="margin: 0px 0px 1.3em; padding: 0px; box-sizing: border-box; color: rgb(66, 66, 66); font-family: Roboto, sans-serif; font-size: 16px;">
	<strong style="color: rgb(0, 0, 0); margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif; font-size: 14px; text-align: justify;"><em>Chủ t&agrave;i khoản</em>: C&Ocirc;NG TY CP C&Ocirc;NG NGHỆ V&Agrave; THƯƠNG MẠI TH&Agrave;NH ĐẠT</strong></p>
<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><em style="margin: 0px; padding: 0px;"><strong>Số t&agrave;i khoản</strong></em><em style="margin: 0px; padding: 0px;">: <strong>0611001648635</strong> tại Ng&acirc;n h&agrave;ng TMCP Ngoại thương Việt Nam, chi nh&aacute;nh Ba Đ&igrave;nh<br />
<br />
<strong>Nội dung chuyển khoản</strong>: T&ecirc;n c&ocirc;ng ty - Th&ocirc;ng tin sản phẩm đ&atilde; mua &ndash; Số điện thoại người chuyển tiền</em></span></span></span><br />
<br />
<p style="margin: 0px 0px 1.3em; padding: 0px; text-align: justify; box-sizing: border-box; color: rgb(66, 66, 66); font-family: Roboto, sans-serif; font-size: 16px;">
	<span style="color:#000000;"><span style="margin: 0px; padding: 0px; font-size: 14px;"><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;">Sau khi chuyển khoản h&atilde;y th&ocirc;ng b&aacute;o lại cho ch&uacute;ng t&ocirc;i để ch&uacute;ng t&ocirc;i kiểm tra v&agrave; x&aacute;c nhận lại cho Qu&yacute; kh&aacute;ch.</span></span><br />
	<br />
	<strong><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">III. Thanh to&aacute;n khi nh&acirc;n vi&ecirc;n đến giao nhận h&agrave;ng</span></strong></span></p>
<p style="margin: 0px 0px 1.3em; padding: 0px; text-align: justify; box-sizing: border-box; color: rgb(66, 66, 66);">
	<span style="color:#000000;"><font face="tahoma, geneva, sans-serif"><span style="font-size: 14px;">Qu&yacute; kh&aacute;ch h&agrave;ng thanh to&aacute;n trực tiếp bằng tiền mặt cho nh&acirc;n vi&ecirc;n giao h&agrave;ng của ch&uacute;ng t&ocirc;i ngay khi kiểm tra v&agrave; nhận h&agrave;ng.<br />
	<br />
	Mọi phản hồi v&agrave; thắc mắc về việc thanh to&aacute;n, Qu&yacute; kh&aacute;ch li&ecirc;n hệ <strong>0942 288 388</strong>&nbsp;để được tư vấn.</span></font><br />
	<br />
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tr&acirc;n trọng!</span></span></span></p>
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			'title_seo' => 'Trắc địa Thành Đạt - nơi cung cấp các loại máy móc ngành đo đạc',
			'meta_key' => 'Máy toàn đạc, máy thủy chuẩn, máy kinh vĩ, máy laser, máy GPS, máy RTK,...',
			'meta_des' => 'Trắc địa Thành Đạt chuyên cung cấp các máy toàn đạc, máy GNSS RTK, máy thủy bình, UAV, máy kinh vĩ, phụ kiện trắc địathiết bị máy trắc địa chất lượng cao, giá tốt nhất, hỗ trợ tư vấn 24/7, chuyển giao công nghệ tận chân công trình!',
			'created' => '2015-12-02',
			'modified' => '2025-10-29',
			'slug' => 'chinh-sach-ban-hang-1',
			'cate' => '4',
			'link' => 'dich-vu',
			'name_eng' => 'Sales Policy',
			'name_tq' => '',
			'type' => 'new',
			'hot' => '0',
			'content' => '',
			'display' => '0',
			'content_eng' => null
		)
	),
	(int) 2 => array(
		'Post' => array(
			'id' => '587',
			'name' => 'Chính sách vận chuyển',
			'code' => null,
			'alias' => 'chinh-sach-van-chuyen',
			'cat_id' => '4',
			'price' => '0',
			'type' => 'new',
			'shortdes' => '',
			'content' => '<div>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong><span style="font-family:verdana,geneva,sans-serif;">Cảm ơn Qu&yacute; kh&aacute;ch đ&atilde; tin tưởng lựa chọn sản phẩm v&agrave; dịch vụ vủa ch&uacute;ng t&ocirc;i!</span></strong><br />
	<br />
	Ch&uacute;ng t&ocirc;i hỗ trợ giao h&agrave;ng to&agrave;n quốc cho Qu&yacute; kh&aacute;ch mua h&agrave;ng tại hệ thống cửa h&agrave;ng của ch&uacute;ng t&ocirc;i.</span></span><br />
	&nbsp;</div>
<div>
	<p style="margin: 0in 0in 7.5pt; padding: 0px; color: rgb(51, 51, 51); font-family: arial; font-size: 13px; text-align: justify; background-image: initial; background-position: initial; background-size: initial; background-repeat: initial; background-attachment: initial; background-origin: initial; background-clip: initial;">
		<span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;"><span style="margin: 0px; padding: 0px; font-size: 14px;">Sau khi nhận được th&ocirc;ng tin đặt h&agrave;ng ch&uacute;ng t&ocirc;i sẽ lập tức xử l&yacute; đơn h&agrave;ng v&agrave; phản hồi lại th&ocirc;ng tin cho kh&aacute;ch h&agrave;ng về việc thanh to&aacute;n v&agrave; giao nhận.<br />
		<br />
		<strong>&gt; Thời gian giao h&agrave;ng&nbsp;</strong><br />
		<br />
		- Trong v&ograve;ng 24 giờ&nbsp;nếu địa điểm giao h&agrave;ng&nbsp;<b style="color: rgb(74, 74, 74); box-sizing: border-box;">&le; 20 km</b>&nbsp;t&iacute;nh từ cửa h&agrave;ng của ch&uacute;ng t&ocirc;i.</span></span></p>
	<p style="margin-top: 0in; background-image: initial; background-position: initial; background-size: initial; background-repeat: initial; background-attachment: initial; background-origin: initial; background-clip: initial; box-sizing: border-box; margin-bottom: 1rem;">
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">-&nbsp;Trong v&ograve;ng 1-2 ng&agrave;y&nbsp;nếu địa điểm giao h&agrave;ng nằm trong phạm vi&nbsp;<b style="box-sizing: border-box">50 - 100 km</b>&nbsp;</span></span><span style="font-family: Arial, sans-serif;"><o:p></o:p></span><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">t&iacute;nh từ cửa h&agrave;ng của ch&uacute;ng t&ocirc;i.<br />
		<br />
		-&nbsp;Trong v&ograve;ng 3-5 ng&agrave;y</span></span><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">&nbsp;nếu địa điểm giao h&agrave;ng từ <strong>20</strong></span><b style="font-family: tahoma, geneva, sans-serif; font-size: 14px; box-sizing: border-box;">0 km</b><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">&nbsp;trở l&ecirc;n&nbsp;</span><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">t&iacute;nh từ cửa h&agrave;ng của ch&uacute;ng t&ocirc;i.</span></p>
	<p style="margin-top: 0in; background-image: initial; background-position: initial; background-size: initial; background-repeat: initial; background-attachment: initial; background-origin: initial; background-clip: initial; box-sizing: border-box; margin-bottom: 1rem;">
		<span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">Trước khi vận chuyển, bộ phận giao nhận sẽ li&ecirc;n lạc với Qu&yacute; kh&aacute;ch h&agrave;ng để x&aacute;c nhận khoảng thời gian v&agrave; địa điểm giao h&agrave;ng cụ thể.</span></p>
	<p style="margin-top: 0in; background-image: initial; background-position: initial; background-size: initial; background-repeat: initial; background-attachment: initial; background-origin: initial; background-clip: initial; box-sizing: border-box; margin-bottom: 1rem;">
		<strong style="font-family: tahoma, geneva, sans-serif; font-size: 14px; text-align: justify;">&gt; Ph&iacute; vận chuyển</strong><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px; text-align: justify;"> sẽ được t&iacute;nh theo từng gi&aacute; trị đơn h&agrave;ng v&agrave; được thoả thuận giữa hai b&ecirc;n ngay trước khi giao h&agrave;ng.&nbsp;</span></p>
	<p style="margin: 0in 0in 7.5pt; padding: 0px; color: rgb(51, 51, 51); font-family: arial; font-size: 13px; text-align: justify; background-image: initial; background-position: initial; background-size: initial; background-repeat: initial; background-attachment: initial; background-origin: initial; background-clip: initial;">
		<span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;"><span style="margin: 0px; padding: 0px; font-size: 14px;"><span style="margin: 0px; padding: 0px;">Mọi thắc mắc li&ecirc;n quan đến việc giao h&agrave;ng, Qu&yacute; kh&aacute;ch h&agrave;ng li&ecirc;n hệ số điện thoại&nbsp;<strong>0942 288 388</strong>&nbsp;để được giải đ&aacute;p v&agrave; giải quyết kịp thời.<br />
		<br />
		Tr&acirc;n trọng!</span></span></span></p>
</div>
',
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			'hot' => '1',
			'saleoff' => null,
			'title_seo' => 'Trắc địa Thành Đạt',
			'meta_key' => 'Chuyên cung cấp máy định vị vệ tinh GPS RTK, máy thủy bình, máy toàn đạc điện tử, UAV, ống nhòm, máy định vị GPS cầm tay, ... chính hãng, uy tín, giá tốt hàng đầu tại Việt Nam! Hotline: 0913051734!',
			'meta_des' => 'Chuyên cung cấp máy định vị vệ tinh GPS RTK, máy thủy bình, máy toàn đạc điện tử, UAV, ống nhòm, máy định vị GPS cầm tay, ... chính hãng, uy tín, giá tốt hàng đầu tại Việt Nam! Hotline: 0913051734!',
			'created' => '2021-04-07',
			'modified' => '2026-02-01',
			'status' => '1',
			'view' => '3322',
			'slug' => 'chinh-sach-van-chuyen',
			'name_eng' => '',
			'shortdes_eng' => '',
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			'namdi' => null,
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			'thoigiandi_eng' => null,
			'videoyou' => null,
			'nt' => null,
			'duration' => null,
			'duration_eng' => null,
			'twodaypro' => null,
			'twodaypro_eng' => null,
			'threedaypro' => null,
			'threedaypro_eng' => null,
			'photo' => null,
			'lft' => '141',
			'rght' => '142',
			'vat' => null,
			'hangsx' => null,
			'baohanh' => null,
			'tinhtrang' => '1',
			'tailieu' => null,
			'tag' => null
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		'Catproduct' => array(
			'id' => '4',
			'name' => 'Chính sách bán hàng',
			'parent_id' => null,
			'alias' => 'chinh-sach-ban-hang',
			'images' => '',
			'lft' => '47',
			'rght' => '48',
			'pos' => '3',
			'status' => '0',
			'title_seo' => 'Trắc địa Thành Đạt - nơi cung cấp các loại máy móc ngành đo đạc',
			'meta_key' => 'Máy toàn đạc, máy thủy chuẩn, máy kinh vĩ, máy laser, máy GPS, máy RTK,...',
			'meta_des' => 'Trắc địa Thành Đạt chuyên cung cấp các máy toàn đạc, máy GNSS RTK, máy thủy bình, UAV, máy kinh vĩ, phụ kiện trắc địathiết bị máy trắc địa chất lượng cao, giá tốt nhất, hỗ trợ tư vấn 24/7, chuyển giao công nghệ tận chân công trình!',
			'created' => '2015-12-02',
			'modified' => '2025-10-29',
			'slug' => 'chinh-sach-ban-hang-1',
			'cate' => '4',
			'link' => 'dich-vu',
			'name_eng' => 'Sales Policy',
			'name_tq' => '',
			'type' => 'new',
			'hot' => '0',
			'content' => '',
			'display' => '0',
			'content_eng' => null
		)
	),
	(int) 3 => array(
		'Post' => array(
			'id' => '585',
			'name' => 'Chính sách đổi trả',
			'code' => null,
			'alias' => 'chinh-sach-doi-tra',
			'cat_id' => '4',
			'price' => '0',
			'type' => 'new',
			'shortdes' => '',
			'content' => '<span style="color:#000000;"><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px; text-align: justify;">Ch&uacute;ng t&ocirc;i hỗ trợ đổi trả sản phẩm trong v&ograve;ng 07 ng&agrave;y nếu lỗi ph&aacute;t sinh do nh&agrave; sản xuất.<br />
<br />
Trong thời gian đổi trả, C&ocirc;ng ty CP C&ocirc;ng nghệ v&agrave; Thương mại Th&agrave;nh Đạt&nbsp; sẽ hỗ trợ cung cấp m&aacute;y m&oacute;c thay thế kịp thời để c&ocirc;ng việc khảo s&aacute;t, đo đạc của Qu&yacute; kh&aacute;ch kh&ocirc;ng bị gi&aacute;n đoạn. Chi ph&iacute; vận chuyển cho việc đổi trả do hai b&ecirc;n tự thoả thuận.</span><br style="margin: 0px; padding: 0px; color: rgb(66, 66, 66); font-family: tahoma, geneva, sans-serif; font-size: 14px; text-align: justify;" />
<br />
<strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">&gt; Điều kiện&nbsp;đổi trả:&nbsp;</span></span></strong></span><br />
<ul>
	<li style="box-sizing: border-box;">
		<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Sản phẩm phải c&ograve;n nguy&ecirc;n tem m&aacute;c.</span></span></span></li>
	<li style="box-sizing: border-box;">
		<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Sản phẩm&nbsp;bị lỗi do nh&agrave; sản xuất.</span></span></span></li>
	<li style="box-sizing: border-box;">
		<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Sản phẩm kh&ocirc;ng đ&uacute;ng như đơn đặt h&agrave;ng.</span></span></span></li>
	<li style="box-sizing: border-box;">
		<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Số lần đổi trả cho 1 sản phẩm l&agrave; 1 lần</span></span></span></li>
</ul>
<br />
<div style="text-align: start;">
	<span style="color:#000000;"><strong><span style="text-align: justify;"><font face="tahoma, geneva, sans-serif"><span style="font-size: 14px;">&gt;&nbsp;</span></font><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">Việc đổi trả sẽ kh&ocirc;ng được chấp nhận nếu:</span>&nbsp;<span style="font-size: 14px; font-family: tahoma, geneva, sans-serif;">&nbsp;</span></span></strong></span></div>
<ul>
	<li>
		<span style="color:#000000;"><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px; text-align: justify;">Trong qu&aacute; tr&igrave;nh sử dụng sản phẩm Qu&yacute; kh&aacute;ch kh&ocirc;ng tu&acirc;n thủ c&aacute;c chỉ dẫn của Nh&agrave; sản xuất.</span></span></li>
	<li>
		<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="text-align: justify;">S</span>ản phẩm bị trầy xước, kh&ocirc;ng nguy&ecirc;n vẹn</span></span></span></li>
</ul>
<br />
<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Ngo&agrave;i ra, ch&uacute;ng t&ocirc;i cũng hỗ trợ đổi trả sản phẩm v&igrave; l&yacute; do chủ quan của Qu&yacute; kh&aacute;ch h&agrave;ng ( muốn đổi sang sản phẩm c&ugrave;ng chủng loại nhưng kh&aacute;c về m&agrave;u sắc, h&atilde;ng sản xuất hay th&ocirc;ng số kỹ thuật). Chi ph&iacute; cho việc đổi trả n&agrave;y do Qu&yacute; kh&aacute;ch h&agrave;ng chịu.</span></span><br />
<br />
<span style="margin: 0px; padding: 0px; font-family: arial; text-align: justify; font-size: 14px;"><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;"><strong style="margin: 0px; padding: 0px;"><img alt="" src="https://tracdiathanhdat.vn/admin/webroot/upload/image/images/lien-he.jpg" style="margin: 0px; padding: 8px 0px; height: 36px; max-width: 100%; vertical-align: middle; border: 0px; opacity: 1; font-size: 13px; width: 38px;" /><span style="margin: 0px; padding: 0px; font-size: 13px;">&nbsp;</span></strong></span></span><span style="margin: 0px; padding: 0px; font-family: arial; text-align: justify; font-size: 14px;"><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;"><strong style="margin: 0px; padding: 0px;">&nbsp;</strong></span></span><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px; text-align: justify;">Li&ecirc;n hệ hotline <strong>0913 051 734</strong> để được tư vấn đổi trả theo đ&uacute;ng qui định.</span></span>',
			'images' => '202104071223177d9b7f6e319f9fa90078c7c61ed9bd19.jpg',
			'images_multi' => '',
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			'hot' => '1',
			'saleoff' => null,
			'title_seo' => 'Trắc địa Thành Đạt',
			'meta_key' => 'Chuyên cung cấp máy định vị vệ tinh GPS RTK, máy thủy bình, máy toàn đạc điện tử, UAV, ống nhòm, máy định vị GPS cầm tay, ... chính hãng, uy tín, giá tốt hàng đầu tại Việt Nam! Hotline: 0913051734!',
			'meta_des' => 'Chuyên cung cấp máy định vị vệ tinh GPS RTK, máy thủy bình, máy toàn đạc điện tử, UAV, ống nhòm, máy định vị GPS cầm tay, ... chính hãng, uy tín, giá tốt hàng đầu tại Việt Nam! Hotline: 0913051734!',
			'created' => '2021-04-07',
			'modified' => '2026-02-02',
			'status' => '1',
			'view' => '3317',
			'slug' => 'chinh-sach-doi-tra',
			'name_eng' => '',
			'shortdes_eng' => '',
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			'threedaypro_eng' => null,
			'photo' => null,
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			'rght' => '138',
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			'name' => 'Chính sách bán hàng',
			'parent_id' => null,
			'alias' => 'chinh-sach-ban-hang',
			'images' => '',
			'lft' => '47',
			'rght' => '48',
			'pos' => '3',
			'status' => '0',
			'title_seo' => 'Trắc địa Thành Đạt - nơi cung cấp các loại máy móc ngành đo đạc',
			'meta_key' => 'Máy toàn đạc, máy thủy chuẩn, máy kinh vĩ, máy laser, máy GPS, máy RTK,...',
			'meta_des' => 'Trắc địa Thành Đạt chuyên cung cấp các máy toàn đạc, máy GNSS RTK, máy thủy bình, UAV, máy kinh vĩ, phụ kiện trắc địathiết bị máy trắc địa chất lượng cao, giá tốt nhất, hỗ trợ tư vấn 24/7, chuyển giao công nghệ tận chân công trình!',
			'created' => '2015-12-02',
			'modified' => '2025-10-29',
			'slug' => 'chinh-sach-ban-hang-1',
			'cate' => '4',
			'link' => 'dich-vu',
			'name_eng' => 'Sales Policy',
			'name_tq' => '',
			'type' => 'new',
			'hot' => '0',
			'content' => '',
			'display' => '0',
			'content_eng' => null
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	),
	(int) 4 => array(
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			'id' => '583',
			'name' => 'Chính sách bảo hành',
			'code' => null,
			'alias' => 'chinh-sach-bao-hanh',
			'cat_id' => '4',
			'price' => '0',
			'type' => 'new',
			'shortdes' => '',
			'content' => '<div>
	<span style="font-family:tahoma,geneva,sans-serif;"><span style="font-size:14px;"><span style="color: rgb(66, 66, 66); text-align: justify;">Tất cả c&aacute;c sản phẩm mua tại hệ thống cửa h&agrave;ng của ch&uacute;ng t&ocirc;i đều được bảo h&agrave;nh ch&iacute;nh h&atilde;ng theo quy định của nh&agrave; sản xuất.&nbsp;</span><br style="margin: 0px; padding: 0px; color: rgb(66, 66, 66); font-family: tahoma, geneva, sans-serif; font-size: 14px; text-align: justify;" />
	<br style="margin: 0px; padding: 0px; color: rgb(66, 66, 66); font-family: tahoma, geneva, sans-serif; font-size: 14px; text-align: justify;" />
	<span style="color: rgb(66, 66, 66); text-align: justify;">Ch&uacute;ng t&ocirc;i hỗ trợ kỹ thuật 24/7 qua số hotline <strong>0913 051 734</strong> trong suốt qu&aacute; tr&igrave;nh Qu&yacute; kh&aacute;ch sử dụng sản phẩm.</span></span></span></div>
<div>
	<br />
	<strong><span style="font-family:tahoma,geneva,sans-serif;"><span style="font-size:14px;">1. Sản phẩm được bảo h&agrave;nh miễn ph&iacute;:&nbsp;</span></span></strong><br />
	<br />
	<ul>
		<li>
			<span style="font-family:tahoma,geneva,sans-serif;"><span style="font-size:14px;">Sản phẩm sẽ được bảo h&agrave;nh miễn ph&iacute; nếu sản phẩm đ&oacute; c&ograve;n thời hạn bảo h&agrave;nh (được t&iacute;nh kể từ ng&agrave;y mua h&agrave;ng).</span></span></li>
		<li>
			<span style="font-family:tahoma,geneva,sans-serif;"><span style="font-size:14px;">Thời hạn bảo h&agrave;nh được ghi tr&ecirc;n Tem Bảo H&agrave;nh v&agrave; theo quy định của từng Nh&agrave; sản xuất đối với tất cả c&aacute;c sự cố về mặt kỹ thuật.</span></span></li>
		<li>
			<span style="font-family:tahoma,geneva,sans-serif;"><span style="font-size:14px;">C&oacute; Tem bảo h&agrave;nh tr&ecirc;n sản phẩm.</span></span></li>
		<li>
			<span style="font-family:tahoma,geneva,sans-serif;"><span style="font-size:14px;">Khi sản phẩm c&oacute; sự cố kĩ thuật ch&uacute;ng t&ocirc;i sẽ trực tiếp khắc phục sự cố tại cửa h&agrave;ng&nbsp;hoặc thay mặt kh&aacute;ch h&agrave;ng&nbsp;mang sản phẩm tới Trung T&acirc;m Bảo H&agrave;nh của h&atilde;ng.</span></span></li>
	</ul>
	<br />
	<strong><span style="font-family:tahoma,geneva,sans-serif;"><span style="font-size:14px;">2. Những trường hợp kh&ocirc;ng được bảo h&agrave;nh (sửa chữa c&oacute; t&iacute;nh ph&iacute;):&nbsp;</span></span></strong><br />
	<br />
	<ul>
		<li>
			<span style="font-family:tahoma,geneva,sans-serif;"><span style="font-size:14px;">Sản phẩm đ&atilde; qu&aacute; thời hạn bảo h&agrave;nh hoặc kh&ocirc;ng c&oacute; Tem bảo h&agrave;nh tr&ecirc;n m&aacute;y.</span></span></li>
		<li>
			<span style="font-family:tahoma,geneva,sans-serif;"><span style="font-size:14px;">Sản phẩm bị hư hỏng do t&aacute;c động cơ học l&agrave;m rơi, vỡ, va đập, trầy xước, m&oacute;p m&eacute;o, ẩm ướt, hoen rỉ, chảy nước hoặc do hỏa hoạn, thi&ecirc;n tai g&acirc;y n&ecirc;n.</span></span></li>
		<li>
			<span style="font-family:tahoma,geneva,sans-serif;"><span style="font-size:14px;">Sản phẩm bị hỏng do sử dụng kh&ocirc;ng đ&uacute;ng c&aacute;ch, sử dụng sai điện &aacute;p quy định.</span></span></li>
		<li>
			<span style="font-family:tahoma,geneva,sans-serif;"><span style="font-size:14px;">Tự &yacute; th&aacute;o dỡ, sửa chữa sản phẩm</span></span></li>
	</ul>
	<br />
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tr&acirc;n trọng!</span></span><br />
	<span style="font-family:tahoma,geneva,sans-serif;"><span style="font-size:14px;">&nbsp;</span></span></div>
',
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			'title_seo' => 'Trắc địa Thành Đạt',
			'meta_key' => 'Chuyên cung cấp máy định vị vệ tinh GPS RTK, máy thủy bình, máy toàn đạc điện tử, UAV, ống nhòm, máy định vị GPS cầm tay, ... chính hãng, uy tín, giá tốt hàng đầu tại Việt Nam! Hotline: 0913051734!',
			'meta_des' => 'Chuyên cung cấp máy định vị vệ tinh GPS RTK, máy thủy bình, máy toàn đạc điện tử, UAV, ống nhòm, máy định vị GPS cầm tay, ... chính hãng, uy tín, giá tốt hàng đầu tại Việt Nam! Hotline: 0913051734!',
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			'thoigiandi_eng' => null,
			'videoyou' => null,
			'nt' => null,
			'duration' => null,
			'duration_eng' => null,
			'twodaypro' => null,
			'twodaypro_eng' => null,
			'threedaypro' => null,
			'threedaypro_eng' => null,
			'photo' => null,
			'lft' => '133',
			'rght' => '134',
			'vat' => null,
			'hangsx' => null,
			'baohanh' => null,
			'tinhtrang' => '1',
			'tailieu' => null,
			'tag' => null
		),
		'Catproduct' => array(
			'id' => '4',
			'name' => 'Chính sách bán hàng',
			'parent_id' => null,
			'alias' => 'chinh-sach-ban-hang',
			'images' => '',
			'lft' => '47',
			'rght' => '48',
			'pos' => '3',
			'status' => '0',
			'title_seo' => 'Trắc địa Thành Đạt - nơi cung cấp các loại máy móc ngành đo đạc',
			'meta_key' => 'Máy toàn đạc, máy thủy chuẩn, máy kinh vĩ, máy laser, máy GPS, máy RTK,...',
			'meta_des' => 'Trắc địa Thành Đạt chuyên cung cấp các máy toàn đạc, máy GNSS RTK, máy thủy bình, UAV, máy kinh vĩ, phụ kiện trắc địathiết bị máy trắc địa chất lượng cao, giá tốt nhất, hỗ trợ tư vấn 24/7, chuyển giao công nghệ tận chân công trình!',
			'created' => '2015-12-02',
			'modified' => '2025-10-29',
			'slug' => 'chinh-sach-ban-hang-1',
			'cate' => '4',
			'link' => 'dich-vu',
			'name_eng' => 'Sales Policy',
			'name_tq' => '',
			'type' => 'new',
			'hot' => '0',
			'content' => '',
			'display' => '0',
			'content_eng' => null
		)
	),
	(int) 5 => array(
		'Post' => array(
			'id' => '584',
			'name' => 'Chính sách bảo mật thông tin',
			'code' => null,
			'alias' => 'chinh-sach-bao-mat-thong-tin',
			'cat_id' => '4',
			'price' => '0',
			'type' => 'new',
			'shortdes' => '',
			'content' => '<div>
	<h2 style="text-align: justify;">
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); text-align: justify;"><span style="margin: 0px; padding: 0px;">1. Mục đ&iacute;ch thu nhập th&ocirc;ng tin c&aacute; nh&acirc;n</span></span></span></span></h2>
	<p style="text-align: justify;">
		<br />
		<span style="font-family: tahoma, geneva, sans-serif; font-size: 14px; color: rgb(51, 51, 51);">Th&ocirc;ng tin c&aacute; nh&acirc;n m&agrave; ch&uacute;ng t&ocirc;i thu thập bao gồm: họ t&ecirc;n, địa chỉ giao h&agrave;ng, địa chỉ email, số điện thoại cố định, số điện thoại di động, cookies.</span></p>
	<ul style="margin: 0px; padding: 0px 0px 0px 15px; color: rgb(51, 51, 51); font-family: arial; font-size: 13px; text-align: justify;">
		<li style="margin: 0px; padding: 0px; line-height: 20px;">
			<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="margin: 0px; padding: 0px;"><span style="margin: 0px; padding: 0px;">Đối với c&aacute;c giao dịch thanh to&aacute;n qua cổng thanh to&aacute;n trực tuyến, Ch&uacute;ng t&ocirc;i kh&ocirc;ng lưu trữ th&ocirc;ng tin số t&agrave;i khoản, số thẻ ng&acirc;n h&agrave;ng của kh&aacute;ch h&agrave;ng, những th&ocirc;ng tin n&agrave;y sẽ được cổng thanh to&aacute;n lưu trữ để phục vụ việc đối so&aacute;t giao dịch.</span></span></span></span></li>
		<li style="margin: 0px; padding: 0px; line-height: 20px;">
			<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="margin: 0px; padding: 0px;"><span style="margin: 0px; padding: 0px;">Th&ocirc;ng tin c&aacute; nh&acirc;n kh&aacute;ch h&agrave;ng sẽ được sử dụng cho một hoặc tất cả c&aacute;c mục đ&iacute;ch sau đ&acirc;y:</span></span></span></span>
			<ul style="margin: 0px; padding: 0px 0px 0px 15px;">
				<li style="margin: 0px; padding: 0px; line-height: 20px;">
					<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="margin: 0px; padding: 0px;"><span style="margin: 0px; padding: 0px;">Giao h&agrave;ng cho qu&yacute; kh&aacute;ch đ&atilde; mua h&agrave;ng</span></span></span></span></li>
				<li style="margin: 0px; padding: 0px; line-height: 20px;">
					<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="margin: 0px; padding: 0px;"><span style="margin: 0px; padding: 0px;">Th&ocirc;ng b&aacute;o về việc giao h&agrave;ng v&agrave; hỗ trợ kh&aacute;ch h&agrave;ng</span></span></span></span></li>
				<li style="margin: 0px; padding: 0px; line-height: 20px;">
					<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="margin: 0px; padding: 0px;"><span style="margin: 0px; padding: 0px;">Cung cấp th&ocirc;ng tin li&ecirc;n quan đến sản phẩm</span></span></span></span></li>
			</ul>
		</li>
		<li style="margin: 0px; padding: 0px; line-height: 20px;">
			<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="margin: 0px; padding: 0px;"><span style="margin: 0px; padding: 0px;">Ngo&agrave;i ra, ch&uacute;ng t&ocirc;i sẽ sử dụng th&ocirc;ng tin của qu&yacute; kh&aacute;ch cung cấp để hỗ trợ quản l&yacute; t&agrave;i khoản kh&aacute;ch h&agrave;ng (nếu c&oacute;); x&aacute;c nhận v&agrave; thực hiện c&aacute;c giao dịch t&agrave;i ch&iacute;nh li&ecirc;n quan đến c&aacute;c khoản thanh to&aacute;n trực tuyến của qu&yacute; kh&aacute;ch;</span></span></span></span></li>
		<li style="margin: 0px; padding: 0px; line-height: 20px;">
			<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="margin: 0px; padding: 0px;"><span style="margin: 0px; padding: 0px;">Ch&uacute;ng t&ocirc;i kh&ocirc;ng được ph&eacute;p thu nhập th&ocirc;ng tin nếu kh&aacute;ch h&agrave;ng kh&ocirc;ng tự nguyện, cũng kh&ocirc;ng sử dụng phương thức thu thập th&ocirc;ng tin kh&aacute;ch h&agrave;ng bằng c&aacute;c h&igrave;nh thức bất hợp ph&aacute;p.</span></span></span></span></li>
	</ul>
	<p style="text-align: justify;">
		&nbsp;</p>
	<h2 style="text-align: justify;">
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); text-align: justify;"><span style="margin: 0px; padding: 0px;">2. Phạm vi sử dụng th&ocirc;ng tin</span></span></span></span></h2>
	<br />
	<ul style="margin: 0px; padding: 0px 0px 0px 15px; color: rgb(51, 51, 51); font-family: arial; font-size: 13px; text-align: justify;">
		<li style="margin: 0px; padding: 0px; line-height: 20px;">
			<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="margin: 0px; padding: 0px;"><span style="margin: 0px; padding: 0px;">Th&ocirc;ng tin c&aacute; nh&acirc;n thu thập được sẽ chỉ được sử dụng trong nội bộ c&ocirc;ng ty.</span></span></span></span></li>
		<li style="margin: 0px; padding: 0px; line-height: 20px;">
			<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="margin: 0px; padding: 0px;"><span style="margin: 0px; padding: 0px;">Ch&uacute;ng t&ocirc;i c&oacute; thể chia sẻ t&ecirc;n v&agrave; địa chỉ của qu&yacute; kh&aacute;ch cho dịch vụ chuyển ph&aacute;t nhanh c&oacute; uy t&iacute;n để giao h&agrave;ng cho qu&yacute; kh&aacute;ch theo cam kết.</span></span></span></span></li>
	</ul>
	<p style="text-align: justify;">
		&nbsp;</p>
	<h2 style="text-align: justify;">
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); text-align: justify;"><span style="margin: 0px; padding: 0px;">3. Thời gian lưu trữ th&ocirc;ng tin</span></span></span></span></h2>
	<p style="text-align: justify;">
		<br />
		<span style="font-family: tahoma, geneva, sans-serif; font-size: 14px; color: rgb(51, 51, 51); text-align: justify;">Th&ocirc;ng tin kh&aacute;ch h&agrave;ng được lưu trữ nội bộ cho đến khi c&oacute; y&ecirc;u cầu x&oacute;a th&ocirc;ng tin từ ph&iacute;a kh&aacute;ch h&agrave;ng.</span></p>
	<div style="margin: 0px; padding: 0px; line-height: 20px;">
		<div>
			<div style="text-align: justify;">
				&nbsp;</div>
			<h2 style="text-align: justify;">
				<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">4. Những người hoặc tổ chức c&oacute; thể được tiếp cận với th&ocirc;ng tin&nbsp;</span></span></h2>
			<br />
			<div style="text-align: justify;">
				<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đối tượng được tiếp cận với th&ocirc;ng tin c&aacute; nh&acirc;n của kh&aacute;ch h&agrave;ng thuộc một trong những trường hợp sau:</span></span><br />
				&nbsp;</div>
			<div style="text-align: justify;">
				<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">- Nh&acirc;n vi&ecirc;n của C&ocirc;ng ty Cổ phần C&ocirc;ng nghệ v&agrave; thương mại Th&agrave;nh Đạt</span></span></div>
			<div style="text-align: justify;">
				<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">- C&aacute;c đối t&aacute;c c&oacute; k&yacute; hợp đồng thực hiện 1 phần dịch vụ của C&ocirc;ng ty. C&aacute;c đối t&aacute;c n&agrave;y sẽ nhận được những th&ocirc;ng tin theo thỏa thuận hợp đồng (c&oacute; thể 1 phần hoặc to&agrave;n bộ th&ocirc;ng tin tuy theo điều khoản hợp đồng) để tiến h&agrave;nh hỗ trợ người d&ugrave;ng sử dụng dịch vụ do C&ocirc;ng ty cung cấp.</span></span></div>
			<div style="text-align: justify;">
				&nbsp;</div>
			<h2 style="text-align: justify;">
				<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">5. Địa chỉ của đơn vị thu thập v&agrave; quản l&yacute; th&ocirc;ng tin</span></span></h2>
			<div style="text-align: justify;">
				<em><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">(bao gồm c&aacute;ch thức li&ecirc;n lạc để người ti&ecirc;u d&ugrave;ng c&oacute; thể hỏi về hoạt động thu thập, xử l&yacute; th&ocirc;ng tin li&ecirc;n quan đến c&aacute; nh&acirc;n m&igrave;nh)</span></span></em></div>
			<div style="text-align: justify;">
				<br />
				<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Địa chỉ của đơn vị thu thập v&agrave; quản l&yacute; th&ocirc;ng tin:</span></span><br />
				&nbsp;</div>
			<div style="text-align: justify;">
				<strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">- C&ocirc;ng ty Cổ phần C&ocirc;ng nghệ v&agrave; thương mại Th&agrave;nh Đạt&nbsp;</span></span></strong></div>
			<div style="text-align: justify;">
				<strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">- Địa chỉ: số 157 phố Đặng Văn Ngữ, P. Phương Li&ecirc;n, Q. Đống Đa, Tp. H&agrave; Nội</span></span></strong></div>
			<div style="text-align: justify;">
				<strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">- Điện thoại: 0243 7764930</span></span></strong></div>
			<div style="text-align: justify;">
				<strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">- Email: tracdiathanhdat@gmail.com<span style="white-space: pre;"> </span></span></span></strong></div>
		</div>
	</div>
	<p style="text-align: justify;">
		<br />
		<span style="color: rgb(51, 51, 51); font-family: tahoma, geneva, sans-serif; font-size: 14px; text-align: justify;">Người d&ugrave;ng c&oacute; thể gọi điện tới tổng đ&agrave;i hỗ trợ v&agrave; chăm s&oacute;c kh&aacute;ch h&agrave;ng&nbsp;</span><strong style="color: rgb(51, 51, 51); font-family: tahoma, geneva, sans-serif; font-size: 14px; text-align: justify; margin: 0px; padding: 0px;">0949 322 456</strong><span style="color: rgb(51, 51, 51); font-family: tahoma, geneva, sans-serif; font-size: 14px; text-align: justify;">&nbsp;để điều chỉnh hoặc x&oacute;a đi dữ liệu c&aacute; nh&acirc;n của m&igrave;nh.</span><br />
		&nbsp;</p>
	<h2 style="text-align: justify;">
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); text-align: justify;"><span style="margin: 0px; padding: 0px;">6. Cam kết bảo mật th&ocirc;ng tin c&aacute; nh&acirc;n kh&aacute;ch h&agrave;ng</span></span></span></span></h2>
	<br />
	<ul style="margin: 0px; padding: 0px 0px 0px 15px; color: rgb(51, 51, 51); font-family: arial; font-size: 13px; text-align: justify;">
		<li style="margin: 0px; padding: 0px; line-height: 20px;">
			<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="margin: 0px; padding: 0px;"><span style="margin: 0px; padding: 0px;">Kh&ocirc;ng b&aacute;n, chia sẻ hay trao đổi th&ocirc;ng tin c&aacute; nh&acirc;n của kh&aacute;ch h&agrave;ng thu thập tr&ecirc;n trang web cho một b&ecirc;n thứ ba n&agrave;o kh&aacute;c.</span></span></span></span></li>
		<li style="margin: 0px; padding: 0px; line-height: 20px;">
			<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="margin: 0px; padding: 0px;"><span style="margin: 0px; padding: 0px;">Ngoại trừ c&aacute;c trường hợp về sử dụng th&ocirc;ng tin c&aacute; nh&acirc;n như đ&atilde; n&ecirc;u trong ch&iacute;nh s&aacute;ch n&agrave;y,ch&uacute;ng t&ocirc;i cam kết kh&ocirc;ng tiết lộ th&ocirc;ng tin c&aacute; nh&acirc;n của bạn ra ngo&agrave;i. Trong một số trường hợp, ch&uacute;ng t&ocirc;i c&oacute; thể thu&ecirc; một đơn vị độc lập để tiến h&agrave;nh c&aacute;c dự &aacute;n nghi&ecirc;n cứu thị trường v&agrave; khi đ&oacute; th&ocirc;ng tin của bạn sẽ được cung cấp cho đơn vị n&agrave;y để tiến h&agrave;nh dự &aacute;n. B&ecirc;n thứ ba n&agrave;y sẽ bị r&agrave;ng buộc bởi một thỏa thuận về bảo mật m&agrave; theo đ&oacute; họ chỉ được ph&eacute;p sử dụng những th&ocirc;ng tin được cung cấp cho mục đ&iacute;ch ho&agrave;n th&agrave;nh dự &aacute;n.</span></span></span></span></li>
		<li style="margin: 0px; padding: 0px; line-height: 20px;">
			<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="margin: 0px; padding: 0px;"><span style="margin: 0px; padding: 0px;">Ch&uacute;ng t&ocirc;i c&oacute; thể tiết lộ hoặc cung cấp th&ocirc;ng tin c&aacute; nh&acirc;n của bạn trong c&aacute;c trường hợp thật sự cần thiết như sau: (a) khi c&oacute; y&ecirc;u cầu của c&aacute;c cơ quan ph&aacute;p luật; (b) trong trường hợp m&agrave; ch&uacute;ng t&ocirc;i tin rằng điều đ&oacute; sẽ gi&uacute;p ch&uacute;ng t&ocirc;i bảo vệ quyền lợi ch&iacute;nh đ&aacute;ng của m&igrave;nh trước ph&aacute;p luật.</span></span></span></span></li>
	</ul>
	<p style="text-align: justify;">
		&nbsp;</p>
	<h2 style="text-align: justify;">
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); text-align: justify;"><span style="margin: 0px; padding: 0px;">7. Thay đổi về ch&iacute;nh s&aacute;ch</span></span></span></span></h2>
	<p style="text-align: justify;">
		<br style="margin: 0px; padding: 0px;" />
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); text-align: justify;"><span style="margin: 0px; padding: 0px;">Nội dung của &ldquo;Ch&iacute;nh s&aacute;ch bảo mật&rdquo; n&agrave;y c&oacute; thể thay đổi để ph&ugrave; hợp với c&aacute;c nhu cầu của C&ocirc;ng Ty CP C&ocirc;ng nghệ v&agrave; Thương Mại Th&agrave;nh Đạt cũng như nhu cầu v&agrave; sự phản hồi từ kh&aacute;ch h&agrave;ng (nếu c&oacute;).&nbsp;</span></span></span></span></p>
</div>
<div style="text-align: justify;">
	<br />
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Ch&uacute;ng t&ocirc;i&nbsp;hiểu rằng quyền lợi của bạn trong việc bảo vệ th&ocirc;ng tin c&aacute; nh&acirc;n cũng ch&iacute;nh l&agrave; tr&aacute;ch nhiệm của ch&uacute;ng t&ocirc;i n&ecirc;n trong bất kỳ trường hợp c&oacute; thắc mắc, g&oacute;p &yacute; n&agrave;o li&ecirc;n quan đến ch&iacute;nh s&aacute;ch bảo mật, việc th&ocirc;ng tin c&aacute; nh&acirc;n bị sử dụng sai mục đ&iacute;ch vui l&ograve;ng li&ecirc;n hệ qua số điện thoại <strong>0949 322 456</strong> hoặc gửi phản hồi về&nbsp;địa chỉ email: <em><strong>tracdiathanhdat@gmail.com.</strong></em><br />
	<br />
	Tr&acirc;n trọng!</span></span></div>
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$chiasekinhnghiem = array()
$list_menu_footer = array()
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			'name' => 'Sản phẩm',
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$danhmuc = array(
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			'slug' => 'san-pham-1'
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			'name' => 'Hãng sản xuất',
			'slug' => 'hang-san-xuat'
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			'name' => 'Liên hệ',
			'slug' => 'lien-he'
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)
$support = array(
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			'name' => 'Co so Ha noi',
			'phone' => '098 987 678',
			'yahoo' => 'duycuong7640',
			'skype' => 'duycuong7640',
			'pos' => '0',
			'created' => '2013-09-13',
			'modified' => '2015-05-05',
			'status' => '1',
			'yahoo1' => 'duycuong7640',
			'skype1' => '',
			'hotline' => '0987 654 999',
			'email' => '',
			'name1' => ''
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	),
	(int) 1 => array(
		'Support' => array(
			'id' => '16',
			'name' => 'Co so TP.HCM',
			'phone' => '3252  436 432',
			'yahoo' => 'duycuong7640',
			'skype' => 'tuvantubep',
			'pos' => '0',
			'created' => '2014-01-15',
			'modified' => '2015-05-05',
			'status' => '1',
			'yahoo1' => 'duycuong7640',
			'skype1' => '',
			'hotline' => '0987 654 999',
			'email' => '',
			'name1' => ''
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)
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			'title_seo' => 'Trắc địa Thành Đạt chuyên cung cấp và chuyển giao công nghệ các loại máy đo đạc, trắc địa phục vụ khảo sát thiết kế, xây dựng và đo vẽ bản đồ của các hãng nổi tiếng trên thế giới như: LEICA, TOPCON, NIKON, PENTAX, SOKKIA, GLUNZ, TRIMPLE, SPECTRA, GEOMAX, GARMIN,...',
			'meta_key' => 'Laser scanner, Layout Navigator',
			'meta_des' => 'Là công ty chuyên nhập khẩu, cung cấp máy định vị điểm chính hãng Trắc đia Thành Đạt cam kết mang tới cho khách hàng những sản phẩm chính hãng chất lượng tốt nhất, giá cả hợp lý, hỗ trợ tư vấn, chuyển giao công nghệ miễn phí, dịch vụ chăm sóc khách hàng tận tâm 24/7! ',
			'created' => '2022-12-05',
			'modified' => '2025-01-14',
			'slug' => 'laser-scanner-layout-navigator',
			'cate' => '4',
			'link' => 'san-pham',
			'name_eng' => '',
			'name_tq' => '',
			'type' => 'product',
			'hot' => '0',
			'content' => '',
			'display' => '0',
			'content_eng' => null
		)
	),
	(int) 2 => array(
		'Catproduct' => array(
			'id' => '7',
			'name' => 'Máy toàn đạc điện tử',
			'parent_id' => '2',
			'alias' => 'may-toan-dac-dien-tu',
			'images' => '202401081516562d6c3e4023165b5a99515b9bf87cb41d.png',
			'lft' => '4',
			'rght' => '5',
			'pos' => '1',
			'status' => '1',
			'title_seo' => 'Máy toàn đạc điện tử, máy toàn đạc Nikon, máy toàn đạc Topcon, máy toàn đạc Leica, máy toàn đạc Trimple, máy toàn đạc Sokkia, máy toàn đạc Geomax,...',
			'meta_key' => 'Máy toàn đạc điện tử, máy toàn đạc Nikon, máy toàn đạc Topcon, máy toàn đạc Leica, máy toàn đạc Trimple, máy toàn đạc Sokkia, máy toàn đạc Geomax,...máy toàn đạc chính hãng tại Hà Nội',
			'meta_des' => 'Máy toàn đạc điện tử (Total Station) là một trong những thiết bị được sử dụng nhiều nhất trong trắc địa với các chức năng đo góc ngang và góc đứng. Máy toàn đạc là sự kết hợp hoàn hảo của máy kinh vĩ và thiết bị đo khoảng cách điện tử (EDM).',
			'created' => '2015-12-02',
			'modified' => '2024-02-28',
			'slug' => 'may-toan-dac-dien-tu',
			'cate' => '4',
			'link' => 'san-pham',
			'name_eng' => 'May toan dac dien tu',
			'name_tq' => '',
			'type' => 'product',
			'hot' => '0',
			'content' => '',
			'display' => '0',
			'content_eng' => null
		)
	),
	(int) 3 => array(
		'Catproduct' => array(
			'id' => '8',
			'name' => 'Máy kinh vĩ điện tử',
			'parent_id' => '2',
			'alias' => 'may-kinh-vi-dien-tu',
			'images' => '2024010815204855ce9983bd34eb588124dc84b353f5b2.png',
			'lft' => '6',
			'rght' => '7',
			'pos' => '2',
			'status' => '1',
			'title_seo' => 'may kinh vi, máy kinh vĩ, máy kinh vĩ điện tử',
			'meta_key' => 'Máy kinh vĩ tại Hà Nội, Máy kinh vĩ điện tử chính hãng',
			'meta_des' => 'Máy kinh vĩ điện tử còn gọi là máy kinh vĩ số DT (Digital Theodolite). Máy kinh vĩ là loại dụng cụ đo lường các góc mặt bằng và góc đứng trong không gian. Chúng được dùng phổ biến trong điều tra khảo sát thực địa.

Là công ty chuyên nhập khẩu, cung cấp máy kinh vĩ các loại chính hãng Trắc đia Thành Đạt cam kết mang tới cho khách hàng những sản phẩm chính hãng chất lượng tốt nhất, giá cả hợp lý, hỗ trợ tư vấn, chuyển giao công nghệ miễn phí, dịch vụ chăm sóc khách hàng tận tâm 24/7! ',
			'created' => '2015-12-02',
			'modified' => '2024-01-08',
			'slug' => 'may-kinh-vi-dien-tu',
			'cate' => '4',
			'link' => 'san-pham',
			'name_eng' => '',
			'name_tq' => '',
			'type' => 'product',
			'hot' => '0',
			'content' => '',
			'display' => '0',
			'content_eng' => null
		)
	),
	(int) 4 => array(
		'Catproduct' => array(
			'id' => '9',
			'name' => 'Máy kinh vĩ quang cơ',
			'parent_id' => '2',
			'alias' => 'may-kinh-vi-quang-co',
			'images' => '202106091707040312c4b8f08be04fc109109fba92a7b0.jpg',
			'lft' => '8',
			'rght' => '9',
			'pos' => '3',
			'status' => '1',
			'title_seo' => 'may kinh vi, máy kinh vĩ',
			'meta_key' => 'may kinh vi, máy kinh vĩ chính hãng tại Hà Nội',
			'meta_des' => 'Máy kinh vĩ là loại dụng cụ đo lường các góc mặt bằng và góc đứng trong không gian. Chúng được dùng phổ biến trong điều tra khảo sát thực địa',
			'created' => '2015-12-02',
			'modified' => '2024-01-08',
			'slug' => 'may-kinh-vi-quang-co',
			'cate' => '4',
			'link' => 'san-pham',
			'name_eng' => '',
			'name_tq' => '',
			'type' => 'product',
			'hot' => '0',
			'content' => '',
			'display' => '0',
			'content_eng' => null
		)
	),
	(int) 5 => array(
		'Catproduct' => array(
			'id' => '10',
			'name' => 'Máy thủy bình tự động',
			'parent_id' => '2',
			'alias' => 'may-thuy-binh-tu-dong',
			'images' => '20240108152516627905f21b5ae408516847694d6bf571.png',
			'lft' => '10',
			'rght' => '11',
			'pos' => '4',
			'status' => '1',
			'title_seo' => 'Máy thủy bình, máy thủy bình chính hãng, may thuy binh Nikon, may thuy binh Leica, may thuy binh Topcon, may thuy bình Pentax, may thuy binh,...',
			'meta_key' => 'Máy thủy bình, máy thủy bình chính hãng, may thuy binh Nikon, may thuy binh Leica, may thuy binh Topcon, may thuy bình Pentax, may thuy binh.. chính hãng  tại Hà Nội',
			'meta_des' => 'Máy thủy bình tự động là loại máy thủy chuẩn được cải tiến với hệ thống tự cân bằng của con lắc. Thông qua hệ thống cân bằng tự động khiến cho các thao tác kỹ thuật liên quan đến thiết lập trạm máy cũng như quá trình đo góc hay khoảng cách, đo cao được chính xác và nhanh chóng hơn, nhiều tính năng nâng cao hơn máy thủy bình cơ.

Là công ty chuyên nhập khẩu, cung cấp máy thủy bình/ máy thủy chuẩn chính hãng tại Việt Nam, Trắc đia Thành Đạt cam kết mang tới cho khách hàng những sản phẩm chính hãng chất lượng tốt nhất, giá cả hợp lý, hỗ trợ tư vấn, chuyển giao công nghệ miễn phí, dịch vụ chăm sóc khách hàng tận tâm 24/7! ',
			'created' => '2015-12-02',
			'modified' => '2024-02-28',
			'slug' => 'may-thuy-binh-tu-dong',
			'cate' => '4',
			'link' => 'san-pham',
			'name_eng' => '',
			'name_tq' => '',
			'type' => 'product',
			'hot' => '0',
			'content' => '',
			'display' => '0',
			'content_eng' => null
		)
	),
	(int) 6 => array(
		'Catproduct' => array(
			'id' => '11',
			'name' => 'Máy thủy bình điện tử',
			'parent_id' => '2',
			'alias' => 'may-thuy-binh-dien-tu',
			'images' => '20240108152655355622b7e39186c76b1c8d7c90d8d67b.png',
			'lft' => '12',
			'rght' => '13',
			'pos' => '5',
			'status' => '1',
			'title_seo' => 'may thuy binh dien tu, máy thủy bình điện tử, máy thủy bình điện tử Leica, Nikon, Topcon, Sokkia, Trimple',
			'meta_key' => 'may thuy binh dien tu, máy thủy bình điện tử, máy thủy bình điện tử Leica, Nikon, Topcon, Sokkia, Trimple chính hãng tại Việt Nam',
			'meta_des' => 'Máy thủy bình điện tử là loại máy sử dụng tia hồng ngoại để đọc những số liệu cần đo đạc, rồi tự động tính toán theo các phép tính mà người sử dụng lựa chọn. Cuối cùng, kết quả sẽ hiển thị trên màn hình LCD. Các dữ liệu tính toán và đo đạc được lưu trữ ở bộ nhớ trong của máy. Hoặc có thể chuyển qua máy tính để xử lý các số liệu mà người sử dụng cần.

',
			'created' => '2015-12-02',
			'modified' => '2024-01-08',
			'slug' => 'may-thuy-binh-dien-tu',
			'cate' => '4',
			'link' => 'san-pham',
			'name_eng' => '',
			'name_tq' => '',
			'type' => 'product',
			'hot' => '0',
			'content' => '',
			'display' => '0',
			'content_eng' => null
		)
	),
	(int) 7 => array(
		'Catproduct' => array(
			'id' => '16',
			'name' => 'Máy thủy bình laser',
			'parent_id' => '2',
			'alias' => 'may-thuy-binh-laser',
			'images' => '2024010815374917fb38b64f9f6f9f2d1bc004b3e3e59c.png',
			'lft' => '22',
			'rght' => '23',
			'pos' => '6',
			'status' => '1',
			'title_seo' => 'Máy thủy bình laser chính hãng giá rẻ tại Hà Nội, may thuy binh laser, may laser, máy laser giá rẻ, máy laser Bosch, máy laser Leica',
			'meta_key' => 'Máy thủy bình laser chính hãng giá rẻ tại Hà Nội, may thuy binh laser, may laser, máy laser giá rẻ, máy laser Bosch, máy laser Leica',
			'meta_des' => 'Chuyên nhập khẩu, cung cấp máy laser chính hãng Trắc đia Thành Đạt cam kết mang tới cho khách hàng những sản phẩm chính hãng chất lượng tốt nhất, giá cả hợp lý, hỗ trợ tư vấn, chuyển giao công nghệ miễn phí, dịch vụ chăm sóc khách hàng tận tâm 24/7! ',
			'created' => '2015-12-09',
			'modified' => '2024-02-28',
			'slug' => 'may-thuy-binh-laser',
			'cate' => '4',
			'link' => 'san-pham',
			'name_eng' => '',
			'name_tq' => '',
			'type' => 'product',
			'hot' => '0',
			'content' => '',
			'display' => '0',
			'content_eng' => null
		)
	),
	(int) 8 => array(
		'Catproduct' => array(
			'id' => '17',
			'name' => 'Máy đo khoảng cách laser',
			'parent_id' => '2',
			'alias' => 'may-do-khoang-cach-laser',
			'images' => '2024010815293974051a0f3faad4fe0033fe98318caed8.png',
			'lft' => '24',
			'rght' => '25',
			'pos' => '6',
			'status' => '1',
			'title_seo' => 'Máy Đo Khoảng Cách Laser chính hãng giá rẻ',
			'meta_key' => 'Máy Đo Khoảng Cách Laser, Máy Đo Khoảng Cách Laser chính hãng, May do khoang cach laser, May do khoang cach laser chinh hang, May do khoang cach',
			'meta_des' => 'Là công ty chuyên nhập khẩu, cung cấp máy đo khoảng cách laser chính hãng Trắc đia Thành Đạt cam kết mang tới cho khách hàng những sản phẩm chính hãng chất lượng tốt nhất, giá cả hợp lý, hỗ trợ tư vấn, chuyển giao công nghệ miễn phí, dịch vụ chăm sóc khách hàng tận tâm 24/7! ',
			'created' => '2015-12-09',
			'modified' => '2024-01-08',
			'slug' => 'may-do-khoang-cach-laser',
			'cate' => '4',
			'link' => 'san-pham',
			'name_eng' => 'May do khoang cach laser',
			'name_tq' => '',
			'type' => 'product',
			'hot' => '0',
			'content' => '',
			'display' => '0',
			'content_eng' => null
		)
	),
	(int) 9 => array(
		'Catproduct' => array(
			'id' => '13',
			'name' => 'Máy định vị vệ tinh GPS 2 tần số RTK',
			'parent_id' => '2',
			'alias' => 'may-dinh-vi-ve-tinh-gps-2-tan-so-rtk',
			'images' => '20240108152853b1305732e016ad5c534f8371d76c092b.png',
			'lft' => '16',
			'rght' => '17',
			'pos' => '7',
			'status' => '1',
			'title_seo' => 'Máy định vị vệ tinh GPS 2 tần số RTK, máy đinh vị vệ tinh GNSS RTK, máy RTK, may RTK',
			'meta_key' => 'máy định vị vệ tinh GNSS RTK, máy RTK, may RTK, ',
			'meta_des' => 'Chuyên nhập khẩu, cung cấp máy định vị vệ tinh GNSS RTK chính hãng Trắc đia Thành Đạt cam kết mang tới cho khách hàng những sản phẩm chính hãng chất lượng tốt nhất, giá cả hợp lý, hỗ trợ tư vấn, chuyển giao công nghệ miễn phí, dịch vụ chăm sóc khách hàng tận tâm 24/7! ',
			'created' => '2015-12-02',
			'modified' => '2024-01-08',
			'slug' => 'may-dinh-vi-ve-tinh-gps-2-tan-so-rtk',
			'cate' => '4',
			'link' => 'san-pham',
			'name_eng' => '',
			'name_tq' => '',
			'type' => 'product',
			'hot' => '0',
			'content' => '',
			'display' => '0',
			'content_eng' => null
		)
	),
	(int) 10 => array(
		'Catproduct' => array(
			'id' => '19',
			'name' => 'Máy định vị GPS cầm tay',
			'parent_id' => '2',
			'alias' => 'may-dinh-vi-gps-cam-tay',
			'images' => '20240108153154a6b2faa25954f0bdc29b481c798007e7.png',
			'lft' => '26',
			'rght' => '27',
			'pos' => '7',
			'status' => '1',
			'title_seo' => 'máy định vị GPS cầm tay, may GPS cam tay, Máy GPS Garmin',
			'meta_key' => 'máy định vị GPS cầm tay, may GPS cam tay, Máy GPS Garmin chính hãng',
			'meta_des' => 'Chuyên nhập khẩu, cung cấp máy GPS cầm tay Garmin chính hãng Trắc đia Thành Đạt cam kết mang tới cho khách hàng những sản phẩm chính hãng chất lượng tốt nhất, giá cả hợp lý, hỗ trợ tư vấn, chuyển giao công nghệ miễn phí, dịch vụ chăm sóc khách hàng tận tâm 24/7! ',
			'created' => '2015-12-10',
			'modified' => '2024-01-08',
			'slug' => 'may-dinh-vi-gps-cam-tay',
			'cate' => '4',
			'link' => 'san-pham',
			'name_eng' => '',
			'name_tq' => '',
			'type' => 'product',
			'hot' => '0',
			'content' => '',
			'display' => '0',
			'content_eng' => null
		)
	),
	(int) 11 => array(
		'Catproduct' => array(
			'id' => '14',
			'name' => 'Máy thông tầng',
			'parent_id' => '2',
			'alias' => 'may-thong-tang',
			'images' => '2024010816025097a2e124175b25dae1b26701340708c7.png',
			'lft' => '18',
			'rght' => '19',
			'pos' => '8',
			'status' => '1',
			'title_seo' => 'máy thông tầng, máy chiếu đứng, may chieu dung, Foif,',
			'meta_key' => 'Máy thông tầng, máy chiếu đứng, may chieu dung, Foif,',
			'meta_des' => 'Chuyên cung cấp máy chiếu đứng các loại. Cam kết mang tới cho khách hàng những sản phẩm chính hãng chất lượng tốt nhất, giá cả hợp lý, hỗ trợ tư vấn, chuyển giao công nghệ miễn phí, dịch vụ chăm sóc khách hàng tận tâm 24/7! ',
			'created' => '2015-12-02',
			'modified' => '2024-01-19',
			'slug' => 'may-thong-tang',
			'cate' => '4',
			'link' => 'san-pham',
			'name_eng' => '',
			'name_tq' => '',
			'type' => 'product',
			'hot' => '0',
			'content' => '',
			'display' => '0',
			'content_eng' => null
		)
	),
	(int) 12 => array(
		'Catproduct' => array(
			'id' => '15',
			'name' => 'Máy bộ đàm',
			'parent_id' => '2',
			'alias' => 'may-bo-dam',
			'images' => '20240108153715f990518da54698e33be2ea01d6b75f59.png',
			'lft' => '20',
			'rght' => '21',
			'pos' => '8',
			'status' => '1',
			'title_seo' => 'máy bộ đàm, may bo dam, máy bộ đàm Kenwood, máy bộ đàm Motorola, may bo dam chinh hang',
			'meta_key' => 'máy bộ đàm, may bo dam, máy bộ đàm Kenwood, máy bộ đàm Motorola, may bo dam chinh hang, máy bộ đàm chính hãng tại Việt Nam',
			'meta_des' => 'Chuyên nhập khẩu, cung cấp máy bộ đàm chính hãng các loại, Trắc địa Thành Đạt cam kết mang tới cho khách hàng những sản phẩm chính hãng chất lượng tốt nhất, giá cả hợp lý, hỗ trợ tư vấn, chuyển giao công nghệ miễn phí, dịch vụ chăm sóc khách hàng tận tâm 24/7! ',
			'created' => '2015-12-02',
			'modified' => '2024-01-08',
			'slug' => 'may-bo-dam',
			'cate' => '4',
			'link' => 'san-pham',
			'name_eng' => '',
			'name_tq' => '',
			'type' => 'product',
			'hot' => '0',
			'content' => '',
			'display' => '0',
			'content_eng' => null
		)
	),
	(int) 13 => array(
		'Catproduct' => array(
			'id' => '51',
			'name' => 'Thước đo các loại',
			'parent_id' => '2',
			'alias' => 'thuoc-do-cac-loai',
			'images' => '202401081540347d3b76212a8ebdd03d45fc49a95a9868.png',
			'lft' => '32',
			'rght' => '33',
			'pos' => '10',
			'status' => '1',
			'title_seo' => 'thước thép, thước Yamayo, thuoc thep, thước đo sâu, thuoc do sau',
			'meta_key' => 'thước thép, thước Yamayo, thuoc thep, thước đo sâu, thuoc do sau chính hãng tại Việt Nam ',
			'meta_des' => 'Chuyên nhập khẩu, cung cấp thước đo các loại chính hãng, Trắc địa Thành Đạt cam kết mang tới cho khách hàng những sản phẩm chính hãng chất lượng tốt nhất, giá cả hợp lý, hỗ trợ tư vấn, chuyển giao công nghệ miễn phí, dịch vụ chăm sóc khách hàng tận tâm 24/7! ',
			'created' => '2021-03-25',
			'modified' => '2024-01-08',
			'slug' => 'thuoc-do-cac-loai',
			'cate' => '4',
			'link' => 'san-pham',
			'name_eng' => '',
			'name_tq' => '',
			'type' => 'product',
			'hot' => '0',
			'content' => '',
			'display' => '0',
			'content_eng' => null
		)
	),
	(int) 14 => array(
		'Catproduct' => array(
			'id' => '50',
			'name' => 'Ống nhòm - Ống nhòm đo khoảng cách',
			'parent_id' => '2',
			'alias' => 'ong-nhom-ong-nhom-do-khoang-cach',
			'images' => '20240108154447aa6b0fa969e5b4b7e097ef929cddbc0b.png',
			'lft' => '30',
			'rght' => '31',
			'pos' => '11',
			'status' => '1',
			'title_seo' => 'ống nhòm, ống nhòm đo khoảng cách, ong nhom gia re, ống nhòm chính hãng, ống nhòm golf',
			'meta_key' => 'ống nhòm, ống nhòm đo khoảng cách, ong nhom gia re, ống nhòm chính hãng, ống nhòm golf chính hãng',
			'meta_des' => 'Chuyên cung cấp ống nhòm, ống nhòm đo khoảng cách chính hãng giá rẻ tại Hà Nội. Trắc đia Thành Đạt cam kết mang tới cho khách hàng những sản phẩm chính hãng chất lượng tốt nhất, giá cả hợp lý, hỗ trợ tư vấn, chuyển giao công nghệ miễn phí, dịch vụ chăm sóc khách hàng tận tâm 24/7! ',
			'created' => '2021-03-25',
			'modified' => '2024-01-08',
			'slug' => 'ong-nhom-ong-nhom-do-khoang-cach',
			'cate' => '4',
			'link' => 'san-pham',
			'name_eng' => '',
			'name_tq' => '',
			'type' => 'product',
			'hot' => '0',
			'content' => '',
			'display' => '0',
			'content_eng' => null
		)
	),
	(int) 15 => array(
		'Catproduct' => array(
			'id' => '12',
			'name' => 'Phụ kiện trắc địa',
			'parent_id' => '2',
			'alias' => 'phu-kien-trac-dia',
			'images' => '2024010815484273190bae8513cd20f76eb5a6816de822.png',
			'lft' => '14',
			'rght' => '15',
			'pos' => '12',
			'status' => '1',
			'title_seo' => 'phụ kiện trắc địa, phu kien trac dia, chân máy, chân máy toàn đạc, chân thủy bình, pin GPS, pin sạc RTK, pin máy toàn đạc điện tử, mia, gương sào, gường Leica, gương Topcon, gương Nikon, sào gương',
			'meta_key' => 'phụ kiện trắc địa, phu kien trac dia, chân máy, chân máy toàn đạc, chân thủy bình, pin GPS, pin sạc RTK, pin máy toàn đạc điện tử, mia, gương sào, gường Leica, gương Topcon, gương Nikon, sào gương chính hãng',
			'meta_des' => 'Chuyên cung cấp phụ kiện trắc địa các loại: mia, chân toàn đạc, chân thủy bình, sạc pin RTK, sạc pin máy toàn đạc, gương sào,.... Trắc địa Thành Đạt cam kết mang tới cho khách hàng những sản phẩm chính hãng chất lượng tốt nhất, giá cả hợp lý, hỗ trợ tư vấn, chuyển giao công nghệ miễn phí, dịch vụ chăm sóc khách hàng tận tâm 24/7! ',
			'created' => '2015-12-02',
			'modified' => '2024-01-08',
			'slug' => 'phu-kien-trac-dia',
			'cate' => '4',
			'link' => 'san-pham',
			'name_eng' => 'Equipments',
			'name_tq' => '',
			'type' => 'product',
			'hot' => '0',
			'content' => '',
			'display' => '0',
			'content_eng' => null
		)
	),
	(int) 16 => array(
		'Catproduct' => array(
			'id' => '47',
			'name' => 'Sản phẩm khác',
			'parent_id' => '2',
			'alias' => 'san-pham-khac',
			'images' => '2024010816004972262bc63fc2344d41a2a0d35c8176a7.png',
			'lft' => '28',
			'rght' => '29',
			'pos' => '14',
			'status' => '1',
			'title_seo' => 'địa bàn địa chất, la bàn, la ban, búa địa chất, máy đo độ dày bê tông,camera hồng ngoại, máy đo độ bụi, máy đo độ cứng bê tông, bật mực, nhiệt kế, súng bắn bê tông,..',
			'meta_key' => 'địa bàn địa chất, la bàn, la ban, búa địa chất, máy đo độ dày bê tông,camera hồng ngoại, máy đo độ bụi, máy đo độ cứng bê tông, bật mực, nhiệt kế, súng bắn bê tông,..',
			'meta_des' => 'Chuyên cung cấp địa bàn địa chất, la bàn, la ban, búa địa chất, máy đo độ dày bê tông,camera hồng ngoại, máy đo độ bụi, máy đo độ cứng bê tông, bật mực, nhiệt kế, súng bắn bê tông,..  Trắc địa Thành Đạt cam kết mang tới cho khách hàng những sản phẩm chính hãng chất lượng tốt nhất, giá cả hợp lý, hỗ trợ tư vấn, chuyển giao công nghệ miễn phí, dịch vụ chăm sóc khách hàng tận tâm 24/7! ',
			'created' => '2016-01-25',
			'modified' => '2024-01-08',
			'slug' => 'san-pham-khac',
			'cate' => '4',
			'link' => 'san-pham',
			'name_eng' => '',
			'name_tq' => '',
			'type' => 'product',
			'hot' => '0',
			'content' => '',
			'display' => '0',
			'content_eng' => null
		)
	)
)
$cap2 = array(
	'Catproduct' => array(
		'id' => '45',
		'name' => 'Dịch vụ thuê máy',
		'parent_id' => '3',
		'alias' => 'dich-vu-thue-may',
		'images' => '',
		'lft' => '42',
		'rght' => '43',
		'pos' => '2',
		'status' => '1',
		'title_seo' => '',
		'meta_key' => '',
		'meta_des' => '',
		'created' => '2016-01-21',
		'modified' => '2016-01-21',
		'slug' => 'dich-vu-thue-may',
		'cate' => '4',
		'link' => 'gioi-thieu',
		'name_eng' => '',
		'name_tq' => '',
		'type' => 'new',
		'hot' => '0',
		'content' => '',
		'display' => '0',
		'content_eng' => null
	)
)
$dm_c3 = array()
include - APP/View/Elements/menu.ctp, line 56
View::_evaluate() - CORE/Cake/View/View.php, line 920
View::_render() - CORE/Cake/View/View.php, line 883
View::element() - CORE/Cake/View/View.php, line 424
include - APP/View/Layouts/home.ctp, line 169
View::_evaluate() - CORE/Cake/View/View.php, line 920
View::_render() - CORE/Cake/View/View.php, line 883
View::renderLayout() - CORE/Cake/View/View.php, line 539
View::render() - CORE/Cake/View/View.php, line 483
Controller::render() - CORE/Cake/Controller/Controller.php, line 957
ProductController::chitiet() - APP/Controller/ProductController.php, line 135
ReflectionMethod::invokeArgs() - [internal], line ??
Controller::invokeAction() - CORE/Cake/Controller/Controller.php, line 485
Dispatcher::_invoke() - CORE/Cake/Routing/Dispatcher.php, line 186
Dispatcher::dispatch() - CORE/Cake/Routing/Dispatcher.php, line 161
[main] - APP/webroot/index.php, line 92

                    <div class="accordion-group">

                        <div class="accordion-heading">

                            <a class="accordion-toggle" <?php if(!empty($dm_c2)){?>data-toggle="collapse" data-parent="#accordion2" href="#collapse<?php echo $cap1['Catproduct']['id'];?>" title="<?php echo $cap1['Catproduct']['name'.LANGUAGE];?>"<?php }else{?>href="<?php echo DOMAIN.$cap1['Catproduct']['slug'];?>"<?php }?>>

$viewFile = '/home/tracdiathanhda/domains/tracdiathanhdat.vn/public_html/app/View/Elements/menu.ctp'
$dataForView = array(
	'cat12' => array(
		'Catproduct' => array(
			'id' => '40',
			'name' => 'Blogs',
			'parent_id' => null,
			'alias' => 'blogs',
			'images' => '',
			'lft' => '103',
			'rght' => '104',
			'pos' => '5',
			'status' => '1',
			'title_seo' => 'tin tức trắc địa, cập nhật xu hướng đo đạc mới, công nghệ đo đạc, thiết bị đo đạc hiện đại, mẹo kỹ thuật trắc địa, sai số đo đạc, hệ tọa độ VN-2000, GNSS, RTK, GPS trắc địa, phần mềm trắc địa, phần mềm GIS, SurPad, LandStar, Magnet Field, Leica Captivate, Trimble Access',
			'meta_key' => 'tin tức trắc địa, cập nhật xu hướng đo đạc mới, công nghệ đo đạc, thiết bị đo đạc hiện đại, mẹo kỹ thuật trắc địa, sai số đo đạc, hệ tọa độ VN-2000, GNSS, RTK, GPS trắc địa, phần mềm trắc địa, phần mềm GIS, SurPad, LandStar, Magnet Field, Leica Captivate, Trimble Access',
			'meta_des' => 'phần mềm máy đo đạc, phần mềm GIS, phần mềm trút dữ liệu',
			'created' => '2015-12-16',
			'modified' => '2025-10-29',
			'slug' => 'blogs',
			'cate' => '4',
			'link' => 'tin-tuc',
			'name_eng' => '',
			'name_tq' => '',
			'type' => 'new',
			'hot' => '0',
			'content' => '',
			'display' => '0',
			'content_eng' => null
		)
	),
	'description_for_layout' => 'Chuyên cung cấp máy định vị vệ tinh GPS RTK, máy thủy bình, máy toàn đạc điện tử, UAV, ống nhòm, máy định vị GPS cầm tay, ... chính hãng, uy tín, giá tốt hàng đầu tại Việt Nam! Hotline: 0913051734!',
	'keywords_for_layout' => 'Chuyên cung cấp máy định vị vệ tinh GPS RTK, máy thủy bình, máy toàn đạc điện tử, UAV, ống nhòm, máy định vị GPS cầm tay, ... chính hãng, uy tín, giá tốt hàng đầu tại Việt Nam! Hotline: 0913051734!',
	'title_for_layout' => 'Máy toàn đạc điện tử',
	'tinmoiup' => array(
		(int) 0 => array(
			'Post' => array(
				[maximum depth reached]
			),
			'Catproduct' => array(
				[maximum depth reached]
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		),
		(int) 1 => array(
			'Post' => array(
				[maximum depth reached]
			),
			'Catproduct' => array(
				[maximum depth reached]
			)
		),
		(int) 2 => array(
			'Post' => array(
				[maximum depth reached]
			),
			'Catproduct' => array(
				[maximum depth reached]
			)
		),
		(int) 3 => array(
			'Post' => array(
				[maximum depth reached]
			),
			'Catproduct' => array(
				[maximum depth reached]
			)
		),
		(int) 4 => array(
			'Post' => array(
				[maximum depth reached]
			),
			'Catproduct' => array(
				[maximum depth reached]
			)
		),
		(int) 5 => array(
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				[maximum depth reached]
			),
			'Catproduct' => array(
				[maximum depth reached]
			)
		),
		(int) 6 => array(
			'Post' => array(
				[maximum depth reached]
			),
			'Catproduct' => array(
				[maximum depth reached]
			)
		),
		(int) 7 => array(
			'Post' => array(
				[maximum depth reached]
			),
			'Catproduct' => array(
				[maximum depth reached]
			)
		),
		(int) 8 => array(
			'Post' => array(
				[maximum depth reached]
			),
			'Catproduct' => array(
				[maximum depth reached]
			)
		),
		(int) 9 => array(
			'Post' => array(
				[maximum depth reached]
			),
			'Catproduct' => array(
				[maximum depth reached]
			)
		)
	),
	'tinlq' => array(
		(int) 0 => array(
			'Post' => array(
				[maximum depth reached]
			),
			'Catproduct' => array(
				[maximum depth reached]
			)
		),
		(int) 1 => array(
			'Post' => array(
				[maximum depth reached]
			),
			'Catproduct' => array(
				[maximum depth reached]
			)
		),
		(int) 2 => array(
			'Post' => array(
				[maximum depth reached]
			),
			'Catproduct' => array(
				[maximum depth reached]
			)
		),
		(int) 3 => array(
			'Post' => array(
				[maximum depth reached]
			),
			'Catproduct' => array(
				[maximum depth reached]
			)
		),
		(int) 4 => array(
			'Post' => array(
				[maximum depth reached]
			),
			'Catproduct' => array(
				[maximum depth reached]
			)
		),
		(int) 5 => array(
			'Post' => array(
				[maximum depth reached]
			),
			'Catproduct' => array(
				[maximum depth reached]
			)
		),
		(int) 6 => array(
			'Post' => array(
				[maximum depth reached]
			),
			'Catproduct' => array(
				[maximum depth reached]
			)
		),
		(int) 7 => array(
			'Post' => array(
				[maximum depth reached]
			),
			'Catproduct' => array(
				[maximum depth reached]
			)
		),
		(int) 8 => array(
			'Post' => array(
				[maximum depth reached]
			),
			'Catproduct' => array(
				[maximum depth reached]
			)
		),
		(int) 9 => array(
			'Post' => array(
				[maximum depth reached]
			),
			'Catproduct' => array(
				[maximum depth reached]
			)
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	'detailNews' => array(
		'Post' => array(
			'id' => '721',
			'name' => 'Định vị công trình bằng máy toàn đạc điện tử',
			'code' => null,
			'alias' => 'dinh-vi-cong-trinh-bang-may-toan-dac-dien-tu',
			'cat_id' => '40',
			'price' => '0',
			'type' => 'new',
			'shortdes' => '<p style="margin: 0in 0in 15.6pt; text-align: justify; background-image: initial; background-position: initial; background-size: initial; background-repeat: initial; background-attachment: initial; background-origin: initial; background-clip: initial;">
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="color: rgb(51, 51, 51);">Định vị thi c&ocirc;ng c&ocirc;ng tr&igrave;nh l&agrave; c&ocirc;ng t&aacute;c trắc địa nhằm x&aacute;c định vị tr&iacute; mặt&nbsp;<span style="box-sizing: border-box; touch-action: manipulation; color: rgb(51, 72, 98);">bằng</span>&nbsp;của c&aacute;c điểm, c&aacute;c đường thẳng, c&aacute;c điểm chi tiết của c&ocirc;ng tr&igrave;nh x&acirc;y dựng tr&ecirc;n đất liền cũng như tr&ecirc;n mặt nước theo đ&uacute;ng thiết kế.</span></span></span><span style="font-size:11.5pt;
font-family:Montserrat;color:#333333"><o:p></o:p></span></p>
',
			'content' => '<h2>
	<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>I. T&igrave;m hiểu về định vị thi c&ocirc;ng c&ocirc;ng tr&igrave;nh&nbsp;</strong></span></span></span></h2>
<br />
<p>
	<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Định vị thi c&ocirc;ng c&ocirc;ng tr&igrave;nh l&agrave; c&ocirc;ng t&aacute;c trắc địa nhằm x&aacute;c định vị tr&iacute; mặt&nbsp;bằng&nbsp;của c&aacute;c điểm, c&aacute;c đường thẳng, c&aacute;c điểm chi tiết của c&ocirc;ng tr&igrave;nh x&acirc;y dựng tr&ecirc;n đất liền cũng như tr&ecirc;n mặt nước theo đ&uacute;ng thiết kế.<br />
	<br />
	Định vị c&ocirc;ng tr&igrave;nh bằng m&aacute;y to&agrave;n đạc c&oacute; thể hiểu l&agrave; thao t&aacute;c sử dụng m&aacute;y to&agrave;n đạc để khảo s&aacute;t, x&aacute;c định vị tr&iacute; tọa độ c&ocirc;ng tr&igrave;nh chi tiết, nhanh ch&oacute;ng v&agrave; ch&iacute;nh x&aacute;c. C&aacute;c kỹ sư sẽ nhập c&aacute;c tham số tr&ecirc;n bản vẽ v&agrave;o m&aacute;y. Sau đ&oacute;, c&aacute;c thuật to&aacute;n của m&aacute;y to&agrave;n đạc sẽ xử l&yacute; những số liệu n&agrave;y. Cuối c&ugrave;ng, m&aacute;y to&agrave;n đạc&nbsp;sẽ khảo s&aacute;t, x&aacute;c định chi tiết v&agrave; x&aacute;c thực những vị tr&iacute; điểm ra thực địa.&nbsp;<br />
	<br />
	Chỉ cần tr&iacute;ch xuất những vị tr&iacute; tọa độ ch&iacute;nh x&aacute;c điểm tr&ecirc;n bản vẽ sang&nbsp;<strong><a href="https://tracdiathanhdat.vn/may-toan-dac-dien-tu">m&aacute;y to&agrave;n đạc điện tử</a> , </strong>&nbsp;m&aacute;y sẽ xử l&yacute; c&aacute;c th&ocirc;ng số n&agrave;y. Sau đ&oacute;, m&aacute;y triển khai vị tr&iacute; những tim trục tr&ecirc;n bản đồ l&ecirc;n thực địa. Nhờ vậy, sẽ định vị được x&aacute;c thực tim trục của nền m&oacute;ng cho những bước thi c&ocirc;ng tiếp theo.</span></span></span></p>
<p style="text-align: center;">
	<br />
	<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/dinh-vi-cong-trinh-bang-may-toan-dac.jpg" style="width: 620px; height: 360px;" /></span></span></span></p>
<h2>
	<br />
	<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>II. Phương ph&aacute;p thực hiện định vị c&ocirc;ng tr&igrave;nh bằng m&aacute;y to&agrave;n đạc điện tử</strong></span></span></span></h2>
<p style="text-align: center;">
	<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">&nbsp; &nbsp; &nbsp;&nbsp;<img alt="" 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" style="height: 411px; width: 620px;" /></span></span></span></p>
<p style="text-align: center;">
	<em><span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">&nbsp; &nbsp; &nbsp;Bản vẽ mặt bằng mộtt nh&agrave; xưởng</span></span></span></em><br />
	&nbsp;</p>
<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Reference Line (Định ᴠị c&ocirc;ng tr&igrave;nh theo đường chuẩn l&agrave; đường thẳng): một đường chuẩn c&oacute; thể được х&aacute;c định bằng c&aacute;ch tham chiếu tới 1 đường thẳng gốc đ&atilde; biết.&nbsp;<br />
<br />
1. X&aacute;c định đường gốc<br />
<br />
Một đường gốc được gắn ᴠới 2 điểm gốc ᴠ&agrave; được х&aacute;c định theo 3 c&aacute;ch: Đo đến điểm gốc; Nhập toạ độ bằng taу; Gọi điểm từ bộ nhớ.<br />
<br />
a) Đo tới điểm gốc. Nhập t&ecirc;n điểm <strong>PtID</strong> ᴠ&agrave; đo bằng ph&iacute;m&nbsp;<br />
b) Với điểm gốc đ&atilde; biết toạ độ t&igrave;m kiếm điểm <strong>PtID</strong> trong bộ nhớ. Nhập toạ độ bằng taу. Hiển thị những điểm ѕẵn trong m&aacute;у.<br />
&nbsp; &nbsp; (1) Điểm gốc trang bị 1&nbsp;<br />
&nbsp; &nbsp; (2) Điểm gốc thứ hai.<br />
&nbsp; &nbsp; (3) Đường gốc.<br />
&nbsp; &nbsp; (4) Đường chuẩn.<br />
<br />
2. Dịch chuуển/Quaу đường gốc<br />
Đường gốc được dịch chuуển ѕong ѕong, chiều dọc, chiều đứng hoặc l&agrave; quaу. Tất cả c&aacute;c kết quả đo ѕau đ&oacute; ѕẽ ảnh hưởng đến đường chuẩn.<br />
&nbsp; &nbsp; <strong>BP</strong>: Điểm gốc.<br />
&nbsp; &nbsp; <strong>BL</strong>: Đường gốc.<br />
&nbsp; &nbsp; <strong>RP</strong>: Điểm chuẩn.<br />
&nbsp; &nbsp; <strong>RL</strong>: Đường chuẩn.<br />
&nbsp; &nbsp; <strong>Off</strong>: Dịch chuуển ѕong ѕong.<br />
&nbsp; &nbsp; <strong>L</strong>: Dịch chuуển theo chiều dọc.<br />
&nbsp; &nbsp; <strong>R</strong>: Th&ocirc;ng ѕố quaу.<br />
<br />
Nhập th&ocirc;ng ѕố: Sử dụng ph&iacute;m n&agrave;у để chuуển con trỏ đến trường th&ocirc;ng ѕố bắt buộc nhập.&nbsp;Ta c&oacute; thể nhập c&aacute;c th&ocirc;ng ѕố như ѕau:<br />
&nbsp; &nbsp; <strong>Offѕet</strong>: Dịch chuуển đường chuẩn ѕong ѕong ᴠề ph&iacute;a b&ecirc;n cần của đường gốc, ᴠ&agrave;o hướng của đường gốc (BP1-BP2).<br />
&nbsp; &nbsp; <strong>Line</strong>: Dịch chuуển đường chuẩn theo chiều dọc t&iacute;nh từ điểm gốc trước ti&ecirc;n theo hướng từ điểm gốc đầu ti&ecirc;n tới điểm gốc vật dụng hai.<br />
&nbsp; &nbsp; <strong>Rotate</strong>: Quaу đường chuẩn theo chiều kim đồng hồ хung quanh điểm gốc.<br />
&nbsp; &nbsp; <strong>Height</strong>: Đường chuẩn cao hơn đường gốc.<br />
&nbsp; &nbsp; <strong>Ref.Hgt:Point1:</strong> Ch&ecirc;nh cao ѕo ᴠới điểm gốc chuẩn nhất.<br />
&nbsp; &nbsp; <strong>Point 2</strong>: Ch&ecirc;nh cao ѕo ᴠới điểm gốc chuẩn hai.<br />
&nbsp; &nbsp; <strong>Interpolated:</strong> Ch&ecirc;nh cao dọc theo đường chuẩn.<br />
&nbsp; &nbsp; <strong>No height</strong>: Ch&ecirc;nh cao kh&ocirc;ng được t&iacute;nh to&aacute;n ᴠ&agrave; hiển thị.<br />
<br />
3. Tiến h&agrave;nh đo hoặc chuуển ѕang chế độ chuуển điểm bề ngo&agrave;i ra thực địa. Tiến h&agrave;nh đo đến điểm đ&iacute;ch. Chuуển ѕang chế độ chuуển điểm bề ngo&agrave;i ra thực địa.<br />
<br />
4. Ứng dụng tương trợ &ldquo;Line&amp;Offѕet&rdquo;:&nbsp;t&iacute;nh to&aacute;n ra ᴠị tr&iacute; của điểm đo ѕo ᴠới đường chuẩn bằng c&aacute;ch hiển thị c&aacute;c lệch dọc trục, lệch ngang, ch&ecirc;nh cao&hellip;<br />
&nbsp;</span></span></span><br />
<p style="box-sizing: border-box; margin-bottom: 1.3em; margin-top: 0px; color: rgb(66, 66, 66); font-family: Roboto, sans-serif; font-size: 15px; text-align: justify;">
	<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trắc đạc c&ocirc;ng tr&igrave;nh hay đo đạc c&ocirc;ng tr&igrave;nh l&agrave; khảo s&aacute;t v&agrave; khai triển bản vẽ thiết kế của c&ocirc;ng tr&igrave;nh ra thực địa, d&ugrave;ng cho thi c&ocirc;ng v&agrave; gi&aacute;m s&aacute;t x&acirc;y dựng c&ocirc;ng tr&igrave;nh đ&uacute;ng bản vẽ thiết kế. Quan trắc dịch chuyển của c&ocirc;ng tr&igrave;nh ra thực địa, chuy&ecirc;n dụng cho thi c&ocirc;ng v&agrave; gi&aacute;m s&aacute;t x&acirc;y dựng c&ocirc;ng tr&igrave;nh đ&uacute;ng bản vẽ thiết kế. C&ocirc;ng cụ đo bằng những mẫu m&aacute;y đo đạc như m&aacute;y kinh vĩ, m&aacute;y thủy b&igrave;nh,m&aacute;y đo khoảng c&aacute;ch laser, m&aacute;y to&agrave;n đạc điện tử&nbsp;&hellip;&nbsp;</span></span></span></p>
<p style="box-sizing: border-box; margin-bottom: 1.3em; margin-top: 0px; color: rgb(66, 66, 66); font-family: Roboto, sans-serif; font-size: 15px; text-align: justify;">
	<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Nhiệm vụ chủ đạo của c&ocirc;ng t&aacute;c trắc địa trong x&acirc;y dựng l&agrave; đảm bảo cho c&ocirc;ng tr&igrave;nh được x&acirc;y dựng đ&uacute;ng k&iacute;ch thước h&igrave;nh học v&agrave; đ&uacute;ng vị tr&iacute; thiết kế. Chỉ khi hai y&ecirc;u cầu n&agrave;y được đ&aacute;p ứng th&igrave; c&ocirc;ng tr&igrave;nh mới mang thể vận h&agrave;nh an to&agrave;n.&nbsp;</span></span></span></p>
<h2 style="box-sizing: border-box; margin-bottom: 1.3em; margin-top: 0px; color: rgb(66, 66, 66); font-family: Roboto, sans-serif; font-size: 15px; text-align: justify;">
	<span style="font-weight: var(--h2_typography-font-weight); font-family: tahoma, geneva, sans-serif; font-size: 14px; color: rgb(0, 0, 0);">III. Những thiết bị được sử dụng trong định vị thi c&ocirc;ng c&ocirc;ng tr&igrave;nh</span></h2>
<ul style="box-sizing: border-box; color: rgb(73, 73, 73); font-family: &quot;Open Sans&quot;, Arial, Helvetica, sans-serif; font-size: 15px;">
	<li style="box-sizing: border-box;">
		<span style="color:#ff0000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><a href="https://tracdiathanhdat.vn/may-thuy-binh-tu-dong"><strong>M&aacute;y thủy b&igrave;nh tự động, m&aacute;y thủy b&igrave;nh điện tử</strong></a></span></span></span><span style="color:#000080;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">:</span></span></span><span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> X&aacute;c định cao độ, dẫn mốc cao độ, đo ch&ecirc;nh cao, quan trắc l&uacute;n&hellip;</span></span></span></li>
</ul>
<ul style="box-sizing: border-box; color: rgb(73, 73, 73); font-family: &quot;Open Sans&quot;, Arial, Helvetica, sans-serif; font-size: 15px;">
	<li style="box-sizing: border-box;">
		<span style="color:#000080;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="box-sizing: border-box; font-weight: bolder;"><a href="https://tracdiathanhdat.vn/may-toan-dac-dien-tu">M&aacute;y to&agrave;n đạc điện tử</a></span></span></span></span><span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="box-sizing: border-box; font-weight: bolder;">:</span>&nbsp;Bố tr&iacute; tr&iacute; tọa độ thiết kế ra thực địa; t&iacute;nh to&aacute;n khoảng c&aacute;ch ngang, đứng, g&oacute;c phương vị của đường, tọa độ điểm, diện t&iacute;ch v&agrave; bố tr&iacute; đường thẳng, đường cong; dẫn lưới lập mốc đường chuyền&hellip;</span></span></span></li>
</ul>
<ul style="box-sizing: border-box; color: rgb(73, 73, 73); font-family: &quot;Open Sans&quot;, Arial, Helvetica, sans-serif; font-size: 15px;">
	<li style="box-sizing: border-box;">
		<span style="color:#000080;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="box-sizing: border-box; font-weight: bolder;"><a href="https://tracdiathanhdat.vn/may-dinh-vi-ve-tinh-gps-2-tan-so-rtk">M&aacute;y định vị GNSS</a></span></span></span></span><span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="box-sizing: border-box; font-weight: bolder;">:</span>&nbsp;Khảo s&aacute;t th&agrave;nh lập lưới khống chế tọa độ; bố tr&iacute; điểm phục vụ cho c&ocirc;ng t&aacute;c chuyển điểm thiết kế ra thực địa; giao hội, bố tr&iacute; đường cong, t&iacute;nh diện t&iacute;ch&hellip;</span></span></span></li>
</ul>
<p style="box-sizing: border-box; margin-bottom: 1.3em; margin-top: 0px; color: rgb(66, 66, 66); font-family: Roboto, sans-serif; font-size: 15px; text-align: center;">
	<span style="color:#000000;"><img alt="" src="/admin/webroot/upload/image/images/Banner (665 × 295 px) (31).png" style="width: 665px; height: 295px;" /></span></p>
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			'lft' => '103',
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			'title_seo' => 'tin tức trắc địa, cập nhật xu hướng đo đạc mới, công nghệ đo đạc, thiết bị đo đạc hiện đại, mẹo kỹ thuật trắc địa, sai số đo đạc, hệ tọa độ VN-2000, GNSS, RTK, GPS trắc địa, phần mềm trắc địa, phần mềm GIS, SurPad, LandStar, Magnet Field, Leica Captivate, Trimble Access',
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		'title' => 'Chuyên phân phối máy đo đạc, trắc địa: Máy GPS RTK, máy thủy bình, máy toàn đạc, máy scanner, UAV chính hãng (LEICA, TOPCON, NIKON, TRIMPLE, SOKKIA, DJI, PENTAX, GARMIN,...)',
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		'address' => '<p>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong><u>Văn ph&ograve;ng</u></strong></span></span><span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">: Số 157&nbsp;Đặng Văn Ngữ, Phường Kim Li&ecirc;n, H&agrave; Nội</span></span></p>
<p>
	<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">MST:<strong><a href="javascript: void(0)" style="font-size:11px;"><span style="color:#ffffff;"> 0103764857 </span></a></strong>do Sở KHĐT TP. H&agrave; Nội cấp ng&agrave;y 28-04-2009<br />
	Điện thoại:&nbsp;<a href="javascript: void(0)" style="font-family: tahoma, geneva, sans-serif;font-size:11px;"><span style="color: rgb(255, 255, 255);"><strong style="font-family: arial, helvetica, sans-serif;">(</strong><strong style="font-family: arial, helvetica, sans-serif;">024) 3776 4930</strong></span></a></span></span></p>
<div>
	<p>
		<strong style="font-size: 14px; font-family: tahoma, geneva, sans-serif;"><u>Cửa h&agrave;ng</u></strong><span style="font-size: 14px; font-family: tahoma, geneva, sans-serif;">:</span></p>
</div>
<p>
	<span style="font-family: tahoma, geneva, sans-serif;">- <span style="font-size:12px;">Số <strong><span style="font-size:14px;">145 </span></strong></span></span><span style="font-size:12px;"><span style="font-family: tahoma, geneva, sans-serif;">L&aacute;ng Hạ, Phường L&aacute;ng Hạ, H&agrave; Nội</span></span></p>
<p>
	<span style="font-size:12px;"><span style="font-family: tahoma, geneva, sans-serif;">- Số 5/161 Nguyễn Tu&acirc;n, Phường Thanh Xu&acirc;n, H&agrave; Nội</span></span><br />
	<br />
	&nbsp;</p>
',
		'contactinfo_eng' => '',
		'taikhoan' => '<strong><span style="color:#04529a;">Số T&agrave;i&nbsp; khoản c&aacute;c ng&acirc;n h&agrave;ng của c&ocirc;ng ty T&acirc;n &Aacute;</span></strong><br />
<br />
1. 13022-0506-5430 - Nguyễn Văn Hiệu - Agribank - CN Trung Y&ecirc;n, HN<br />
2. 0011-00404-0367 - Nguyễn Văn Hiệu - Vietcombank - CN Sở Giao dịch, HN<br />
3. 711A-6202-9713 - Nguyễn Văn Hiệu - Vietinbank - CN Thanh Xu&acirc;n, HN<br />
4. 190-256-018-210-13 - Nguyễn Văn Hiệu - Techcombank, H&agrave; Nội<br />
5. 1231-0000-368-767 - Nguyễn Văn Hiệu - BIDV CN Quang Trung, H&agrave; Nội',
		'contactinfo' => '<div dir="rtl" style="text-align: left;">
	<u style="font-family: tahoma, geneva, sans-serif; font-size: 14px;"><strong>Văn Ph&ograve;ng</strong></u></div>
<div style="">
	<br />
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Địa chỉ:&nbsp; Số 157 Đặng Văn Ngữ, Phường Kim Li&ecirc;n, H&agrave; Nội, Việt Nam<br />
	Tel:&nbsp; &nbsp; &nbsp; &nbsp; (024) 3776 4930 &nbsp; &nbsp;<br />
	Fax:&nbsp; &nbsp; &nbsp; &nbsp;(024) 3776 5908<br />
	Email:&nbsp; &nbsp; thanhdatsurvey.JSC@gmail.com/ tracdiathanhdat@gmail.com<br />
	Hotline:&nbsp; <strong>0913 051 734</strong><br />
	<br />
	<strong><u>C</u></strong><strong><u>ửa h&agrave;ng</u></strong></span></span><br />
	<br />
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">- Số 145 L&aacute;ng Hạ, Phường L&aacute;ng Hạ, H&agrave; Nội</span></span><br />
	<img alt="" src="data:image/png;base64,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" style="height: 12px; width: 16px;" /><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">&nbsp;<strong>0942 288 388</strong></span><br />
	&nbsp;</div>
<div style="">
	<span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">- Số 5/161 Nguyễn Tu&acirc;n, Phường Thanh Xu&acirc;n, H&agrave; Nội</span></div>
<div style="">
	<img alt="" src="data:image/png;base64,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" style="height: 12px; width: 16px;" /><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">&nbsp;<strong>0949 322 456</strong></span></div>
<div style="">
	<br />
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong><u>VPĐD tại Tp. Hồ Ch&iacute; Minh</u></strong><br />
	<br />
	- 1/56 Nguyễn Th&aacute;i Sơn, Phường Hạnh Th&ocirc;ng, Hồ Ch&iacute; Minh</span></span><br />
	<img alt="" src="data:image/png;base64,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" style="height: 12px; width: 16px;" /><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">&nbsp;<strong>0904 925 936</strong></span></div>
',
		'telephone' => '01659 014592',
		'hotline' => '0913051734',
		'email' => 'tracdiathanhdat@yahoo.com',
		'url' => '',
		'meta_key' => 'Leica Geosystems, Máy RTK, máy định vị GPS, GNSS, vngeonet, máy laser, thước đo, Yamayo, máy toàn đạc điện tử, máy toàn đạc robotic, máy toàn đạc tự động, Leica, Sokkia, Nikon, Trimple, Nikon, Spectra, Topcon, ống nhòm, máy bộ đàm, thước đo Yamayo, Máy toàn đạc điện tử, Máy toàn đạc Leica, Máy toàn đạc Sokkia, máy toàn đạc Nikon, Máy toàn đạc Geomax,	Máy toàn đạc Topcon, Máy toàn đạc Trimble, Máy thủy bình tự động, Máy thủy bình leica, Máy thủy bình sokkia, Máy thủy bình Nikon, Máy thủy bình Topcon, Máy thủy bình pentax, Máy thủy bình điện tử, Máy cân bằng laser, Máy kinh vĩ nikon, Máy kinh vĩ Topcon, Máy kinh vĩ sokkia, Máy kinh vĩ geomax, Máy cân bằng laser sabaru, Máy cân bằng laser sincon, Máy cân bằng laser fukuda, Máy cân bằng laser acuza, Máy đo khoảng cách laser leica, Máy đo khoảng cách laser sincon, Máy đo khoảng cách laser bosch, Máy định vị gps 2 tần, Máy định vị gps cầm tay, Máy đo sâu, Máy bộ đàm, Phụ kiện trắc địa, Máy định vị GPS RTK GNSS, Máy định vị GPS RTK Trimble, Máy định vị GPS RTK Sokkia, Máy định vị GPS RTK Sanding, Máy định vị GPS RTK CHC, Máy định vị GPS RTK Comnav, Máy định vị GPS RTK Efix, Máy định vị GPS RTK FOIF, Máy định vị GPS RTK Geomax, Máy định vị GPS RTK Topcon, Máy định vị GPS RTK Nikon, Máy định vị GPS RTK South, Máy định vị GPS RTK Ruide, Máy định vị GPS RTK Kolida, Máy định vị GPS RTK Leica, máy định vị điểm, đo đạc, khảo sát, bản đồ, RINEX, CORS, ',
		'meta_des' => 'Chuyên cung cấp máy định vị vệ tinh GNSS RTK, máy thủy bình, máy toàn đạc, máy laser, máy GPS cầm tay, UAV, ống nhòm (LEICA, TOPCON, NIKON, TRIMPLE, SOKKIA, DJI, PENTAX, GARMIN,...). Uy tín, chất lượng, giá tốt hàng đầu tại Việt Nam!',
		'created' => '2012-06-05',
		'modified' => '1769758152',
		'youtube' => 'http://youtube.com',
		'twitter' => 'https://twitter.com/',
		'myspace' => 'https://myspace.com/',
		'facebook' => 'https://www.facebook.com/thanhdatsurvey.jsc/',
		'email2' => 'duycuong7640',
		'skype' => 'hothihuyen.hn',
		'yahoo' => 'duycuong7640',
		'yahoo1' => 'duycuong7640',
		'content' => 'Thanks for your interest in Vn Discoverytours. For a fast response, please submit this basic Quick Enquiry form below by clicking &ldquo;Submit&rdquo;, and we&rsquo;ll get back to you by e-mail within 12 to 24 hours (in working days). For urgent booking, call us at +84 974 839 873',
		'video' => '<iframe width="1280" height="720" src="https://www.youtube.com/embed/mR4kOuAkEtY" title="YouTube video player" frameborder="0" allow="accelerometer; autoplay; clipboard-write; encrypted-media; gyroscope; picture-in-picture" allowfullscreen></iframe>',
		'slogan' => 'trung tâm sửa chữa và bảo hành máy giặt electrolux',
		'slogan_eng' => '',
		'printer' => '',
		'googleplus' => '',
		'bando' => '<p>
	<iframe allowfullscreen="" frameborder="0" height="410" src="https://www.google.com/maps/embed?pb=!1m18!1m12!1m3!1d1680.2372398112452!2d105.81212934716025!3d21.01437303922492!2m3!1f0!2f0!3f0!3m2!1i1024!2i768!4f13.1!3m3!1m2!1s0x3135ab63b645b665%3A0xa6797ac6008687bf!2zQ-G7rWEgSMOgbmcgVHLhuq9jIMSQ4buLYQ!5e0!3m2!1svi!2s!4v1449908805279" style="border:0" width="600"></iframe></p>
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		'gioithieu' => '<p style="text-align: center;">
	<img alt="" src="/admin/webroot/upload/image/images/gioithieu.png" /></p>
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		'thongtincongty' => 'Sửa máy lạnh tại nhà
Sửa máy lạnh tại HCM
Sửa tủ lạnh
Bơm ga máy lạnh ',
		'trogiupkh' => 'Tai nghe Iphone
Sua may tinh tai nha
Máy Ozone Z755',
		'dichvuft' => 'Sửa máy lạnh
Bảo dưỡng máy lạnh
Vệ sinh máy lạnh
Lắp đặt máy lạnh',
		'bb' => '',
		'zing' => '',
		'hotline2' => '0912 35 65 75',
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		'theh1' => 'thanhdatsurvey.JSC',
		'hanoi' => '<div>
	<strong>C&Ocirc;NG TY CỔ PHẦN THƯƠNG MẠI HMH VIỆT NAM</strong></div>
<div>
	<strong>Địa chỉ</strong> &nbsp;: Số 51 - Trần Duy Hưng, Trung H&ograve;a, Cầu Giấy, H&agrave; Nội</div>
<div>
	<strong>Điện thoại </strong>: (04) 3641.7498 - <strong>Fax</strong>: (04) 3543.0479</div>
<div>
	<strong>Email </strong>: info@ifes.vn</div>
',
		'tphcm' => '<div>
	<strong>C&Ocirc;NG TY CỔ PHẦN THƯƠNG MẠI HMH VIỆT NAM</strong></div>
<div>
	<strong>Địa chỉ</strong>&nbsp;&nbsp;: Số 51 - Trần Duy Hưng, Trung H&ograve;a, Cầu Giấy, H&agrave; Nội</div>
<div>
	<strong>Điện thoại&nbsp;</strong>: (04) 3641.7498 -&nbsp;<strong>Fax</strong>: (04) 3543.0479</div>
<div>
	<strong>Email&nbsp;</strong>: info@ifes.vn</div>
',
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			'id' => '802',
			'name' => 'Dữ liệu RINEX – Nền tảng cốt lõi của hạ tầng trắc địa hiện đại',
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			'alias' => 'du-lieu-rinex-–-nen-tang-cot-loi-cua-ha-tang-trac-dia-hien-dai',
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			'price' => '0',
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			'shortdes' => '<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trong hạ tầng trắc địa hiện đại, RINEX kh&ocirc;ng phải dữ liệu phụ, m&agrave; l&agrave; nền m&oacute;ng kỹ thuật của hệ tọa độ quốc gia.&nbsp;RTK gi&uacute;p đo nhanh h&ocirc;m nay,&nbsp;nhưng RINEX mới l&agrave; yếu tố đảm bảo bản đồ, mốc v&agrave; c&ocirc;ng tr&igrave;nh đứng vững trong nhiều năm tới.</span></span>',
			'content' => '<p>
	<em><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">Trong những năm gần đ&acirc;y, c&ocirc;ng nghệ GNSS RTK c&ugrave;ng c&aacute;c mạng trạm CORS ph&aacute;t triển mạnh mẽ, gi&uacute;p c&ocirc;ng t&aacute;c đo đạc, thi c&ocirc;ng v&agrave; bố tr&iacute; c&ocirc;ng tr&igrave;nh đạt được kết quả gần như tức thời với độ ch&iacute;nh x&aacute;c cao.</span></em></p>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><em>Tuy nhi&ecirc;n, nếu nh&igrave;n ở g&oacute;c độ x&acirc;y dựng v&agrave; duy tr&igrave; hạ tầng trắc địa quốc gia d&agrave;i hạn, nhiều quốc gia ph&aacute;t triển như Mỹ, ch&acirc;u &Acirc;u, Nhật Bản đều c&oacute; chung một quan điểm:&nbsp;RTK l&agrave; lớp ứng dụng đo nhanh ngo&agrave;i hiện trường,&nbsp;trong khi RINEX &ndash; dữ liệu GNSS đo tĩnh &ndash; mới l&agrave; lớp nền cốt l&otilde;i của hệ tọa độ.</em><br />
<br />
<em>RTK cho ph&eacute;p định vị nhanh theo thời gian thực, nhưng độ ổn định v&agrave; khả năng kiểm chứng của kết quả RTK phụ thuộc mạnh v&agrave;o điều kiện truyền cải ch&iacute;nh tại thời điểm đo.&nbsp;Ngược lại, dữ liệu RINEX cho ph&eacute;p xử l&yacute; hậu kỳ, kiểm chứng, đối so&aacute;t v&agrave; duy tr&igrave; độ ổn định tọa độ trong thời gian d&agrave;i.<br />
&nbsp;</em></span></span>
<h2>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">1. RINEX l&agrave; g&igrave;?</span></span></h2>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">RINEX (<em>Receiver Independent Exchange Format</em>) l&agrave; định dạng dữ liệu GNSS th&ocirc; chuẩn quốc tế, được ph&aacute;t triển v&agrave; duy tr&igrave; bởi cộng đồng GNSS to&agrave;n cầu dưới sự điều phối&nbsp;của c&aacute;c tổ chức quốc tế như IGS (International GNSS Service) v&agrave; RTCM SC-104.</span></span><br />
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">RINEX cho ph&eacute;p trao đổi dữ liệu GNSS giữa c&aacute;c thiết bị v&agrave; phần mềm kh&aacute;c nhau, kh&ocirc;ng phụ thuộc h&atilde;ng sản xuất, v&agrave; được sử dụng rộng r&atilde;i tr&ecirc;n to&agrave;n thế giới cho c&aacute;c mục đ&iacute;ch kỹ thuật chuy&ecirc;n s&acirc;u.&nbsp;Dữ liệu RINEX cho ph&eacute;p:</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Xử l&yacute; hậu kỳ GNSS (Static / PPK)</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">B&igrave;nh sai mạng lưới GNSS</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kiểm so&aacute;t chất lượng v&agrave; truy xuất nguồn gốc số liệu</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Duy tr&igrave; v&agrave; kiểm chứng hệ tọa độ theo thời gian d&agrave;i</span></span></li>
</ul>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">RTK cho kết quả nhanh &ndash; RINEX cho kết quả bền v&agrave; kiểm chứng được.<br />
&nbsp;</span></span>
<h2>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">2. C&aacute;ch c&aacute;c quốc gia khai th&aacute;c RINEX trong hạ tầng trắc địa</span></span></h2>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tại nhiều quốc gia, mạng CORS quốc gia kh&ocirc;ng chỉ phục vụ RTK thời gian thực m&agrave; c&ograve;n coi dữ liệu RINEX li&ecirc;n tục l&agrave; t&agrave;i sản dữ liệu cốt l&otilde;i.&nbsp;M&ocirc; h&igrave;nh khai th&aacute;c phổ biến:</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Lưu trữ dữ liệu GNSS 24/7.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Cho ph&eacute;p tải RINEX theo c&aacute;c khoảng thời gian:</span></span>
		<ul>
			<li>
				<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">15 ph&uacute;t</span></span></li>
			<li>
				<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">1 giờ</span></span></li>
			<li>
				<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">6 giờ</span></span></li>
			<li>
				<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">24 giờ</span></span></li>
		</ul>
	</li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Cung cấp đầy đủ metadata:</span></span>
		<ul>
			<li>
				<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Th&ocirc;ng tin trạm GNSS</span></span></li>
			<li>
				<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Thời gian quan s&aacute;t</span></span></li>
			<li>
				<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Chu kỳ ghi (1s, 15s, 30s&hellip;)</span></span></li>
			<li>
				<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hệ quy chiếu v&agrave; m&ocirc; h&igrave;nh tham chiếu.</span></span></li>
		</ul>
	</li>
</ul>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">&gt; V&iacute; dụ ti&ecirc;u biểu:</span></span><br />
<br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Mỹ: NOAA CORS Network cung cấp dữ liệu RINEX phục vụ đo tĩnh v&agrave; xử l&yacute; hậu kỳ.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Ch&acirc;u &Acirc;u: EUREF Permanent Network (EPN) lưu trữ dữ liệu RINEX cho b&igrave;nh sai lưới khu vực.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Nhật Bản: GEONET do GSI vận h&agrave;nh, cung cấp dữ liệu RINEX cho xử l&yacute; hậu kỳ v&agrave; nghi&ecirc;n cứu GNSS.</span></span></li>
</ul>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Điểm chung của c&aacute;c m&ocirc; h&igrave;nh n&agrave;y l&agrave; coi RINEX li&ecirc;n tục mới l&agrave; nền tảng bền vững của hệ tọa độ quốc gia.<br />
&nbsp;</span></span>
<p style="text-align: center;">
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/ncn_agol.png" style="width: 800px; height: 511px;" /></span></span></p>
<h2>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">3. Vai tr&ograve; của RINEX trong hệ thống trắc địa hiện đại</span></span></h2>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Nhiều quốc gia đang triển khai m&ocirc; h&igrave;nh tổng hợp:</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">GNSS CORS + RINEX &rarr; lớp khống chế nền, duy tr&igrave; hệ tọa độ d&agrave;i hạn</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Mốc khống chế vật l&yacute; &rarr; đối tượng kiểm chứng v&agrave; cơ sở ph&aacute;p l&yacute;</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">RTK &rarr; c&ocirc;ng cụ đo nhanh ngo&agrave;i hiện trường</span></span></li>
</ul>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đ&acirc;y kh&ocirc;ng phải xu hướng &ldquo;bỏ mốc&rdquo;, m&agrave; l&agrave;:</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Giảm phụ thuộc v&agrave;o việc chạy mốc thủ c&ocirc;ng tốn thời gian</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Chuyển vai tr&ograve; mốc từ nguồn gốc duy nhất sang đối tượng kiểm chứng</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tăng vai tr&ograve; của dữ liệu GNSS chuẩn h&oacute;a trong duy tr&igrave; hệ tọa độ</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">&nbsp;</span></span>
<h2>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">4. RINEX gi&uacute;p ổn định v&agrave; kiểm so&aacute;t hệ tọa độ theo thời gian như thế n&agrave;o?</span></span></h2>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Dữ liệu RINEX cho ph&eacute;p xử l&yacute; hậu kỳ v&agrave; b&igrave;nh sai mạng lưới, nhờ đ&oacute;:</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Giảm ảnh hưởng của thời điểm đo</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hạn chế t&aacute;c động của điều kiện kh&iacute; quyển v&agrave; m&ocirc;i trường</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tăng khả năng đối so&aacute;t v&agrave; truy nguy&ecirc;n số liệu</span></span></li>
</ul>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kh&aacute;i niệm &ldquo;ổn định&rdquo; ở đ&acirc;y được hiểu theo nghĩa kỹ thuật: Cho ph&eacute;p t&aacute;i xử l&yacute;, kiểm chứng v&agrave; so s&aacute;nh tọa độ tại c&aacute;c thời điểm kh&aacute;c nhau, tr&aacute;nh sai lệch t&iacute;ch lũy do đo nhanh tức thời.<br />
&nbsp;</span></span>
<h2>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">5. Ứng dụng thực tế của dữ liệu RINEX v&agrave; lợi &iacute;ch khai th&aacute;c RINEX hiệu quả</span></span></h2>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Dữ liệu RINEX hiện được sử dụng rộng r&atilde;i trong:</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Lập mốc khống chế GNSS</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">B&igrave;nh sai lưới quốc gia v&agrave; khu vực</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Quan trắc dịch chuyển c&ocirc;ng tr&igrave;nh, địa chất</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">L&agrave;m cơ sở kỹ thuật v&agrave; ph&aacute;p l&yacute; d&agrave;i hạn cho bản đồ v&agrave; hạ tầng kỹ thuật</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">&nbsp;<br />
Khai th&aacute;c RINEX b&agrave;i bản mang lại:</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Giảm thời gian v&agrave; chi ph&iacute; thiết lập lưới khống chế</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">N&acirc;ng cao độ ổn định v&agrave; khả năng kiểm chứng số liệu</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Ph&ugrave; hợp với dự &aacute;n lớn, triển khai d&agrave;i hạn, y&ecirc;u cầu ph&aacute;p l&yacute; cao</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Chủ động khi RTK kh&ocirc;ng ổn định hoặc mất hiệu chỉnh</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">&nbsp;</span></span>
<h2>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">6. Cấu tr&uacute;c dữ liệu RINEX gồm những g&igrave;?</span></span></h2>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Dữ liệu RINEX kh&ocirc;ng phải l&agrave; một file đơn lẻ, m&agrave; l&agrave; tập hợp nhiều file th&agrave;nh phần, mỗi file đảm nhiệm một vai tr&ograve; ri&ecirc;ng.<br />
<br />
6.1. File quan s&aacute;t &ndash; Observation file (*.obs). Bao gồm:</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">S&oacute;ng mang v&agrave; m&atilde; giả</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Dữ liệu GPS, GLONASS, Galileo, BeiDou&hellip;</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Th&ocirc;ng tin thời gian, tần số, t&iacute;n hiệu</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">File bắt buộc khi xử l&yacute; GNSS hậu kỳ v&agrave; b&igrave;nh sai.<br />
&nbsp;<br />
6.2. File quỹ đạo vệ tinh &ndash; Navigation file (*.nav, *.gnav&hellip;) c&oacute; chứa q</span></span><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">uỹ đạo vệ tinh (broadcast ephemeris) - d</span><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">ữ liệu cần thiết để t&iacute;nh vị tr&iacute; vệ tinh theo thời gian.<br />
<br />
T&ugrave;y phi&ecirc;n bản RINEX v&agrave; hệ vệ tinh, file điều hướng (Navigation file) c&oacute; thể được đặt t&ecirc;n kh&aacute;c nhau.<br />
Trong c&aacute;c hệ thống v&agrave; phần mềm cũ (RINEX 2.x), file điều hướng thường được t&aacute;ch theo từng hệ GNSS, với c&aacute;c đu&ocirc;i phổ biến như:</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">GPS: .N</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">GLONASS: .G</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">BeiDou: .C</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Galileo: .E</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trong c&aacute;c hệ thống hiện đại sử dụng RINEX 3.x trở l&ecirc;n, file điều hướng thường được gộp đa hệ GNSS v&agrave; sử dụng chung đu&ocirc;i .nav (hoặc .rnx), trong đ&oacute; chứa đồng thời dữ liệu GPS, GLONASS, Galileo, BeiDou&hellip;</span></span><br />
&nbsp;<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">6.3. File đồng hồ vệ tinh &ndash; Clock file (*.clk)</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hiệu chỉnh sai số đồng hồ vệ tinh v&agrave; trạm</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Độ ch&iacute;nh x&aacute;c cao hơn dữ liệu quảng b&aacute;</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">D&ugrave;ng cho b&igrave;nh sai ch&iacute;nh x&aacute;c cao v&agrave; nghi&ecirc;n cứu d&agrave;i hạn.<br />
&nbsp;<br />
6.4. File quỹ đạo ch&iacute;nh x&aacute;c &ndash; Precise orbit (*.sp3)</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Quỹ đạo vệ tinh độ ch&iacute;nh x&aacute;c cao</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kết hợp với .clk để n&acirc;ng cao chất lượng xử l&yacute;</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">&nbsp;<br />
6.5. C&aacute;c file phụ trợ</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Metadata trạm, antenna, receiver</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">File kh&iacute; quyển, site log</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Gi&uacute;p n&acirc;ng cao độ tin cậy v&agrave; truy xuất nguồn gốc số liệu.<br />
&nbsp;<br />
&gt;&gt;&gt; Phi&ecirc;n bản RINEX v&agrave; xu hướng hiện nay:</span></span><br />
<br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">RINEX 2.x: cũ, hạn chế hệ GNSS.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">RINEX 3.x: đa hệ, phổ biến hiện nay.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">RINEX 4.x: hỗ trợ t&iacute;n hiệu hiện đại, độ ch&iacute;nh x&aacute;c cao.</span></span></li>
</ul>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trong thực tế xử l&yacute; GNSS hậu kỳ, RINEX 2.11 vẫn được sử dụng rộng r&atilde;i nhờ t&iacute;nh ổn định v&agrave; khả năng tương th&iacute;ch cao. Nhiều lỗi xử l&yacute; hiện nay ph&aacute;t sinh từ việc chuyển đổi RINEX kh&ocirc;ng đ&uacute;ng chuẩn hoặc thiếu dữ liệu đi k&egrave;m.</span></span><br />
<p style="text-align: center;">
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/Bài viết 30_1_26.png" style="width: 800px; height: 526px;" /></span></span></p>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">RINEX 3 &amp; 4 l&agrave; xu hướng ch&iacute;nh trong c&aacute;c hệ thống CORS hiện đại.<br />
&nbsp;<br />
Hiểu đ&uacute;ng v&agrave; khai th&aacute;c đ&uacute;ng dữ liệu RINEX ch&iacute;nh l&agrave; bước chuyển từ đo nhanh sang đo bền vững trong trắc địa hiện đại &ndash; đặc biệt trong bối cảnh Việt Nam đang vận h&agrave;nh c&aacute;c mạng CORS v&agrave; duy tr&igrave; hệ tọa độ VN-2000.<br />
<br />
<em>&gt;&gt;&gt; Nguồn tham khảo:</em></span></span><br />
<ul>
	<li>
		<em><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">IGS &amp; RTCM &ndash; Chuẩn dữ liệu RINEX</span></span></em></li>
	<li>
		<em><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">NOAA CORS Network (Mỹ)</span></span></em></li>
	<li>
		<em><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">EUREF Permanent Network (Ch&acirc;u &Acirc;u)</span></span></em></li>
	<li>
		<em><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">GEONET &ndash; GSI (Nhật Bản)</span></span></em></li>
</ul>
<p style="text-align: center;">
	<img alt="" src="/admin/webroot/upload/image/images/RINEX - GNSS DATA (665 x 295 px).png" style="width: 800px; height: 355px;" /></p>
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			'shortdes' => '<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đo kh&ocirc;ng gương (Non-Prism) tr&ecirc;n m&aacute;y to&agrave;n đạc l&agrave; g&igrave;? Khi n&agrave;o n&ecirc;n d&ugrave;ng, khi n&agrave;o kh&ocirc;ng n&ecirc;n d&ugrave;ng? Ph&acirc;n t&iacute;ch ưu nhược điểm, sai số giao hội v&agrave; khuyến nghị kỹ thuật khi đo Non-Prism tr&ecirc;n m&aacute;y to&agrave;n đạc.</span></span>',
			'content' => '<em><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trong thực tế thi c&ocirc;ng v&agrave; đo đạc, đo kh&ocirc;ng gương (Non-Prism) l&agrave; một t&iacute;nh năng rất hữu &iacute;ch của m&aacute;y to&agrave;n đạc, nhưng cũng tiềm ẩn nhiều rủi ro sai số nếu sử dụng kh&ocirc;ng đ&uacute;ng mục đ&iacute;ch. B&agrave;i viết dưới đ&acirc;y sẽ ph&acirc;n t&iacute;ch bản chất đo Non-Prism, phạm vi ứng dụng, ưu &ndash; nhược điểm, ảnh hưởng đến giao hội v&agrave; c&aacute;c khuyến nghị kỹ thuật cần tu&acirc;n thủ.</span></span></em><br />
<br />
<h2>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">1. Đo kh&ocirc;ng gương (Non-Prism) l&agrave; g&igrave;?</span></span></h2>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trong thực tế đo đạc, kh&ocirc;ng phải l&uacute;c n&agrave;o cũng c&oacute; thể đặt được gương phản xạ. C&aacute;c vị tr&iacute; như tường cao, taluy, v&aacute;ch hầm, kết cấu th&eacute;p, khu vực đang thi c&ocirc;ng hoặc nguy hiểm l&agrave; những trường hợp điển h&igrave;nh.<br />
Đo kh&ocirc;ng gương (Non-Prism) l&agrave; phương ph&aacute;p đo khoảng c&aacute;ch kh&ocirc;ng sử dụng gương phản xạ. M&aacute;y to&agrave;n đạc ph&aacute;t tia laser trực tiếp tới bề mặt mục ti&ecirc;u v&agrave; thu t&iacute;n hiệu phản hồi để x&aacute;c định khoảng c&aacute;ch v&agrave; tọa độ điểm đo.<br />
<br />
Phương ph&aacute;p n&agrave;y cho ph&eacute;p đo c&aacute;c vị tr&iacute;:</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kh&oacute; tiếp cận hoặc kh&ocirc;ng thể đặt gương.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kh&ocirc;ng an to&agrave;n để tiếp cận trực tiếp.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Cần đo nhanh hiện trạng m&agrave; kh&ocirc;ng bố tr&iacute; phụ trợ.</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">&nbsp;</span></span><br />
<h3>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">1.1 Ưu điểm của đo kh&ocirc;ng gương</span></span></h3>
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đo được c&aacute;c vị tr&iacute; &ldquo;bất khả thi&rdquo; với phương ph&aacute;p đo gương.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tăng mức độ an to&agrave;n cho người đo ngo&agrave;i c&ocirc;ng trường.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tiết kiệm thời gian đi gương, giảm nh&acirc;n lực.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Rất hiệu quả khi đo hiện trạng, kiểm tra h&igrave;nh học kết cấu.</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">&nbsp;</span></span>
<h3>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">1.2 Nhược điểm v&agrave; hạn chế kỹ thuật của Non-Prism</span></span></h3>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">B&ecirc;n cạnh ưu điểm, đo kh&ocirc;ng gương tồn tại nhiều hạn chế kỹ thuật cần hiểu r&otilde;:<br />
<br />
<strong>Phụ thuộc mạnh v&agrave;o bề mặt đo</strong></span></span>
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Bề mặt s&aacute;ng, phẳng, kh&ocirc; &rarr; đo xa hơn, ổn định hơn.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Bề mặt tối, th&ocirc;, ẩm, xi&ecirc;n g&oacute;c &rarr; tầm đo giảm r&otilde; rệt, sai số tăng.</span></span></li>
</ul>
<br />
<strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Độ ch&iacute;nh x&aacute;c thấp hơn đo gương</span></span></strong><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kh&ocirc;ng c&oacute; t&acirc;m phản xạ cố định như gương.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Sai số đo khoảng c&aacute;ch lớn hơn v&agrave; k&eacute;m ổn định hơn.</span></span></li>
</ul>
<br />
<strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hao pin hơn</span></span></strong><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đo Non-Prism li&ecirc;n tục ti&ecirc;u thụ pin nhiều hơn so với đo gương.</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">&nbsp;</span></span><br />
<p style="text-align: center;">
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/Thiết kế chưa có tên (40).png" style="width: 800px; height: 671px;" /></span></span></p>
<h3>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">1.3 Những lưu &yacute; quan trọng khi sử dụng đo kh&ocirc;ng gương</span></span></h3>
<br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kh&ocirc;ng sử dụng đo kh&ocirc;ng gương cho mốc khống chế.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kh&ocirc;ng d&ugrave;ng cho dẫn mốc, nghiệm thu ph&aacute;p l&yacute;.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Chỉ d&ugrave;ng cho đo hiện trạng, kiểm tra, tham khảo kỹ thuật.</span></span></li>
</ul>
<h3>
	<br />
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">1.4 Khoảng c&aacute;ch đo kh&ocirc;ng gương của một số d&ograve;ng m&aacute;y phổ biến</span></span></h3>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Khoảng c&aacute;ch c&ocirc;ng bố của nh&agrave; sản xuất thường được đo trong điều kiện ti&ecirc;u chuẩn:</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Leica FlexLine TS03 / TS07 / TS10: ~500 m / ~1000 m (t&ugrave;y cấu h&igrave;nh)</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Nikon N-Series: ~600 m</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Nikon XS-Series: ~800 m</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Topcon GM-100 Series: ~500 m</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Thực tế ngo&agrave;i c&ocirc;ng trường, khoảng c&aacute;ch đo thường ngắn hơn catalogue, phụ thuộc mạnh v&agrave;o bề mặt v&agrave; điều kiện m&ocirc;i trường.<br />
&nbsp;</span></span>
<h3>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">1.5 Khi n&agrave;o n&ecirc;n d&ugrave;ng đo kh&ocirc;ng gương?</span></span></h3>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đo kh&ocirc;ng gương ph&aacute;t huy hiệu quả trong c&aacute;c c&ocirc;ng việc:</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đo chi tiết ho&agrave;n c&ocirc;ng.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đo kiểm tra h&igrave;nh học kết cấu.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đo taluy, v&aacute;ch đứng, v&aacute;ch hầm.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đo c&aacute;c điểm nguy hiểm kh&ocirc;ng thể tiếp cận.</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">&gt; Đo kh&ocirc;ng gương l&agrave; c&ocirc;ng nghệ bổ trợ, kh&ocirc;ng phải để thay thế đo gương.<br />
&nbsp;</span></span>
<h2>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">2. Hỏi v&agrave; Đ&aacute;p: Đo kh&ocirc;ng gương &amp; sai số giao hội</span></span></h2>
<br />
<h3>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">2. 1 V&igrave; sao đo kh&ocirc;ng gương dễ g&acirc;y sai số khi giao hội?</span></span></h3>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">V&igrave; đo Non-Prism phụ thuộc v&agrave;o bề mặt phản xạ, kh&ocirc;ng c&oacute; t&acirc;m phản xạ cố định như gương.<br />
Trong b&agrave;i to&aacute;n giao hội, sai số nhỏ ở từng hướng bắn c&oacute; thể bị ph&oacute;ng đại tại điểm giao, khiến kết quả thiếu ổn định.<br />
&nbsp;</span></span>
<h3>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">2.2 Sai số giao hội khi d&ugrave;ng Non-Prism thường đến từ đ&acirc;u?</span></span></h3>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">C&aacute;c nguy&ecirc;n nh&acirc;n ch&iacute;nh:</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Bề mặt phản xạ kh&ocirc;ng phẳng, kh&ocirc;ng đồng nhất.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tia laser phản xạ kh&ocirc;ng c&ugrave;ng một điểm h&igrave;nh học.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">G&oacute;c bắn xi&ecirc;n, bắn v&agrave;o m&eacute;p cạnh hoặc bề mặt nhỏ.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Sai số đo khoảng c&aacute;ch lớn hơn so với đo gương.</span></span></li>
</ul>
<h3>
	<br />
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">2.3 Đo kh&ocirc;ng gương ảnh hưởng nhiều hơn đến giao hội g&oacute;c hay giao hội cạnh?</span></span></h3>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đo kh&ocirc;ng gương ảnh hưởng mạnh hơn đến giao hội cạnh, v&igrave;:</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Sai số đo khoảng c&aacute;ch của Non-Prism lớn hơn.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trong giao hội cạnh, sai số khoảng c&aacute;ch t&aacute;c động trực tiếp tới vị tr&iacute; điểm giao.</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Với giao hội g&oacute;c, sai số vẫn tồn tại nhưng &iacute;t phụ thuộc hơn v&agrave;o chất lượng phản xạ.<br />
&nbsp;</span></span>
<h3>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">2.4 V&igrave; sao giao hội nghịch đặc biệt nhạy cảm với đo kh&ocirc;ng gương?</span></span></h3>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trong giao hội nghịch:</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Điểm đặt m&aacute;y cần được x&aacute;c định rất ch&iacute;nh x&aacute;c.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kh&ocirc;ng x&aacute;c định được t&acirc;m phản xạ r&otilde; r&agrave;ng.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">C&aacute;c trạm c&oacute; thể &ldquo;nh&igrave;n&rdquo; v&agrave;o những điểm kh&aacute;c nhau tr&ecirc;n c&ugrave;ng một bề mặt.</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Điều n&agrave;y khiến sai số kh&oacute; kiểm so&aacute;t v&agrave; kh&oacute; ph&aacute;t hiện.<br />
&nbsp;</span></span>
<h3>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">2.5 C&oacute; thể giảm sai số khi buộc phải giao hội bằng Non-Prism kh&ocirc;ng?</span></span></h3>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">C&oacute; thể giảm rủi ro, nhưng kh&ocirc;ng loại bỏ ho&agrave;n to&agrave;n, bằng c&aacute;ch:</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Chọn bề mặt phẳng, s&aacute;ng, r&otilde; r&agrave;ng.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tr&aacute;nh bắn v&agrave;o m&eacute;p cạnh hoặc bề mặt nhỏ.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Ngắm vu&ocirc;ng g&oacute;c với bề mặt.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đo lặp nhiều lần để kiểm tra.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kết hợp kiểm tra ch&eacute;o bằng phương ph&aacute;p kh&aacute;c.</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Chỉ &aacute;p dụng cho đo tham khảo, kh&ocirc;ng d&ugrave;ng cho mốc.<br />
&nbsp;</span></span>
<h3>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">2.6&nbsp; Khi n&agrave;o tuyệt đối kh&ocirc;ng n&ecirc;n d&ugrave;ng Non-Prism cho giao hội?</span></span></h3>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kh&ocirc;ng sử dụng trong c&aacute;c trường hợp:</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Dẫn mốc tọa độ.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Thiết lập lưới khống chế.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Mốc ph&aacute;p l&yacute;, nghiệm thu c&ocirc;ng tr&igrave;nh.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">C&ocirc;ng việc y&ecirc;u cầu độ ch&iacute;nh x&aacute;c cao (cm &ndash; mm).</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">&nbsp;</span></span>
<h3>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">2.7 V&igrave; sao đo gương vẫn l&agrave; phương ph&aacute;p chuẩn cho giao hội?</span></span></h3>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">V&igrave; khi đo gương:</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">C&oacute; t&acirc;m phản xạ x&aacute;c định r&otilde; r&agrave;ng.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Sai số đo khoảng c&aacute;ch nhỏ v&agrave; ổn định.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">C&aacute;c trạm c&ugrave;ng x&aacute;c định một điểm h&igrave;nh học duy nhất.</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đ&acirc;y l&agrave; yếu tố then chốt trong c&aacute;c b&agrave;i to&aacute;n giao hội.<br />
&nbsp;</span></span>
<h3>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">2.8 C&oacute; n&ecirc;n coi đo kh&ocirc;ng gương l&agrave; phương ph&aacute;p thay thế đo gương?</span></span></h3>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kh&ocirc;ng. Đo kh&ocirc;ng gương l&agrave; giải ph&aacute;p bổ trợ, kh&ocirc;ng phải phương ph&aacute;p thay thế.<br />
<br />
Khuyến nghị n&ecirc;n tu&acirc;n thủ quy tắc kỹ thuật:</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">C&oacute; thể đặt gương &rarr; ưu ti&ecirc;n đo gương.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kh&ocirc;ng thể đặt gương &rarr; d&ugrave;ng Non-Prism đ&uacute;ng mục đ&iacute;ch.</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">&nbsp;<br />
&gt;&gt;&gt; Đo kh&ocirc;ng gương (Non-Prism) mang lại nhiều tiện lợi trong đo hiện trạng v&agrave; c&aacute;c vị tr&iacute; kh&oacute; tiếp cận, tuy nhi&ecirc;n phương ph&aacute;p n&agrave;y nhạy cảm với sai số, đặc biệt trong c&aacute;c b&agrave;i to&aacute;n giao hội.<br />
Trong thực tế, giao hội thuận c&oacute; thể c&acirc;n nhắc sử dụng đo kh&ocirc;ng gương cho mục đ&iacute;ch tham khảo, khi điều kiện bề mặt cho ph&eacute;p. Ngược lại, giao hội nghịch kh&ocirc;ng được khuyến nghị sử dụng Non-Prism do sai số kh&oacute; kiểm so&aacute;t.&nbsp;Đối với c&aacute;c c&ocirc;ng việc thiết lập lưới khống chế, dẫn mốc tọa độ v&agrave; hồ sơ ph&aacute;p l&yacute;, việc đo bằng gương phản xạ l&agrave; bắt buộc để đảm bảo độ ch&iacute;nh x&aacute;c v&agrave; gi&aacute; trị ph&aacute;p l&yacute; của số liệu.</span></span><br />
<br />
<p style="text-align: center;">
	<img alt="" src="/admin/webroot/upload/image/images/CHỌN ANH TÀI (16).png" style="width: 800px; height: 618px;" /></p>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">&nbsp;</span></span>',
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			'shortdes' => '<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đo kh&ocirc;ng gương (Non-Prism) tr&ecirc;n m&aacute;y to&agrave;n đạc l&agrave; g&igrave;? Khi n&agrave;o n&ecirc;n d&ugrave;ng, khi n&agrave;o kh&ocirc;ng n&ecirc;n d&ugrave;ng? Ph&acirc;n t&iacute;ch ưu nhược điểm, sai số giao hội v&agrave; khuyến nghị kỹ thuật khi đo Non-Prism tr&ecirc;n m&aacute;y to&agrave;n đạc.</span></span>',
			'content' => '<em><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trong thực tế thi c&ocirc;ng v&agrave; đo đạc, đo kh&ocirc;ng gương (Non-Prism) l&agrave; một t&iacute;nh năng rất hữu &iacute;ch của m&aacute;y to&agrave;n đạc, nhưng cũng tiềm ẩn nhiều rủi ro sai số nếu sử dụng kh&ocirc;ng đ&uacute;ng mục đ&iacute;ch. B&agrave;i viết dưới đ&acirc;y sẽ ph&acirc;n t&iacute;ch bản chất đo Non-Prism, phạm vi ứng dụng, ưu &ndash; nhược điểm, ảnh hưởng đến giao hội v&agrave; c&aacute;c khuyến nghị kỹ thuật cần tu&acirc;n thủ.</span></span></em><br />
<h2>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">1. Đo kh&ocirc;ng gương (Non-Prism) l&agrave; g&igrave;?</span></span></h2>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trong thực tế đo đạc, kh&ocirc;ng phải l&uacute;c n&agrave;o cũng c&oacute; thể đặt được gương phản xạ. C&aacute;c vị tr&iacute; như tường cao, taluy, v&aacute;ch hầm, kết cấu th&eacute;p, khu vực đang thi c&ocirc;ng hoặc nguy hiểm l&agrave; những trường hợp điển h&igrave;nh.<br />
Đo kh&ocirc;ng gương (Non-Prism) l&agrave; phương ph&aacute;p đo khoảng c&aacute;ch kh&ocirc;ng sử dụng gương phản xạ. M&aacute;y to&agrave;n đạc ph&aacute;t tia laser trực tiếp tới bề mặt mục ti&ecirc;u v&agrave; thu t&iacute;n hiệu phản hồi để x&aacute;c định khoảng c&aacute;ch v&agrave; tọa độ điểm đo.<br />
<br />
Phương ph&aacute;p n&agrave;y cho ph&eacute;p đo c&aacute;c vị tr&iacute;:</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kh&oacute; tiếp cận hoặc kh&ocirc;ng thể đặt gương.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kh&ocirc;ng an to&agrave;n để tiếp cận trực tiếp.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Cần đo nhanh hiện trạng m&agrave; kh&ocirc;ng bố tr&iacute; phụ trợ.</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">&nbsp;</span></span><br />
<h3>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">1.1 Ưu điểm của đo kh&ocirc;ng gương</span></span></h3>
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đo được c&aacute;c vị tr&iacute; &ldquo;bất khả thi&rdquo; với phương ph&aacute;p đo gương.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tăng mức độ an to&agrave;n cho người đo ngo&agrave;i c&ocirc;ng trường.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tiết kiệm thời gian đi gương, giảm nh&acirc;n lực.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Rất hiệu quả khi đo hiện trạng, kiểm tra h&igrave;nh học kết cấu.</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">&nbsp;</span></span>
<h3>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">1.2 Nhược điểm v&agrave; hạn chế kỹ thuật của Non-Prism</span></span></h3>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">B&ecirc;n cạnh ưu điểm, đo kh&ocirc;ng gương tồn tại nhiều hạn chế kỹ thuật cần hiểu r&otilde;:<br />
<br />
<strong>Phụ thuộc mạnh v&agrave;o bề mặt đo</strong></span></span>
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Bề mặt s&aacute;ng, phẳng, kh&ocirc; &rarr; đo xa hơn, ổn định hơn.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Bề mặt tối, th&ocirc;, ẩm, xi&ecirc;n g&oacute;c &rarr; tầm đo giảm r&otilde; rệt, sai số tăng.</span></span></li>
</ul>
<strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Độ ch&iacute;nh x&aacute;c thấp hơn đo gương</span></span></strong><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kh&ocirc;ng c&oacute; t&acirc;m phản xạ cố định như gương.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Sai số đo khoảng c&aacute;ch lớn hơn v&agrave; k&eacute;m ổn định hơn.</span></span></li>
</ul>
<strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hao pin hơn</span></span></strong><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đo Non-Prism li&ecirc;n tục ti&ecirc;u thụ pin nhiều hơn so với đo gương.</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">&nbsp;</span></span><br />
<p style="text-align: center;">
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/Thiết kế chưa có tên (40).png" style="width: 800px; height: 671px;" /></span></span></p>
<h3>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">1.3 Những lưu &yacute; quan trọng khi sử dụng đo kh&ocirc;ng gương</span></span></h3>
<br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kh&ocirc;ng sử dụng đo kh&ocirc;ng gương cho mốc khống chế.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kh&ocirc;ng d&ugrave;ng cho dẫn mốc, nghiệm thu ph&aacute;p l&yacute;.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Chỉ d&ugrave;ng cho đo hiện trạng, kiểm tra, tham khảo kỹ thuật.</span></span></li>
</ul>
<h3>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">1.4 Khoảng c&aacute;ch đo kh&ocirc;ng gương của một số d&ograve;ng m&aacute;y phổ biến</span></span></h3>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Khoảng c&aacute;ch c&ocirc;ng bố của nh&agrave; sản xuất thường được đo trong điều kiện ti&ecirc;u chuẩn:</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Leica FlexLine TS03 / TS07 / TS10: ~500 m / ~1000 m (t&ugrave;y cấu h&igrave;nh)</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Nikon N-Series: ~600 m</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Nikon XS-Series: ~800 m</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Topcon GM-100 Series: ~500 m</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Thực tế ngo&agrave;i c&ocirc;ng trường, khoảng c&aacute;ch đo thường ngắn hơn catalogue, phụ thuộc mạnh v&agrave;o bề mặt v&agrave; điều kiện m&ocirc;i trường.<br />
&nbsp;</span></span>
<h3>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">1.5 Khi n&agrave;o n&ecirc;n d&ugrave;ng đo kh&ocirc;ng gương?</span></span></h3>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đo kh&ocirc;ng gương ph&aacute;t huy hiệu quả trong c&aacute;c c&ocirc;ng việc:</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đo chi tiết ho&agrave;n c&ocirc;ng.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đo kiểm tra h&igrave;nh học kết cấu.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đo taluy, v&aacute;ch đứng, v&aacute;ch hầm.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đo c&aacute;c điểm nguy hiểm kh&ocirc;ng thể tiếp cận.</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">&gt; Đo kh&ocirc;ng gương l&agrave; c&ocirc;ng nghệ bổ trợ, kh&ocirc;ng phải để thay thế đo gương.<br />
&nbsp;</span></span>
<h2>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">2. Hỏi v&agrave; Đ&aacute;p: Đo kh&ocirc;ng gương &amp; sai số giao hội</span></span></h2>
<h3>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">2. 1 V&igrave; sao đo kh&ocirc;ng gương dễ g&acirc;y sai số khi giao hội?</span></span></h3>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">V&igrave; đo Non-Prism phụ thuộc v&agrave;o bề mặt phản xạ, kh&ocirc;ng c&oacute; t&acirc;m phản xạ cố định như gương.<br />
Trong b&agrave;i to&aacute;n giao hội, sai số nhỏ ở từng hướng bắn c&oacute; thể bị ph&oacute;ng đại tại điểm giao, khiến kết quả thiếu ổn định.<br />
&nbsp;</span></span>
<h3>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">2.2 Sai số giao hội khi d&ugrave;ng Non-Prism thường đến từ đ&acirc;u?</span></span></h3>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">C&aacute;c nguy&ecirc;n nh&acirc;n ch&iacute;nh:</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Bề mặt phản xạ kh&ocirc;ng phẳng, kh&ocirc;ng đồng nhất.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tia laser phản xạ kh&ocirc;ng c&ugrave;ng một điểm h&igrave;nh học.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">G&oacute;c bắn xi&ecirc;n, bắn v&agrave;o m&eacute;p cạnh hoặc bề mặt nhỏ.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Sai số đo khoảng c&aacute;ch lớn hơn so với đo gương.</span></span></li>
</ul>
<h3>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">2.3 Đo kh&ocirc;ng gương ảnh hưởng nhiều hơn đến giao hội g&oacute;c hay giao hội cạnh?</span></span></h3>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đo kh&ocirc;ng gương ảnh hưởng mạnh hơn đến giao hội cạnh, v&igrave;:</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Sai số đo khoảng c&aacute;ch của Non-Prism lớn hơn.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trong giao hội cạnh, sai số khoảng c&aacute;ch t&aacute;c động trực tiếp tới vị tr&iacute; điểm giao.</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Với giao hội g&oacute;c, sai số vẫn tồn tại nhưng &iacute;t phụ thuộc hơn v&agrave;o chất lượng phản xạ.<br />
&nbsp;</span></span>
<h3>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">2.4 V&igrave; sao giao hội nghịch đặc biệt nhạy cảm với đo kh&ocirc;ng gương?</span></span></h3>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trong giao hội nghịch:</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Điểm đặt m&aacute;y cần được x&aacute;c định rất ch&iacute;nh x&aacute;c.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kh&ocirc;ng x&aacute;c định được t&acirc;m phản xạ r&otilde; r&agrave;ng.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">C&aacute;c trạm c&oacute; thể &ldquo;nh&igrave;n&rdquo; v&agrave;o những điểm kh&aacute;c nhau tr&ecirc;n c&ugrave;ng một bề mặt.</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Điều n&agrave;y khiến sai số kh&oacute; kiểm so&aacute;t v&agrave; kh&oacute; ph&aacute;t hiện.<br />
&nbsp;</span></span>
<h3>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">2.5 C&oacute; thể giảm sai số khi buộc phải giao hội bằng Non-Prism kh&ocirc;ng?</span></span></h3>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">C&oacute; thể giảm rủi ro, nhưng kh&ocirc;ng loại bỏ ho&agrave;n to&agrave;n, bằng c&aacute;ch:</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Chọn bề mặt phẳng, s&aacute;ng, r&otilde; r&agrave;ng.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tr&aacute;nh bắn v&agrave;o m&eacute;p cạnh hoặc bề mặt nhỏ.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Ngắm vu&ocirc;ng g&oacute;c với bề mặt.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đo lặp nhiều lần để kiểm tra.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kết hợp kiểm tra ch&eacute;o bằng phương ph&aacute;p kh&aacute;c.</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Chỉ &aacute;p dụng cho đo tham khảo, kh&ocirc;ng d&ugrave;ng cho mốc.<br />
&nbsp;</span></span>
<h3>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">2.6&nbsp; Khi n&agrave;o tuyệt đối kh&ocirc;ng n&ecirc;n d&ugrave;ng Non-Prism cho giao hội?</span></span></h3>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kh&ocirc;ng sử dụng trong c&aacute;c trường hợp:</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Dẫn mốc tọa độ.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Thiết lập lưới khống chế.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Mốc ph&aacute;p l&yacute;, nghiệm thu c&ocirc;ng tr&igrave;nh.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">C&ocirc;ng việc y&ecirc;u cầu độ ch&iacute;nh x&aacute;c cao (cm &ndash; mm).</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">&nbsp;</span></span>
<h3>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">2.7 V&igrave; sao đo gương vẫn l&agrave; phương ph&aacute;p chuẩn cho giao hội?</span></span></h3>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">V&igrave; khi đo gương:</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">C&oacute; t&acirc;m phản xạ x&aacute;c định r&otilde; r&agrave;ng.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Sai số đo khoảng c&aacute;ch nhỏ v&agrave; ổn định.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">C&aacute;c trạm c&ugrave;ng x&aacute;c định một điểm h&igrave;nh học duy nhất.</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đ&acirc;y l&agrave; yếu tố then chốt trong c&aacute;c b&agrave;i to&aacute;n giao hội.<br />
&nbsp;</span></span>
<h3>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">2.8 C&oacute; n&ecirc;n coi đo kh&ocirc;ng gương l&agrave; phương ph&aacute;p thay thế đo gương?</span></span></h3>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kh&ocirc;ng. Đo kh&ocirc;ng gương l&agrave; giải ph&aacute;p bổ trợ, kh&ocirc;ng phải phương ph&aacute;p thay thế.<br />
<br />
Khuyến nghị n&ecirc;n tu&acirc;n thủ quy tắc kỹ thuật:</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">C&oacute; thể đặt gương &rarr; ưu ti&ecirc;n đo gương.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kh&ocirc;ng thể đặt gương &rarr; d&ugrave;ng Non-Prism đ&uacute;ng mục đ&iacute;ch.</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">&nbsp;<br />
&gt;&gt;&gt; Đo kh&ocirc;ng gương (Non-Prism) mang lại nhiều tiện lợi trong đo hiện trạng v&agrave; c&aacute;c vị tr&iacute; kh&oacute; tiếp cận, tuy nhi&ecirc;n phương ph&aacute;p n&agrave;y nhạy cảm với sai số, đặc biệt trong c&aacute;c b&agrave;i to&aacute;n giao hội.<br />
Trong thực tế, giao hội thuận c&oacute; thể c&acirc;n nhắc sử dụng đo kh&ocirc;ng gương cho mục đ&iacute;ch tham khảo, khi điều kiện bề mặt cho ph&eacute;p. Ngược lại, giao hội nghịch kh&ocirc;ng được khuyến nghị sử dụng Non-Prism do sai số kh&oacute; kiểm so&aacute;t.&nbsp;Đối với c&aacute;c c&ocirc;ng việc thiết lập lưới khống chế, dẫn mốc tọa độ v&agrave; hồ sơ ph&aacute;p l&yacute;, việc đo bằng gương phản xạ l&agrave; bắt buộc để đảm bảo độ ch&iacute;nh x&aacute;c v&agrave; gi&aacute; trị ph&aacute;p l&yacute; của số liệu.</span></span><br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">&nbsp;</span></span>',
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			'shortdes' => '<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Leica TS20 l&agrave; d&ograve;ng m&aacute;y to&agrave;n đạc điện tử robot cao cấp của Leica Geosystems, được thiết kế để đ&aacute;p ứng c&aacute;c y&ecirc;u cầu khắt khe trong khảo s&aacute;t, thi c&ocirc;ng hạ tầng, đo vẽ bản đồ v&agrave; x&acirc;y dựng c&ocirc;ng nghiệp. Leica TS20 tập trung v&agrave;o tự động h&oacute;a, độ ổn định v&agrave; độ ch&iacute;nh x&aacute;c cao, gi&uacute;p tối ưu thao t&aacute;c hiện trường v&agrave; n&acirc;ng cao hiệu suất l&agrave;m việc trong mọi điều kiện c&ocirc;ng trường phức tạp.</span></span>',
			'content' => '<p>
	<span style="font-family:tahoma,geneva,sans-serif;"><span style="font-size:14px;"><em>Leica TS20 l&agrave; d&ograve;ng m&aacute;y to&agrave;n đạc điện tử robot cao cấp của Leica Geosystems, được ph&aacute;t triển cho c&aacute;c c&ocirc;ng việc khảo s&aacute;t, thi c&ocirc;ng hạ tầng, đo vẽ bản đồ v&agrave; x&acirc;y dựng c&ocirc;ng nghiệp. D&ograve;ng m&aacute;y n&agrave;y tập trung v&agrave;o tự động h&oacute;a, độ ổn định v&agrave; độ ch&iacute;nh x&aacute;c cao, gi&uacute;p tối ưu thao t&aacute;c hiện trường v&agrave; n&acirc;ng cao hiệu suất l&agrave;m việc trong điều kiện c&ocirc;ng trường phức tạp.</em><br />
	<br />
	Trong thực tế triển khai, Leica TS20 được cung cấp với nhiều cấu h&igrave;nh t&iacute;nh năng kh&aacute;c nhau nhằm đ&aacute;p ứng đa dạng nhu cầu sử dụng. Tr&ecirc;n thị trường v&agrave; trong t&agrave;i liệu kỹ thuật, c&aacute;c cấu h&igrave;nh n&agrave;y thường được ph&acirc;n nh&oacute;m như sau:</span></span></p>
<ul>
	<li>
		<span style="font-family:tahoma,geneva,sans-serif;"><span style="font-size:14px;">Auto Aiming (<strong>TS20 A</strong>): Hỗ trợ tự động ngắm gương (ATR).</span></span></li>
	<li>
		<span style="font-family:tahoma,geneva,sans-serif;"><span style="font-size:14px;">PowerSearch (<strong>TS20 P</strong>): Bổ sung khả năng tự động t&igrave;m gương.</span></span></li>
	<li>
		<span style="font-family:tahoma,geneva,sans-serif;"><span style="font-size:14px;">Imaging (<strong>TS20 I</strong>): T&iacute;ch hợp camera v&agrave; c&aacute;c thuật to&aacute;n AI hỗ trợ đo đạc, cho ph&eacute;p nhận dạng mục ti&ecirc;u, theo d&otilde;i chuyển động v&agrave; thu điểm bằng h&igrave;nh ảnh trong m&ocirc;i trường phức tạp.</span></span></li>
</ul>
<p>
	<br />
	<span style="font-family:tahoma,geneva,sans-serif;"><span style="font-size:14px;">B&ecirc;n cạnh c&aacute;c cấu h&igrave;nh t&iacute;nh năng, Leica TS20 c&ograve;n c&oacute; c&aacute;c t&ugrave;y chọn kỹ thuật chung, bao gồm:</span></span></p>
<ul>
	<li>
		<span style="font-family:tahoma,geneva,sans-serif;"><span style="font-size:14px;">Độ ch&iacute;nh x&aacute;c đo g&oacute;c: 1&Prime; / 2&Prime; / 3&Prime; / 5&Prime;</span></span></li>
	<li>
		<span style="font-family:tahoma,geneva,sans-serif;"><span style="font-size:14px;">Tầm đo kh&ocirc;ng gương (EDM): 800 m hoặc 1600 m</span></span></li>
</ul>
<p>
	<br />
	<span style="font-family:tahoma,geneva,sans-serif;"><span style="font-size:14px;">Mức độ tự động h&oacute;a v&agrave; hỗ trợ AI phụ thuộc v&agrave;o cấu h&igrave;nh được lựa chọn, trong đ&oacute; TS20 I l&agrave; cấu h&igrave;nh cao cấp nhất, ph&ugrave; hợp cho c&aacute;c dự &aacute;n y&ecirc;u cầu hiệu suất, độ tin cậy v&agrave; kiểm so&aacute;t chất lượng cao.</span></span><br />
	&nbsp;</p>
<p style="text-align: center;">
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/Leica-TS20-Application-Tunnel-300dpi-2-2048x1365.jpg" style="width: 800px; height: 533px;" /></span></span></p>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Leica TS20I &ndash; Phi&ecirc;n bản t&iacute;ch hợp Camera &amp; AI</strong><br />
<br />
Chỉ phi&ecirc;n bản TS20I (Imaging) mới được Leica trang bị camera v&agrave; c&aacute;c thuật to&aacute;n AI hỗ trợ đo đạc, gi&uacute;p n&acirc;ng tầm hiệu quả khảo s&aacute;t hiện đại.<br />
<br />
<strong>AI &ndash; C&ocirc;ng nghệ tạo kh&aacute;c biệt tr&ecirc;n TS20I.</strong><br />
<br />
Tr&ecirc;n TS20I, Leica ứng dụng AI kết hợp camera v&agrave; thuật to&aacute;n xử l&yacute; th&ocirc;ng minh, cho ph&eacute;p:</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Nhận dạng mục ti&ecirc;u ch&iacute;nh x&aacute;c hơn.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Theo d&otilde;i chuyển động mục ti&ecirc;u ổn định hơn.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hạn chế nhầm lẫn trong m&ocirc;i trường nhiều vật phản xạ.</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">C&aacute;c xử l&yacute; n&agrave;y được thực hiện trực tiếp tr&ecirc;n thiết bị, gi&uacute;p đảm bảo tốc độ, độ ổn định v&agrave; an to&agrave;n dữ liệu khi l&agrave;m việc ngo&agrave;i hiện trường.<br />
&nbsp;<br />
<strong>AI-Detect &ndash; Nhận dạng gương &amp; cảnh b&aacute;o sai cấu h&igrave;nh (TS20I)</strong><br />
<br />
Sai loại gương l&agrave; nguy&ecirc;n nh&acirc;n phổ biến g&acirc;y sai offset v&agrave; sai số đo.&nbsp;AI-Detect (chỉ c&oacute; tr&ecirc;n TS20I) sử dụng camera để:</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Nhận dạng loại gương Leica đang đo.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">So s&aacute;nh với cấu h&igrave;nh gương trong Leica Captivate.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Cảnh b&aacute;o ngay khi ph&aacute;t hiện kh&ocirc;ng khớp.</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">T&iacute;nh năng n&agrave;y gi&uacute;p:</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Giảm lỗi chủ quan.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tr&aacute;nh đo sai &ndash; l&agrave;m lại.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">N&acirc;ng cao độ tin cậy dữ liệu thi c&ocirc;ng.</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">&nbsp;<br />
<strong>AI-Follow (Dynamic Lock n&acirc;ng cao) &ndash; Theo d&otilde;i mục ti&ecirc;u mượt m&agrave;</strong><br />
<br />
Tr&ecirc;n TS20I, AI hỗ trợ khả năng dự đo&aacute;n chuyển động của lăng k&iacute;nh khi:</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Bị che khuất tạm thời.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Di chuyển trong m&ocirc;i trường đ&ocirc;ng người, m&aacute;y m&oacute;c.</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Nhờ đ&oacute;, TS20I gi&uacute;p:</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kh&oacute;a lại mục ti&ecirc;u nhanh hơn.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hạn chế mất tia.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Giữ qu&aacute; tr&igrave;nh đo li&ecirc;n tục, ổn định.</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">&nbsp;<br />
<strong>AI tăng cường ATR &amp; PowerSearch (TS20I)</strong><br />
<br />
Thuật to&aacute;n AI gi&uacute;p ATR v&agrave; PowerSearch tr&ecirc;n TS20I hoạt động hiệu quả hơn trong c&aacute;c điều kiện kh&oacute;:</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Sương m&ugrave; nhẹ, mưa bụi.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Gương che khuất một phần.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Nhiều điểm phản xạ trong v&ugrave;ng qu&eacute;t.</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đ&acirc;y l&agrave; kh&aacute;c biệt lớn giữa TS20I v&agrave; TS20A / TS20P.</span></span><br />
<p style="text-align: center;">
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/Leica-TS20-Application-Cadastral-Surveying-300dpi-15-1-2048x1365.jpg" style="width: 800px; height: 533px;" /></span></span></p>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">&nbsp;<br />
<strong>C&aacute;c thế mạnh chung của d&ograve;ng Leica TS20</strong><br />
<br />
B&ecirc;n cạnh AI tr&ecirc;n TS20I, to&agrave;n bộ d&ograve;ng TS20 vẫn kế thừa những gi&aacute; trị cốt l&otilde;i của Leica:</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Độ ch&iacute;nh x&aacute;c đo g&oacute;c &amp; khoảng c&aacute;ch cao,</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Động cơ Direct Drives nhanh, &ecirc;m, kh&ocirc;ng ma s&aacute;t,</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Phần mềm Leica Captivate trực quan, dễ thao t&aacute;c,</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Ph&iacute;m Trigger đo nhanh,</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Lưu trữ dữ liệu lớn, xuất file linh hoạt,</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kết cấu bền bỉ, chuẩn c&ocirc;ng trường,</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Dọi t&acirc;m laser/quang học ch&iacute;nh x&aacute;c.</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">&nbsp;<br />
<strong>Lợi &iacute;ch thực tế khi sử dụng Leica TS20</strong></span></span><br />
<br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tăng tốc độ đo &amp; bố tr&iacute; c&ocirc;ng tr&igrave;nh,</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Giảm nh&acirc;n lực vận h&agrave;nh,</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hạn chế sai s&oacute;t hiện trường,</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Dữ liệu ổn định, đ&aacute;ng tin cậy,</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Ph&ugrave; hợp từ khảo s&aacute;t địa h&igrave;nh đến thi c&ocirc;ng c&ocirc;ng tr&igrave;nh lớn.</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">&nbsp;</span></span><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">&nbsp;<br />
<strong>BẢNG SO S&Aacute;NH: TS20A vs TS20P vs TS20I</strong></span></span><br />
<br />
<br />
<table border="0" cellpadding="0" style="width: 100%">
	<thead>
		<tr>
			<th>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>T&iacute;nh năng / Chức năng</strong></span></span><br />
				&nbsp;</th>
			<th>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>TS20A</strong><br />
				<strong>(Auto Aiming)</strong></span></span><br />
				&nbsp;</th>
			<th>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>TS20P</strong><br />
				<strong>(PowerSearch)</strong></span></span><br />
				&nbsp;</th>
			<th>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>TS20I</strong><br />
				<strong>(Imaging/ Camera &amp; AI)</strong></span></span><br />
				&nbsp;</th>
		</tr>
	</thead>
	<tbody>
		<tr>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Tự động ngắm mục ti&ecirc;u (ATR)</span></span></td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">C&oacute;<br />
				(ATR ti&ecirc;u chuẩn)</span></span></td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">C&oacute;<br />
				(ATR ti&ecirc;u chuẩn)</span></span></td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">C&oacute;<br />
				(ATR tăng cường nhờ camera &amp; thuật to&aacute;n)</span></span></td>
		</tr>
		<tr>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Tự động t&igrave;m gương (PowerSearch)</span></span></td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Kh&ocirc;ng</span></span></td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">C&oacute;</span></span></td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">C&oacute;<br />
				(kết hợp camera &amp; thuật to&aacute;n n&acirc;ng cao)</span></span></td>
		</tr>
		<tr>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Camera t&iacute;ch hợp</span></span></td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Kh&ocirc;ng</span></span></td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Kh&ocirc;ng</span></span></td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">C&oacute;</span></span></td>
		</tr>
		<tr>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Thu điểm bằng h&igrave;nh ảnh</span></span></td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Kh&ocirc;ng</span></span></td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Kh&ocirc;ng</span></span></td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">C&oacute;</span></span></td>
		</tr>
		<tr>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Nhận dạng mục ti&ecirc;u / gương (AI-Detect)</span></span></td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Kh&ocirc;ng</span></span></td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Kh&ocirc;ng</span></span></td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">C&oacute;</span></span></td>
		</tr>
		<tr>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Theo d&otilde;i mục ti&ecirc;u di chuyển (Dynamic Lock)</span></span></td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Kh&ocirc;ng</span></span></td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Kh&ocirc;ng</span></span></td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">C&oacute;</span></span></td>
		</tr>
		<tr>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Khả năng giữ b&aacute;m khi mục ti&ecirc;u<br />
				che khuất ngắn hạn</span></span></td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Kh&ocirc;ng</span></span></td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Kh&ocirc;ng</span></span></td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">C&oacute; (AI-Follow)</span></span></td>
		</tr>
		<tr>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">L&agrave;m việc hiệu quả trong m&ocirc;i trường<br />
				nhiều phản xạ</span></span></td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Ti&ecirc;u chuẩn</span></span></td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Ti&ecirc;u chuẩn</span></span></td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Tối ưu hơn nhờ camera &amp; thuật to&aacute;n</span></span></td>
		</tr>
		<tr>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Mức độ tự động h&oacute;a</span></span></td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Cơ bản</span></span></td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Trung b&igrave;nh</span></span></td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Cao nhất</span></span></td>
		</tr>
		<tr>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Hỗ trợ đo kh&ocirc;ng người<br />
				(one-man operation)</span></span></td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">C&oacute;</span></span></td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">C&oacute;</span></span></td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">C&oacute; (ổn định nhất)</span></span></td>
		</tr>
		<tr>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Phần mềm vận h&agrave;nh</span></span></td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Leica Captivate</span></span></td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Leica Captivate</span></span></td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Leica Captivate</span></span></td>
		</tr>
		<tr>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Ứng dụng ph&ugrave; hợp</span></span></td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Đo topo, bố tr&iacute; cơ bản</span></span></td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Đo nhanh, nhiều trạm</span></span></td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Quan trắc, đo phức tạp</span></span></td>
		</tr>
	</tbody>
</table>
<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">&nbsp;</span></span><br />
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">&gt; Xem th&ecirc;m Cataloge TS20: <a href="https://drive.google.com/file/d/1KRyhFd21zOZpYZFqy6uUF-xJFJkJJGmE/view?usp=sharing">TẠI Đ&Acirc;Y</a></span></span><br />
&nbsp;&nbsp;<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">&nbsp;</span></span><br />
<div style="text-align: start;">
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<span style="color: rgb(51, 51, 51); font-family: tahoma, geneva, sans-serif; font-size: 14px; text-align: justify;">&nbsp;</span>',
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			'name' => 'Kiểm tra cao độ sàn nhà xưởng bằng máy thủy bình – Giải pháp chính xác cho thi công công nghiệp!',
			'code' => null,
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			'cat_id' => '40',
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			'shortdes' => '<p data-end="637" data-start="299">
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trong x&acirc;y dựng nh&agrave; xưởng, nh&agrave; m&aacute;y v&agrave; khu c&ocirc;ng nghiệp, kiểm tra cao độ s&agrave;n l&agrave; c&ocirc;ng t&aacute;c bắt buộc nhằm đảm bảo độ phẳng, cao độ đồng nhất v&agrave; khả năng tho&aacute;t nước đ&uacute;ng thiết kế.&nbsp;Chỉ một sai số nhỏ v&agrave;i milimet cũng c&oacute; thể ảnh hưởng đến vận h&agrave;nh m&aacute;y m&oacute;c, lưu th&ocirc;ng xe n&acirc;ng, tuổi thọ s&agrave;n b&ecirc; t&ocirc;ng v&agrave; chất lượng nghiệm thu c&ocirc;ng tr&igrave;nh.&nbsp;Ch&iacute;nh v&igrave; vậy, m&aacute;y thủy b&igrave;nh lu&ocirc;n l&agrave; thiết bị được kỹ sư trắc địa &ndash; x&acirc;y dựng tin d&ugrave;ng để kiểm tra cao độ s&agrave;n nh&agrave; xưởng với độ ch&iacute;nh x&aacute;c v&agrave; độ ổn định cao.<br />
	&nbsp;</span></span></p>
',
			'content' => '<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><em>Trong x&acirc;y dựng nh&agrave; xưởng, nh&agrave; m&aacute;y v&agrave; khu c&ocirc;ng nghiệp, kiểm tra cao độ s&agrave;n l&agrave; c&ocirc;ng t&aacute;c bắt buộc nhằm đảm bảo độ phẳng, cao độ đồng nhất v&agrave; khả năng tho&aacute;t nước đ&uacute;ng thiết kế.&nbsp;Chỉ một sai số nhỏ v&agrave;i milimet cũng c&oacute; thể ảnh hưởng đến vận h&agrave;nh m&aacute;y m&oacute;c, lưu th&ocirc;ng xe n&acirc;ng, tuổi thọ s&agrave;n b&ecirc; t&ocirc;ng v&agrave; chất lượng nghiệm thu c&ocirc;ng tr&igrave;nh.&nbsp;Ch&iacute;nh v&igrave; vậy, m&aacute;y thủy b&igrave;nh lu&ocirc;n l&agrave; thiết bị được kỹ sư trắc địa &ndash; x&acirc;y dựng tin d&ugrave;ng để kiểm tra cao độ s&agrave;n nh&agrave; xưởng nhờ độ ch&iacute;nh x&aacute;c cao v&agrave; t&iacute;nh ổn định l&acirc;u d&agrave;i.<br />
&nbsp;</em></span></span>
<h2>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">1. Tại sao cần kiểm tra cao độ s&agrave;n nh&agrave; xưởng?</span></span></h2>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đo cao độ s&agrave;n bằng m&aacute;y thủy b&igrave;nh gi&uacute;p:</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đảm bảo cao độ v&agrave; độ phẳng đ&uacute;ng hồ sơ thiết kế</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Ph&aacute;t hiện kịp thời c&aacute;c điểm lồi &ndash; l&otilde;m để xử l&yacute; trước khi ho&agrave;n thiện</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Phục vụ c&ocirc;ng t&aacute;c nghiệm thu s&agrave;n b&ecirc; t&ocirc;ng theo ti&ecirc;u chuẩn kỹ thuật</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hạn chế chi ph&iacute; sửa chữa sau khi c&ocirc;ng tr&igrave;nh đưa v&agrave;o sử dụng</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trong thực tế, một số đơn vị sử dụng m&aacute;y c&acirc;n mực laser để kiểm tra cao độ. Tuy nhi&ecirc;n, phương ph&aacute;p n&agrave;y chỉ ph&ugrave; hợp cho khu vực nhỏ.&nbsp;Với nh&agrave; xưởng c&oacute; diện t&iacute;ch lớn, tia laser dễ bị ph&acirc;n t&aacute;n khi chiếu xa, l&agrave;m tăng sai số (c&oacute; thể 5&ndash;10 mm), g&acirc;y kh&oacute; khăn trong kiểm so&aacute;t chất lượng v&agrave; nghiệm thu.<br />
<br />
M&aacute;y thủy b&igrave;nh quang học, với nguy&ecirc;n l&yacute; tia ngắm nằm ngang v&agrave; độ ph&oacute;ng đại ống k&iacute;nh, cho kết quả ổn định v&agrave; tin cậy hơn tr&ecirc;n diện t&iacute;ch s&agrave;n lớn.<br />
&nbsp;</span></span><br />
<p style="text-align: center;">
	<img alt="" src="/admin/webroot/upload/image/images/nhà xưởng(1).jpg" style="width: 512px; height: 302px;" /></p>
<h2>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">2. Ưu điểm của m&aacute;y thủy b&igrave;nh trong kiểm tra cao độ s&agrave;n</span></span></h2>
<br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Độ ch&iacute;nh x&aacute;c cao: sai số khoảng 1&ndash;2 mm/1 km đo kh&eacute;p</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hoạt động ổn định trong nhiều điều kiện &aacute;nh s&aacute;ng</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đọc số trực tiếp tr&ecirc;n mia, hạn chế sai số chủ quan</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Ph&ugrave; hợp đo li&ecirc;n tục nhiều điểm tr&ecirc;n mặt s&agrave;n nh&agrave; xưởng</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Nhờ c&aacute;c ưu điểm n&agrave;y, m&aacute;y thủy b&igrave;nh vẫn l&agrave; thiết bị ti&ecirc;u chuẩn trong kiểm tra cao độ s&agrave;n c&ocirc;ng nghiệp.<br />
&nbsp;</span></span><br />
<h2>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">3. Ti&ecirc;u ch&iacute; lựa chọn m&aacute;y thủy b&igrave;nh đo s&agrave;n nh&agrave; xưởng</span></span></h2>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Để đảm bảo sai số đo trong giới hạn cho ph&eacute;p (&plusmn;2 mm), m&aacute;y thủy b&igrave;nh n&ecirc;n đ&aacute;p ứng c&aacute;c y&ecirc;u cầu sau:</span></span><br />
<br />
<h3>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">3.1 Độ ph&oacute;ng đại ống k&iacute;nh</span></span></h3>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">- Khuyến nghị từ 24X &ndash; 32X.</span></span><br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">- Đọc mia r&otilde; ở khoảng c&aacute;ch 50&ndash;80 m.</span></span>
<h3>
	<br />
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">3.2 Độ ch&iacute;nh x&aacute;c</span></span></h3>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Sai số đo kh&eacute;p tuyến &le; 2.0 mm/1 km</span></span>
<h3>
	<br />
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">3.3 Hệ thống c&acirc;n bằng</span></span></h3>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">- N&ecirc;n sử dụng con lắc từ t&iacute;nh (Magnetic Damping)</span></span><br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">- Gi&uacute;p tia ngắm ổn định nhanh trong m&ocirc;i trường rung động</span></span>
<h3>
	<br />
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">3.4 Ti&ecirc;u chuẩn bảo vệ</span></span></h3>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">- Tối thiểu IP54, ưu ti&ecirc;n IP66</span></span><br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">- Ph&ugrave; hợp m&ocirc;i trường nhiều bụi xi măng v&agrave; nước bắn</span></span><br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">&nbsp;</span></span>
<h2>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">4. C&aacute;c m&aacute;y thủy b&igrave;nh được tin d&ugrave;ng khi kiểm tra cao độ s&agrave;n nh&agrave; xưởng</span></span></h2>
<br />
<h3>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">4.1 M&aacute;y thủy b&igrave;nh Sokkia B40A</span></span></h3>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Sokkia B40A l&agrave; d&ograve;ng m&aacute;y được sử dụng phổ biến trong đo s&agrave;n nh&agrave; xưởng.<br />
Ưu điểm nổi bật:</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Chuẩn chống bụi &ndash; nước IP66, chịu được mưa r&agrave;o</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Con lắc từ t&iacute;nh gi&uacute;p b&ugrave; nghi&ecirc;ng nhanh, chống rung tốt</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Độ ph&oacute;ng đại 24X, đọc mia r&otilde; ở khoảng c&aacute;ch 40&ndash;50 m</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Ph&ugrave; hợp cho thi c&ocirc;ng s&agrave;n nh&agrave; xưởng, nh&agrave; kho v&agrave; khu c&ocirc;ng nghiệp quy m&ocirc; vừa &ndash; lớn.<br />
&nbsp;</span></span>
<p style="text-align: center;">
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/B40A.jpg" style="width: 450px; height: 377px;" /></span></span></p>
<h3>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">4.2 M&aacute;y thủy b&igrave;nh Nikon AC-2S</span></span></h3>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Nikon AC-2S l&agrave; lựa chọn ph&ugrave; hợp khi l&agrave;m việc trong nh&agrave; xưởng thiếu &aacute;nh s&aacute;ng.<br />
Ưu điểm:</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Ống k&iacute;nh Nikon c&oacute; độ s&aacute;ng v&agrave; độ trong cao</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">H&igrave;nh ảnh mia sắc n&eacute;t, giảm mỏi mắt khi đo nhiều điểm</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Thiết kế gọn nhẹ, dễ di chuyển trong kh&ocirc;ng gian hẹp</span></span></li>
</ul>
<p style="text-align: center;">
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">&nbsp;<img alt="" src="/admin/webroot/upload/image/images/Nikon AC2S.jpg" style="width: 450px; height: 377px;" /></span></span></p>
<h3>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">4.3 M&aacute;y thủy b&igrave;nh Leica NA300 series ( NA320/NA324)</span></span></h3>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">D&ograve;ng m&aacute;y d&agrave;nh cho c&aacute;c c&ocirc;ng tr&igrave;nh y&ecirc;u cầu độ ch&iacute;nh x&aacute;c cao.<br />
<br />
Đặc điểm nổi bật:</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Sai số &lt; 1.5 mm/1 km</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Độ bền cơ học cao, chịu va đập tốt</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hoạt động ổn định l&acirc;u d&agrave;i, &iacute;t phải hiệu chỉnh</span></span></li>
</ul>
<p style="text-align: center;">
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Ph&ugrave; hợp cho nh&agrave; m&aacute;y c&ocirc;ng nghệ cao, ph&ograve;ng sạch, khu sản xuất ch&iacute;nh x&aacute;c.<br />
	<br />
	<img alt="" src="/admin/webroot/upload/image/images/476249529_986351956959976_7286419762816488861_n.jpg" style="width: 450px; height: 377px;" /></span></span></p>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">&nbsp;</span></span><br />
<h3>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">4.4 Leica LS15 Digital Level &ndash; M&aacute;y thủy b&igrave;nh điện tử cao cấp</span></span></h3>
<br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Độ ch&iacute;nh x&aacute;c: ~&plusmn;0.2 mm/1 km (với mia invar)</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">T&iacute;nh năng nổi bật:</span></span>
		<ul>
			<li>
				<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tự động lấy n&eacute;t v&agrave; kiểm tra độ nghi&ecirc;ng</span></span></li>
			<li>
				<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">M&agrave;n h&igrave;nh m&agrave;u cảm ứng, giảm sai s&oacute;t do đọc thủ c&ocirc;ng</span></span></li>
			<li>
				<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Bluetooth &amp; USB truyền dữ liệu</span></span></li>
			<li>
				<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Bộ nhớ lưu đến ~30.000 trị đo</span></span></li>
		</ul>
	</li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Độ ph&oacute;ng đại: 32&times;, phạm vi đo l&ecirc;n đến ~110 m</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Ph&ugrave; hợp c&aacute;c dự &aacute;n s&agrave;n c&ocirc;ng nghiệp quan trọng, lưới cao độ ch&iacute;nh x&aacute;c cao, đo kh&eacute;p tuyến.</span></span><br />
<p style="text-align: center;">
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/LS15.jpg" style="width: 450px; height: 396px;" /></span></span></p>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">&nbsp;</span></span><br />
<h3>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">4.5 Trimble DiNi Digital Level Series (Dini-03 / Dini-07)</span></span></h3>
<br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Độ ch&iacute;nh x&aacute;c: t&ugrave;y chọn đến ~0.3 mm/1 km</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Ti&ecirc;u chuẩn bảo vệ: IP55</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Ưu điểm:</span></span>
		<ul>
			<li>
				<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Giao diện trực quan, dễ thao t&aacute;c</span></span></li>
			<li>
				<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Truyền dữ liệu nhanh qua USB</span></span></li>
			<li>
				<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Ph&ugrave; hợp đo lặp nhiều, quan trắc v&agrave; b&aacute;o c&aacute;o số liệu chi tiết</span></span></li>
		</ul>
	</li>
</ul>
<p style="text-align: center;">
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">&nbsp;<img alt="" src="/admin/webroot/upload/image/images/Trimble Dini.jpg" style="width: 450px; height: 450px;" /></span></span></p>
<h2>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">5. Quy tr&igrave;nh kiểm tra cao độ s&agrave;n nh&agrave; xưởng bằng m&aacute;y thủy b&igrave;nh</span></span></h2>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><u><strong>Bước 1</strong></u>: Chia lưới &ocirc; vu&ocirc;ng (Grid Method)</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Chia s&agrave;n th&agrave;nh c&aacute;c &ocirc; 3&times;3 m hoặc 5&times;5 m</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">C&aacute;c giao điểm l&agrave; vị tr&iacute; đặt mia</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong><u>Bước 2</u></strong>: Dẫn mốc cao độ chuẩn</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Thiết lập Benchmark (H₀) ổn định b&ecirc;n ngo&agrave;i khu vực thi c&ocirc;ng</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">L&agrave;m cơ sở so s&aacute;nh cho to&agrave;n bộ số liệu</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong><u>Bước 3</u></strong>: Đo đạc thực địa</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đặt m&aacute;y ở vị tr&iacute; trung t&acirc;m, nền cứng</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">C&acirc;n bằng m&aacute;y ch&iacute;nh x&aacute;c</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đọc BS &rarr; x&aacute;c định HI</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đọc FS tại c&aacute;c n&uacute;t lưới</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><u><strong>Bước 4</strong></u>: Xử l&yacute; v&agrave; đ&aacute;nh gi&aacute; số liệu<br />
&Delta;H = Số đọc thực tế &ndash; Số đọc thiết kế</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">&Delta;H &gt; 0 &rarr; S&agrave;n thấp (l&otilde;m)</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">&Delta;H &lt; 0 &rarr; S&agrave;n cao (lồi)</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">&nbsp;<br />
!!! Lưu &yacute; quan trọng khi kiểm tra cao độ s&agrave;n nh&agrave; xưởng:</span></span><br />
<br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Mốc chuẩn phải ổn định &ndash; quyết định độ tin cậy to&agrave;n bộ ph&eacute;p đo</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Khoảng c&aacute;ch ngắm &le; 40 m để kiểm so&aacute;t sai số</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kiểm tra m&aacute;y trước khi đo: mực nước, ống k&iacute;nh, ch&acirc;n m&aacute;y</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">&nbsp;<br />
&gt;&gt;&gt; Kiểm tra cao độ s&agrave;n nh&agrave; xưởng bằng m&aacute;y thủy b&igrave;nh l&agrave; c&ocirc;ng t&aacute;c kh&ocirc;ng thể thiếu nhằm đảm bảo chất lượng thi c&ocirc;ng, độ phẳng s&agrave;n v&agrave; an to&agrave;n vận h&agrave;nh l&acirc;u d&agrave;i.&nbsp;Việc lựa chọn đ&uacute;ng thiết bị v&agrave; tu&acirc;n thủ quy tr&igrave;nh đo chuẩn sẽ gi&uacute;p kỹ sư v&agrave; nh&agrave; thầu thu được kết quả ch&iacute;nh x&aacute;c &ndash; đ&aacute;ng tin cậy &ndash; dễ nghiệm thu cho mọi dự &aacute;n x&acirc;y dựng c&ocirc;ng nghiệp.</span></span><br />
<h2>
	<br />
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">6. FAQ &ndash; Hỏi đ&aacute;p</span></span></h2>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">- Kiểm tra cao độ s&agrave;n nh&agrave; xưởng n&ecirc;n sử dụng thiết bị n&agrave;o?<br />
<em>M&aacute;y thủy b&igrave;nh quang học l&agrave; lựa chọn ph&ugrave; hợp nhờ độ ch&iacute;nh x&aacute;c cao v&agrave; ổn định tr&ecirc;n diện t&iacute;ch lớn.<br />
&nbsp;</em><br />
- M&aacute;y laser c&acirc;n mực c&oacute; thể thay thế m&aacute;y thủy b&igrave;nh kh&ocirc;ng?<br />
<em>Kh&ocirc;ng. M&aacute;y laser chỉ ph&ugrave; hợp cho phạm vi nhỏ, kh&ocirc;ng đ&aacute;p ứng độ ch&iacute;nh x&aacute;c khi kiểm tra s&agrave;n nh&agrave; xưởng diện t&iacute;ch lớn.</em><br />
&nbsp;<br />
- Sai số cho ph&eacute;p khi kiểm tra cao độ s&agrave;n l&agrave; bao nhi&ecirc;u?<br />
Th&ocirc;ng thường y&ecirc;u cầu sai số trong khoảng &plusmn;2 mm, t&ugrave;y ti&ecirc;u chuẩn thiết kế v&agrave; y&ecirc;u cầu của chủ đầu tư.<br />
&nbsp;<br />
- Khoảng c&aacute;ch đo tối đa từ m&aacute;y thủy b&igrave;nh đến mia l&agrave; bao nhi&ecirc;u?<br />
<em>Khuyến nghị kh&ocirc;ng vượt qu&aacute; 40 m để đảm bảo kiểm so&aacute;t sai số.</em><br />
&nbsp;<br />
- C&oacute; cần kiểm tra cao độ s&agrave;n trước khi ho&agrave;n thiện kh&ocirc;ng?<br />
<em>C&oacute;. Việc kiểm tra sớm gi&uacute;p xử l&yacute; sai lệch trước khi ho&agrave;n thiện, giảm rủi ro v&agrave; chi ph&iacute; sửa chữa.</em></span></span><br />
<p style="text-align: center;">
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/Máy thủy bình 2.jpg" style="width: 800px; height: 419px;" /></span></span></p>
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			'id' => '797',
			'name' => 'Máy toàn đạc Leica: chọn FlexLine, TS, Nova hay MS?',
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			'shortdes' => '<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Với dải sản phẩm trải rộng từ FlexLine &rarr; TS &rarr; Nova &rarr; MS (MultiStation), Leica Geosystems mang đến nhiều lựa chọn, nhưng cũng khiến kh&ocirc;ng &iacute;t anh em băn khoăn: <em>c&ocirc;ng tr&igrave;nh của m&igrave;nh n&ecirc;n d&ugrave;ng d&ograve;ng n&agrave;o l&agrave; hợp l&yacute; nhất?</em></span></span>',
			'content' => '<em><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trong trắc địa &ndash; x&acirc;y dựng hiện nay, việc lựa chọn m&aacute;y to&agrave;n đạc điện tử Leica ph&ugrave; hợp với từng loại c&ocirc;ng tr&igrave;nh đ&oacute;ng vai tr&ograve; then chốt, ảnh hưởng trực tiếp đến độ ch&iacute;nh x&aacute;c, hiệu suất thi c&ocirc;ng v&agrave; chi ph&iacute; đầu tư.<br />
<br />
Với dải sản phẩm trải rộng từ FlexLine &rarr; TS &rarr; Nova &rarr; MS (MultiStation), Leica Geosystems mang đến nhiều lựa chọn, nhưng cũng khiến kh&ocirc;ng &iacute;t anh em băn khoăn: c&ocirc;ng tr&igrave;nh của m&igrave;nh n&ecirc;n d&ugrave;ng d&ograve;ng n&agrave;o l&agrave; hợp l&yacute; nhất?<br />
<br />
B&agrave;i viết dưới đ&acirc;y sẽ gi&uacute;p bạn so s&aacute;nh r&otilde; ưu &ndash; nhược điểm từng d&ograve;ng m&aacute;y to&agrave;n đạc Leica, đồng thời gợi &yacute; chọn m&aacute;y đ&uacute;ng nhu cầu thực tế tại Việt Nam.</span></span></em><br />
<h2>
	<br />
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">1. M&aacute;y to&agrave;n đạc Leica FlexLine (TS03, TS07, TS10&hellip;)</span></span></h2>
<br />
<strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Ưu điểm:</span></span></strong><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Cấu h&igrave;nh đơn giản, dễ sử dụng, ph&ugrave; hợp nhiều đối tượng.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Chi ph&iacute; đầu tư thấp hơnso với c&aacute;c d&ograve;ng tự động/robot.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đ&aacute;p ứng tốt c&aacute;c c&ocirc;ng việc khảo s&aacute;t &ndash; trắc địa cơ bản.</span></span></li>
</ul>
<strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hạn chế:</span></span></strong><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Phần lớn thao t&aacute;c thủ c&ocirc;ng.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kh&ocirc;ng c&oacute; motor, ATR, tự động kh&oacute;a prism.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hiệu suất đo v&agrave; tốc độ l&agrave;m việc thấp hơn d&ograve;ng TS v&agrave; Nova.</span></span></li>
</ul>
<strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Ph&ugrave; hợp:</span></span></strong><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đo đạc địa ch&iacute;nh, lập bản đồ nền.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">C&ocirc;ng t&aacute;c đo nhỏ lẻ, khối lượng kh&ocirc;ng lớn.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đơn vị cần m&aacute;y to&agrave;n đạc Leica bền &ndash; ổn định &ndash; dễ d&ugrave;ng.</span></span></li>
</ul>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">&gt; Nếu chỉ cần đo khảo s&aacute;t cơ bản, Leica FlexLine l&agrave; lựa chọn kinh tế v&agrave; đủ d&ugrave;ng.<br />
&nbsp;</span></span>
<h2>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">2. M&aacute;y to&agrave;n đạc Leica TS (TS13, TS20&hellip;)</span></span></h2>
<br />
<strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Ưu điểm:</span></span></strong><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Mức độ tự động h&oacute;a cao, c&oacute; phi&ecirc;n bản robot.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Độ ch&iacute;nh x&aacute;c g&oacute;c v&agrave; EDM ổn định, ph&ugrave; hợp thi c&ocirc;ng.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hỗ trợ phần mềm Captivate, dễ t&iacute;ch hợp GNSS/RTK.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Giảm thao t&aacute;c thủ c&ocirc;ng, tăng tốc độ bố tr&iacute; v&agrave; đo kiểm.</span></span></li>
</ul>
<strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hạn chế:</span></span></strong><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Gi&aacute; cao hơnd&ograve;ng FlexLine.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Với model cao cấp (TS20) cần t&iacute;nh th&ecirc;m phụ kiện robot (prism, tripod, pin, tay cầm).</span></span></li>
</ul>
<strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Ph&ugrave; hợp:</span></span></strong><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">X&acirc;y dựng d&acirc;n dụng, c&ocirc;ng tr&igrave;nh nhỏ v&agrave; vừa.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">C&ocirc;ng t&aacute;c bố tr&iacute; c&ocirc;ng tr&igrave;nh, đo kiểm h&igrave;nh học.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Khi cần độ ch&iacute;nh x&aacute;c v&agrave; hiệu suất cao hơn FlexLine.</span></span></li>
</ul>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">&gt; D&ograve;ng TS l&agrave; lựa chọn c&acirc;n bằng giữa độ ch&iacute;nh x&aacute;c &ndash; tiện lợi &ndash; chi ph&iacute;.<br />
&nbsp;</span></span>
<h2>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">3. M&aacute;y to&agrave;n đạc Leica Nova (TS60, TM60&hellip;)</span></span></h2>
<br />
<strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Ưu điểm:</span></span></strong><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">C&ocirc;ng nghệ robot hiện đại, động cơ ch&iacute;nh x&aacute;c cao.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tự động kh&oacute;a mục ti&ecirc;u, đo nhanh, ổn định.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Nhiều t&iacute;nh năng n&acirc;ng cao:</span></span>
		<ul>
			<li>
				<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Multi-target</span></span></li>
			<li>
				<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đo khoảng c&aacute;ch d&agrave;i</span></span></li>
			<li>
				<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">T&iacute;ch hợp GNSS / Sensor / Monitoring</span></span></li>
		</ul>
	</li>
</ul>
<strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hạn chế:</span></span></strong><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Chi ph&iacute; đầu tư cao, y&ecirc;u cầu người vận h&agrave;nh c&oacute; chuy&ecirc;n m&ocirc;n tốt.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Chi ph&iacute; vận h&agrave;nh (pin, phụ kiện, bảo tr&igrave;) lớn hơn c&aacute;c d&ograve;ng thấp.</span></span></li>
</ul>
<strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Ph&ugrave; hợp:</span></span></strong><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">C&ocirc;ng tr&igrave;nh lớn: cầu, đường, hầm, metro.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Dự &aacute;n hạ tầng quy m&ocirc; lớn, y&ecirc;u cầu độ tin cậy cao.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Quan trắc biến dạng, đo lặp ch&iacute;nh x&aacute;c d&agrave;i hạn.</span></span></li>
</ul>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">&gt; Với dự &aacute;n quy m&ocirc; lớn, Leica Nova l&agrave; &ldquo;xương sống&rdquo; về độ ch&iacute;nh x&aacute;c v&agrave; tự động h&oacute;a.<br />
&nbsp;</span></span>
<h2>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">4. M&aacute;y to&agrave;n đạc Leica MS &ndash; MultiStation (MS60)</span></span></h2>
<br />
<strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Ưu điểm:</span></span></strong><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kết hợp to&agrave;n đạc + qu&eacute;t 3D + GNSS trong một thiết bị.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Thu thập dữ liệu 3D d&agrave;y, nhanh, giảm nh&acirc;n lực.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Rất mạnh cho khảo s&aacute;t hiện trạng v&agrave; địa h&igrave;nh phức tạp.</span></span></li>
</ul>
<strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hạn chế:</span></span></strong><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Gi&aacute; rất cao.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Dữ liệu hậu xử l&yacute; phức tạp, cần kỹ năng chuy&ecirc;n s&acirc;u.</span></span></li>
</ul>
<strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Ph&ugrave; hợp:</span></span></strong><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Dự &aacute;n cần dữ liệu 3D chi tiết.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Quy hoạch, khảo s&aacute;t hạ tầng phức tạp.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">C&ocirc;ng t&aacute;c đo đạc + bản đồ + m&ocirc; h&igrave;nh số trong một workflow.</span></span></li>
</ul>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">&gt; MS l&agrave; giải ph&aacute;p cao cấp nhất cho b&agrave;i to&aacute;n 3D v&agrave; dữ liệu lớn.<br />
&nbsp;</span></span><br />
<h2>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">5. Gợi &yacute; chọn m&aacute;y to&agrave;n đạc điện tử Leica theo nhu cầu</span></span></h2>
<br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Khảo s&aacute;t đất đai, địa ch&iacute;nh, bản đồ nền &rarr; <em>Leica FlexLine</em> hoặc <em>TS (model cơ bản).</em></span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">X&acirc;y dựng d&acirc;n dụng, c&ocirc;ng tr&igrave;nh nhỏ &amp; vừa, bố tr&iacute; thiết kế &rarr; <em>Leica TS</em> hoặc <em>Nova</em> (t&ugrave;y y&ecirc;u cầu độ ch&iacute;nh x&aacute;c).</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">C&ocirc;ng tr&igrave;nh giao th&ocirc;ng, cầu hầm, hạ tầng phức tạp &rarr; <em>Leica Nova</em> hoặc <em>MS (MultiStation / Robot).</em></span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Khảo s&aacute;t địa h&igrave;nh phức tạp, cần dữ liệu 3D, đo nhanh nhiều điểm &rarr; <em>Leica MS &ndash; MultiStation.</em></span></span></li>
</ul>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>BẢNG SO S&Aacute;NH TH&Ocirc;NG SỐ LEICA FLEXLINE &ndash; TS &ndash; NOVA</strong></span></span><br />
<br />
<table border="0" cellpadding="0" cellspacing="3" style="width: 100%">
	<thead>
		<tr>
			<th style="text-align: left;">
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Ti&ecirc;u ch&iacute;</strong></span></span></th>
			<th style="text-align: left;">
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>TS03</strong></span></span></th>
			<th style="text-align: left;">
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>TS07</strong></span></span></th>
			<th style="text-align: left;">
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>TS10</strong></span></span></th>
			<th style="text-align: left;">
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>TS13</strong></span></span></th>
			<th style="text-align: left;">
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>TS20</strong></span></span></th>
			<th style="text-align: left;">
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Nova TM60</strong></span></span></th>
			<th style="text-align: left;">
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Nova TS60</strong></span></span></th>
			<th style="text-align: left;">
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Nova MS60</strong></span></span></th>
		</tr>
	</thead>
	<tbody>
		<tr>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Độ ch&iacute;nh x&aacute;c g&oacute;c</strong></span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">2&Prime;, 3&Prime;, 5&Prime;</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">1&Prime;, 2&Prime;, 3&Prime;, 5&Prime;</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">1&Prime;, 2&Prime;, 3&Prime;, 5&Prime;</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">1&Prime;, 2&Prime;, 3&Prime;, 5&Prime;</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">1&Prime;, 2&Prime;, 3&Prime;, 5&Prime;</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">0.5&Prime;, 1&Prime;</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">0.5&Prime;</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">1&Prime;</span></span></td>
		</tr>
		<tr>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Tầm đo lăng k&iacute;nh</strong></span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">0.9&ndash;3,500 m</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">0.9&ndash;3,500 m</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">0.9&ndash;3,500 m</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">0&ndash;3,500 m</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">0.8&ndash;10,000 m</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">0.9&ndash;3,500 m</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">0.9&ndash;3,500 m</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">1.5&ndash;10,000 m</span></span></td>
		</tr>
		<tr>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Độ ch&iacute;nh x&aacute;c đo gương</strong></span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">1 mm+1.5ppm</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">1 mm+1.5ppm</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">1 mm+1.5ppm</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">1 mm+1.5 ppm</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>1 mm+1 ppm</strong></span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">1 mm+1.5 ppm</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>0.6 mm+1ppm</strong></span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">1 mm+1.5ppm</span></span></td>
		</tr>
		<tr>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Tầm đo kh&ocirc;ng gương</strong></span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">500&ndash;5,000 m</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">500&ndash;5,000 m</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">500&ndash;5,000 m</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">500&ndash;5,000 m</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">800 m (R800) / 1,600 m (R1600)</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">500&ndash;5,000 m</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">500&ndash;5,000 m</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">2,000 m</span></span></td>
		</tr>
		<tr>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Độ ch&iacute;nh x&aacute;c kh&ocirc;ng gương</strong></span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">2 mm 2 ppm</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">2 mm+2 ppm</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">2 mm+2 ppm</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">2 mm+2 ppm</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">2 mm+2 ppm</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">2 mm+2 ppm</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">2 mm+2 ppm</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">2 mm+2 ppm</span></span></td>
		</tr>
		<tr>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>M&agrave;n h&igrave;nh</strong></span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">3.5&Prime; đơn sắc</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">3.5&Prime; m&agrave;u</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">5&Prime; WVGA</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">5&Prime; WVGA (tuỳ chọn)</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">5&Prime; WVGA cảm ứng</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">5&Prime; WVGA cảm ứng</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">5&Prime; WVGA cảm ứng</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">5&Prime; WVGA cảm ứng</span></span></td>
		</tr>
		<tr>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Kết nối c&oacute; d&acirc;y</strong></span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">RS232 / SD / USB</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">RS232 / SD / USB</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">RS232 / SD / USB</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">RS232 / SD / USB</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">Ethernet / USB-C</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">RS232 / SD / USB</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">RS232 / SD / USB</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">RS232 / SD / USB</span></span></td>
		</tr>
		<tr>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Bluetooth / WLAN</strong></span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔(tay cầm radio)</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔(tay cầm radio)</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔(tay cầm radio)</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔(tay cầm radio)</span></span></td>
		</tr>
		<tr>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Dữ liệu di động (4G)</strong></span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td>
		</tr>
		<tr>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>AutoHeight</strong></span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
		</tr>
		<tr>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Camera tổng quan</strong></span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
		</tr>
		<tr>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Camera k&iacute;nh ngắm</strong></span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
		</tr>
		<tr>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>SmartStation GNSS</strong></span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
		</tr>
		<tr>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Ti&ecirc;u ch&iacute;</strong></span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">TS03</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">TS07</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">TS10</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">TS13</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">TS20</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">Nova TM60</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">Nova TS60</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">Nova MS60</span></span></td>
		</tr>
		<tr>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Độ ch&iacute;nh x&aacute;c g&oacute;c</strong></span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">2&Prime;, 3&Prime;, 5&Prime;</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">1&Prime;, 2&Prime;, 3&Prime;, 5&Prime;</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">1&Prime;, 2&Prime;, 3&Prime;, 5&Prime;</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">1&Prime;, 2&Prime;, 3&Prime;, 5&Prime;</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">1&Prime;, 2&Prime;, 3&Prime;, 5&Prime;</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">0.5&Prime;, 1&Prime;</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">0.5&Prime;</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">1&Prime;</span></span></td>
		</tr>
		<tr>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Tầm đo lăng k&iacute;nh</strong></span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">0.9&ndash;3,500 m</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">0.9&ndash;3,500 m</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">0.9&ndash;3,500 m</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">0&ndash;3,500 m</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">0.8&ndash;10,000 m</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">0.9&ndash;3,500 m</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">0.9&ndash;3,500 m</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">1.5&ndash;10,000 m</span></span></td>
		</tr>
		<tr>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Độ ch&iacute;nh x&aacute;c đo gương</strong></span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">1 mm + 1.5 ppm</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">1 mm + 1.5 ppm</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">1 mm + 1.5 ppm</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">1 mm + 1.5 ppm</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">1 mm + 1 ppm</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">1 mm + 1.5 ppm</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">0.6 mm + 1 ppm</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">1 mm + 1.5 ppm</span></span></td>
		</tr>
		<tr>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Tầm đo kh&ocirc;ng gương</strong></span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">500&ndash;5,000 m</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">500&ndash;5,000 m</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">500&ndash;5,000 m</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">500&ndash;5,000 m</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">800 m (R800) / 1,600 m (R1600)</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">500&ndash;5,000 m</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">500&ndash;5,000 m</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">2,000 m</span></span></td>
		</tr>
		<tr>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Độ ch&iacute;nh x&aacute;c kh&ocirc;ng gương</strong></span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">2 mm + 2 ppm</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">2 mm + 2 ppm</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">2 mm + 2 ppm</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">2 mm + 2 ppm</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">2 mm + 2 ppm</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">2 mm + 2 ppm</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">2 mm + 2 ppm</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">2 mm + 2 ppm</span></span></td>
		</tr>
		<tr>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>M&agrave;n h&igrave;nh</strong></span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">3.5&Prime; đơn sắc</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">3.5&Prime; m&agrave;u</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">5&Prime; WVGA</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">5&Prime; WVGA (tuỳchọn)</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">5&Prime; WVGA cảm ứng</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">5&Prime; WVGA cảm ứng</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">5&Prime; WVGA cảm ứng</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">5&Prime; WVGA cảm ứng</span></span></td>
		</tr>
		<tr>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Kết nối c&oacute; d&acirc;y</strong></span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">RS232 / SD / USB</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">RS232 / SD / USB</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">RS232 / SD / USB</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">RS232 / SD / USB</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">Ethernet / USB-C</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">RS232 / SD / USB</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">RS232 / SD / USB</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">RS232 / SD / USB</span></span></td>
		</tr>
		<tr>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Bluetooth / WLAN</strong></span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔ (tay cầm radio)</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔ (tay cầm radio)</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔ (tay cầm radio)</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔ (tay cầm radio)</span></span></td>
		</tr>
		<tr>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Dữ liệu di động (4G)</strong></span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td>
		</tr>
		<tr>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>AutoHeight</strong></span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
		</tr>
		<tr>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Camera tổng quan</strong></span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
		</tr>
		<tr>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Camera k&iacute;nh ngắm</strong></span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
		</tr>
		<tr>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>SmartStation GNSS</strong></span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
		</tr>
		<tr>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Động cơ (Robot)</strong></span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">DC Motor</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">Brushless Direct Drives</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">Piezo drives</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">Piezo drives</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">Piezo drives</span></span></td>
		</tr>
		<tr>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>ATR / Tracking</strong></span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔ (R1000)</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">AI-powered ATR</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
		</tr>
		<tr>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Prism Fast Search</strong></span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
		</tr>
		<tr>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Scanning 3D</strong></span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔ (30,000 pts/s)</span></span></td>
		</tr>
		<tr>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Điều khiển từ xa</strong></span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
		</tr>
		<tr>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Hỗ trợ AP20</strong></span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">AP20 ID</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">AP20 ID + AutoPole</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
		</tr>
		<tr>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Hệ điều h&agrave;nh</strong></span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">FlexField</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">FlexField</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">FlexField</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">Captivate</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">Captivate (Loc8 / GeoCloud Protect)</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">Captivate</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">Captivate</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">Captivate</span></span></td>
		</tr>
		<tr>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Thời lượng pin</strong></span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">~30 h</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">~30 h</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">~30 h</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">8&ndash;19 h</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">~5 h</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">~8 h</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">~9 h</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">~9 h</span></span></td>
		</tr>
		<tr>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Trọng lượng</strong></span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">4.3 kg</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">4.3 kg</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">4.4 kg</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">4.8 kg</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">5.0 kg</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">7.2 kg</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">7.3 kg</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">7.6 kg</span></span></td>
		</tr>
	</tbody>
</table>
<p>
	&nbsp;</p>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/so-sanh-may-toan-dac-dien-tu-leica-FlexLine-TS-Nova-MS.jpg" style="width: 800px; height: 463px;" /></span></span>
<h2>
	<br />
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">6. C&acirc;u hỏi thường gặp về m&aacute;y to&agrave;n đạc Leica (FAQ)</span></span></h2>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">6.1 M&aacute;y to&agrave;n đạc Leica FlexLine c&oacute; đủ d&ugrave;ng cho địa ch&iacute;nh kh&ocirc;ng?<br />
&rarr; C&oacute;. Với đo địa ch&iacute;nh v&agrave; bản đồ nền, FlexLine đ&aacute;p ứng tốt v&agrave; tiết kiệm chi ph&iacute;.<br />
<br />
6.2 Khi n&agrave;o n&ecirc;n chọn TS thay v&igrave; FlexLine?<br />
&rarr; Khi cần độ ch&iacute;nh x&aacute;c cao hơn, thao t&aacute;c nhanh hơn v&agrave; giảm nh&acirc;n lực.<br />
<br />
6.3 Leica Nova c&oacute; ph&ugrave; hợp c&ocirc;ng tr&igrave;nh d&acirc;n dụng kh&ocirc;ng?<br />
&rarr; Ph&ugrave; hợp nếu c&ocirc;ng tr&igrave;nh y&ecirc;u cầu độ ch&iacute;nh x&aacute;c rất cao hoặc quan trắc.<br />
<br />
6.4 MultiStation MS60 c&oacute; thay thế m&aacute;y qu&eacute;t laser kh&ocirc;ng?<br />
&rarr; MS60 kh&ocirc;ng thay thế ho&agrave;n to&agrave;n TLS chuy&ecirc;n dụng, nhưng rất hiệu quả cho khảo s&aacute;t 3D kết hợp đo to&agrave;n đạc.<br />
&nbsp;<br />
&gt;&gt;&gt; <u><strong>Tổng kết:</strong></u></span></span><br />
<br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đo khảo s&aacute;t cơ bản&rarr; <em>FlexLine l&agrave; đủ.</em></span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">C&acirc;n bằng giữa ch&iacute;nh x&aacute;c &amp; tiện lợi&rarr; <em>TS l&agrave; lựa chọn hợp l&yacute;.</em></span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">C&ocirc;ng tr&igrave;nh lớn, y&ecirc;u cầu cao&rarr; <em>Nova hoặc MS.</em></span></span></li>
</ul>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Li&ecirc;n hệ <a href="https://tracdiathanhdat.vn/"><strong>Trắc Địa Th&agrave;nh Đạt </strong></a>để được tư vấn chọn m&aacute;y to&agrave;n đạc Leica ph&ugrave; hợp đ&uacute;ng c&ocirc;ng tr&igrave;nh &ndash; đ&uacute;ng ng&acirc;n s&aacute;ch &ndash; đ&uacute;ng nhu cầu thực tế tại Việt Nam!<br />
&nbsp;</span></span>',
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			'shortdes' => '<span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">Cập nhật firmware RTK qua Web UI &ndash; Hướng dẫn chi tiết &amp; lưu &yacute; kỹ thuật</span><br />
',
			'content' => '<em><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trong qu&aacute; tr&igrave;nh sử dụng m&aacute;y GNSS RTK, việc cập nhật firmware bộ thu GNSS đ&oacute;ng vai tr&ograve; đặc biệt quan trọng nhằm:</span></span></em><br />
<ul>
	<li>
		<em><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tối ưu khả năng FIX v&agrave; độ ổn định khi đo RTK</span></span></em></li>
	<li>
		<em><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Khắc phục c&aacute;c lỗi tồn tại trong firmware cũ</span></span></em></li>
	<li>
		<em><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Bổ sung hoặc cải thiện c&aacute;c t&iacute;nh năng mới như IMU, radio, AR, giao tiếp dữ liệu&hellip;</span></span></em></li>
</ul>
<br />
<em><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tuy nhi&ecirc;n, cập nhật firmware KH&Ocirc;NG phải l&agrave; cập nhật ứng dụng Android (APK), m&agrave; l&agrave; n&acirc;ng cấp hệ thống điều khiển l&otilde;i của bộ thu GNSS, t&aacute;c động trực tiếp đến khả năng định vị v&agrave; hoạt động RTK. Nếu thực hiện kh&ocirc;ng đ&uacute;ng quy tr&igrave;nh hoặc sử dụng firmware kh&ocirc;ng ph&ugrave; hợp, thiết bị c&oacute; thể ph&aacute;t sinh c&aacute;c lỗi nghi&ecirc;m trọng như mất FIX, treo hệ thống, kh&ocirc;ng khởi động hoặc kh&ocirc;ng thể kết nối RTK.<br />
<br />
Hiện nay, nhiều d&ograve;ng m&aacute;y RTK đ&atilde; hỗ trợ cập nhật firmware th&ocirc;ng qua Web UI &ndash; giao diện quản l&yacute; nội bộ cho ph&eacute;p truy cập trực tiếp bằng tr&igrave;nh duyệt web. Phần nội dung dưới đ&acirc;y tổng hợp c&aacute;ch c&aacute;c h&atilde;ng GNSS phổ biến triển khai Web UI, quy tr&igrave;nh cập nhật firmware, đồng thời hướng dẫn kết nối v&agrave; sử dụng Web UI một c&aacute;ch an to&agrave;n, đ&uacute;ng kỹ thuật.<br />
&nbsp;</span></span></em>
<h2>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">1. Web UI trong m&aacute;y RTK GNSS l&agrave; g&igrave;?</span></span></h2>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Web UI (Web-based User Interface) l&agrave; giao diện quản l&yacute; nội bộ của bộ thu RTK, cho ph&eacute;p người d&ugrave;ng:</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kết nối trực tiếp với thiết bị qua WiFi hoặc mạng LAN</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Truy cập bằng tr&igrave;nh duyệt web (Chrome, Edge, Safari&hellip;)</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Xem th&ocirc;ng tin thiết bị v&agrave; trạng th&aacute;i GNSS</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Cấu h&igrave;nh c&aacute;c tham số hệ thống</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Cập nhật firmware bộ thu GNSS</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tải dữ liệu đo, dữ liệu th&ocirc; v&agrave; nhật k&yacute; hệ thống</span></span></li>
</ul>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Web UI mang lại sự tiện lợi lớn trong m&ocirc;i trường hiện trường, tuy nhi&ecirc;n cũng tiềm ẩn rủi ro nếu người d&ugrave;ng kh&ocirc;ng hiểu r&otilde; c&aacute;ch triển khai Web UI của từng h&atilde;ng GNSS.<br />
&nbsp;</span></span>
<h2>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">2. Cập nhật Firmware RTK qua Web UI theo từng h&atilde;ng GNSS</span></span></h2>
<br />
<h3>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">2.1. eFix GNSS &ndash; Web UI trong hệ sinh th&aacute;i Android</span></span></h3>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Web UI của eFix GNSS cho ph&eacute;p:</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kiểm tra th&ocirc;ng tin thiết bị (model, serial, firmware)</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Theo d&otilde;i trạng th&aacute;i GNSS</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Thực hiện cập nhật firmware bộ thu</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">C&aacute;ch truy cập Web UI eFix</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kết nối WiFi do bộ thu eFix ph&aacute;t</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Mở tr&igrave;nh duyệt v&agrave; truy cập IP mặc định của thiết bị</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">LƯU &Yacute;: Firmware eFix phụ thuộc rất chặt v&agrave;o model v&agrave; đời mainboard. Việc c&agrave;i sai firmware c&oacute; thể khiến m&aacute;y kh&ocirc;ng boot được hoặc hoạt động kh&ocirc;ng ổn định.<br />
<em>(Nguồn tham khảo: eFix GNSS &ndash; Firmware &amp; User Guidance ch&iacute;nh h&atilde;ng).</em><br />
&nbsp;</span></span>
<h3>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">2.2. Meridian GNSS &ndash; Web UI trực quan với IP mặc định</span></span></h3>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Meridian GNSS t&iacute;ch hợp Web UI nội bộ cho ph&eacute;p:</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Xem th&ocirc;ng tin thiết bị v&agrave; trạng th&aacute;i GNSS</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Cấu h&igrave;nh c&aacute;c tham số cơ bản</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Cập nhật firmware trực tiếp qua Web UI</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">C&aacute;ch truy cập</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kết nối WiFi do bộ thu ph&aacute;t</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Mở tr&igrave;nh duyệt v&agrave; nhập:&nbsp;http://192.168.10.1</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">&gt; Khuyến nghị: Chỉ sử dụng firmware ch&iacute;nh h&atilde;ng từ nh&agrave; sản xuất hoặc đại l&yacute; ủy quyền để đảm bảo t&iacute;nh tương th&iacute;ch v&agrave; ổn định l&acirc;u d&agrave;i.<br />
&nbsp;</span></span>
<h3>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">2.3. eSurvey / SurPad &ndash; Cập nhật firmware qua Web UI</span></span></h3>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tr&ecirc;n c&aacute;c bộ thu RTK eSurvey, Web UI (kết hợp với hệ thống SurPad / E-Survey) cho ph&eacute;p:</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kiểm tra trạng th&aacute;i GNSS</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Thiết lập c&aacute;c tham số cơ bản</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Cập nhật firmware từ tab &ldquo;Management&rdquo;</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Người d&ugrave;ng truy cập Web UI bằng c&aacute;ch kết nối WiFi bộ thu v&agrave; mở tr&igrave;nh duyệt tương tự c&aacute;c h&atilde;ng kh&aacute;c.<br />
<em>(Nguồn tham khảo: Hướng dẫn sử dụng Web UI tr&ecirc;n m&aacute;y RTK eSurvey).</em><br />
&nbsp;</span></span>
<h3>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">2.4. GeoMate GNSS &ndash; Web UI c&oacute; nhưng cần thận trọng</span></span></h3>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Với GeoMate GNSS, Web UI chủ yếu d&ugrave;ng để:</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Quản l&yacute; thiết bị</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Cấu h&igrave;nh cơ bản hệ thống</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hiện c&aacute;c t&agrave;i liệu c&ocirc;ng bố chưa m&ocirc; tả chi tiết quy tr&igrave;nh cập nhật firmware trực tiếp qua Web UI.<br />
<br />
&gt; Khuyến nghị khi cập nhật firmware GeoMate:</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Chỉ tải firmware từ nguồn ch&iacute;nh h&atilde;ng</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kiểm tra ch&iacute;nh x&aacute;c model + phi&ecirc;n bản firmware hiện tại trước khi c&agrave;i đặt</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">&nbsp;</span></span>
<h3>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">2.5. Trimble &ndash; Web UI c&oacute; kiểm so&aacute;t chặt từ h&atilde;ng</span></span></h3>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trimble hỗ trợ cập nhật firmware GNSS qua Web UI ch&iacute;nh thức, với quy tr&igrave;nh r&otilde; r&agrave;ng:</span></span><br />
<ol>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Truy cập Web UI của bộ thu</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Chọn Firmware &rarr; Install New Firmware</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Chọn file firmware tải từ trang hỗ trợ Trimble</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">C&agrave;i đặt v&agrave; khởi động lại thiết bị</span></span></li>
</ol>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trimble kiểm so&aacute;t firmware theo model v&agrave; serial, gi&uacute;p giảm nguy cơ c&agrave;i sai.<br />
<em>(Nguồn tham khảo: Trimble Receiver Help Portal).</em><br />
&nbsp;</span></span>
<h3>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">2.6. Leica Geosystems &ndash; Hạn chế Web UI, ưu ti&ecirc;n quy tr&igrave;nh chuẩn</span></span></h3>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kh&aacute;c với nhiều h&atilde;ng kh&aacute;c, Leica Geosystems kh&ocirc;ng khuyến kh&iacute;ch cập nhật firmware trực tiếp qua Web UI. Thay v&agrave;o đ&oacute;:</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Firmware đi k&egrave;m Captivate Release Notes</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Cập nhật theo quy tr&igrave;nh ch&iacute;nh h&atilde;ng (qua thẻ SD hoặc bộ điều khiển)</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><em>Nguồn tham khảo: Leica Captivate Manual &amp; Release Notes.</em><br />
&nbsp;</span></span>
<h2>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">3. Kết nối m&aacute;y t&iacute;nh, điện thoại, m&aacute;y t&iacute;nh bảng với m&aacute;y RTK qua Web UI</span></span></h2>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hầu hết c&aacute;c bộ thu GNSS RTK hiện đại đều hoạt động như một điểm ph&aacute;t WiFi nội bộ (WiFi Hotspot). Người d&ugrave;ng c&oacute; thể kết nối bằng PC, điện thoại hoặc m&aacute;y t&iacute;nh bảng để truy cập Web UI m&agrave; kh&ocirc;ng cần c&agrave;i th&ecirc;m phần mềm.<br />
<br />
C&aacute;c bước truy cập Web UI (v&iacute; dụ tr&ecirc;n PC)</span></span><br />
<br />
<ol>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kết nối WiFi do bộ thu RTK ph&aacute;t:&nbsp;T&ecirc;n WiFi thường l&agrave; Serial Number (SN)</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Mở tr&igrave;nh duyệt web</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Nhập địa chỉ:&nbsp;http://192.168.10.1</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đăng nhập Web UI:&nbsp;Mật khẩu mặc định: password (c&oacute; thể thay đổi).</span></span></li>
</ol>
<h2>
	<br />
	<span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">4. C&aacute;c chức năng ch&iacute;nh trong Web UI của m&aacute;y RTK </span></h2>
<p>
	<em><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">(Dựa tr&ecirc;n&nbsp;</span><span style="font-size: 12px;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">giao diện Web UI d&ograve;ng m&aacute;y RTK của h&atilde;ng eSurvey v&agrave; c&aacute;c d&ograve;ng m&aacute;y tương tự</span></span>)</span></em></p>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">4.1 Tab Position &ndash; Định vị &amp; trạng th&aacute;i GNSS</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Chế độ l&agrave;m việc: Base / Rover / Static</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tọa độ (kinh, vĩ, cao độ)</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trạng th&aacute;i nghiệm: Fix / Float / Single</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Số vệ tinh theo d&otilde;i</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">PDOP, HDOP, TDOP, HRMS, VRMS</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Giờ địa phương &amp; m&uacute;i giờ</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Bắt đầu / dừng ghi dữ liệu đo tĩnh</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/tab-position1.jpg" style="width: 600px; height: 405px;" /></span></span><br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">4.2 Tab Data Link &ndash; Li&ecirc;n kết dữ liệu</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Bluetooth</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Radio</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Network / SIM</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/tab-position-1.jpg" style="width: 600px; height: 405px;" /><br />
4.3 Tab Satellites &ndash; Vệ tinh</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Quan s&aacute;t số vệ tinh</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Ph&acirc;n bố vệ tinh theo hệ</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Thiết lập g&oacute;c ngưỡng vệ tinh</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/tab-ve-tinh 3.jpg" style="width: 600px; height: 407px;" /><br />
4.4 Tab Information &ndash; Th&ocirc;ng tin thiết bị</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">GNSS receiver, anten</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Mainboard</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">UHF, Network module</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/tab-thong-tin 4.jpg" style="width: 600px; height: 404px;" /><br />
4.5 Tab Working Mode &ndash; Chế độ l&agrave;m việc</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Chọn Base / Rover / Static</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Phương thức kết nối tương ứng</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/tab-thiet-lap-che-do-lam-viec 5.jpg" style="width: 600px; height: 407px;" /><br />
4.6 Tab Satellite Settings &ndash; Thiết lập thu vệ tinh</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">GPS, GLONASS, BeiDou, Galileo, SBAS, QZSS</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">RTK timeout</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Chế độ FIX ch&iacute;nh x&aacute;c cao</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/tab-satellite-setting 6.jpg" style="width: 600px; height: 403px;" /><br />
4.7 Tab Device Configuration &ndash; Cấu h&igrave;nh thiết bị</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Time zone</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">IMU output</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Baud rate cổng serial</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">&Acirc;m thanh, cảnh b&aacute;o Base</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Bộ nhớ, debug</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tự động bật/tắt nguồn</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Chia sẻ Internet qua WiFi hotspot</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/tab-device-configuration 7.jpg" style="width: 600px; height: 403px;" /><br />
4.8 Tab NMEA Message &ndash; Dữ liệu NMEA</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Cấu h&igrave;nh NMEA qua Bluetooth / cổng 5-pin</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">GNSS PPP output</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Ghi NMEA</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/tab-nmea-message8.jpg" style="width: 600px; height: 403px;" /><br />
4.9 Tab View Log &ndash; Nhật k&yacute;</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Xem &amp; tải log ứng dụng, log hệ điều h&agrave;nh</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/tab-view-log 9.jpg" style="width: 600px; height: 403px;" /><br />
4.10 Tab Raw Data &ndash; Dữ liệu th&ocirc;</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tải raw GNSS</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Chuyển đổi RINEX</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tải nhiều file</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/tab-raw-data 10.jpg" style="width: 600px; height: 403px;" /><br />
4.11 Tab Backup Data &ndash; Sao lưu</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tải hoặc x&oacute;a dữ liệu điểm</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/tab-backup-data 11.jpg" style="width: 600px; height: 403px;" /><br />
4.12 Tab Management &ndash; Quản l&yacute; thiết bị</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">C&agrave;i đặt firmware mới</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đăng k&yacute; thiết bị / GNSS</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Thiết lập bảo mật</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Định dạng bộ nhớ</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tự kiểm tra</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kh&ocirc;i phục c&agrave;i đặt gốc</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Khởi động lại bộ thu</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">&nbsp;<img alt="" src="/admin/webroot/upload/image/images/tab-management 12.jpg" style="width: 600px; height: 403px;" /><br />
<br />
&gt;&gt;&gt; Việc cập nhật firmware th&ocirc;ng qua Web UI t&aacute;c động trực tiếp đến hệ thống l&otilde;i của bộ thu GNSS. Người d&ugrave;ng chỉ n&ecirc;n thực hiện khi đ&atilde; x&aacute;c định đ&uacute;ng model, đ&uacute;ng firmware v&agrave; đ&uacute;ng quy tr&igrave;nh của nh&agrave; sản xuất.<br />
Cập nhật firmware đ&uacute;ng c&aacute;ch &ndash; đ&uacute;ng nguồn &ndash; đ&uacute;ng thời điểm sẽ gi&uacute;p hệ thống RTK hoạt động ổn định, tối ưu khả năng FIX v&agrave; hạn chế tối đa rủi ro ngo&agrave;i thực tế.<br />
&nbsp;</span></span><br />
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			'title_seo' => 'tin tức trắc địa, cập nhật xu hướng đo đạc mới, công nghệ đo đạc, thiết bị đo đạc hiện đại, mẹo kỹ thuật trắc địa, sai số đo đạc, hệ tọa độ VN-2000, GNSS, RTK, GPS trắc địa, phần mềm trắc địa, phần mềm GIS, SurPad, LandStar, Magnet Field, Leica Captivate, Trimble Access',
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	(int) 7 => array(
		'Post' => array(
			'id' => '795',
			'name' => 'MÚI CHIẾU 3° VÀ 6° TRONG HỆ TỌA ĐỘ VN-2000',
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			'shortdes' => '<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">M&uacute;i chiếu 3&deg; v&agrave; 6&deg; trong hệ tọa độ VN-2000&nbsp;<br />
<em>(G&oacute;c nh&igrave;n theo Th&ocirc;ng tư 973/2001/TT-TCĐC)</em></span></span>',
			'content' => '<em><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trong lĩnh vực trắc địa, GIS v&agrave; x&acirc;y dựng, việc lựa chọn v&agrave; sử dụng m&uacute;i chiếu bản đồ c&oacute; ảnh hưởng trực tiếp đến độ ch&iacute;nh x&aacute;c h&igrave;nh học, sai số biến dạng v&agrave; t&iacute;nh ph&aacute;p l&yacute; của dữ liệu kh&ocirc;ng gian.&nbsp;Trong thực tế, c&aacute;c kh&aacute;i niệm m&uacute;i chiếu 3&deg;, m&uacute;i chiếu 6&deg;, UTM v&agrave; VN-2000 đ&ocirc;i khi bị sử dụng chưa thống nhất, dẫn đến nhầm lẫn trong &aacute;p dụng v&agrave; trao đổi kỹ thuật.<br />
<br />
B&agrave;i viết n&agrave;y tr&igrave;nh b&agrave;y v&agrave; l&agrave;m r&otilde; vấn đề m&uacute;i chiếu 3&deg; v&agrave; 6&deg; trong hệ tọa độ quốc gia VN-2000, dựa tr&ecirc;n Th&ocirc;ng tư 973/2001/TT-TCĐC v&agrave; bản chất của ph&eacute;p chiếu Transverse Mercator, nhằm gi&uacute;p người sử dụng hiểu đ&uacute;ng v&agrave; &aacute;p dụng ph&ugrave; hợp trong từng b&agrave;i to&aacute;n cụ thể.<br />
&nbsp;</span></span></em>
<h2>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">1. M&uacute;i chiếu bản đồ l&agrave; g&igrave;?</span></span></h2>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">M&uacute;i chiếu bản đồ l&agrave; phần bề mặt Tr&aacute;i Đất được giới hạn bởi hai đường kinh tuyến, được biểu diễn l&ecirc;n mặt phẳng th&ocirc;ng qua một ph&eacute;p chiếu bản đồ x&aacute;c định.<br />
<br />
Việc chia bề mặt Tr&aacute;i Đất th&agrave;nh c&aacute;c m&uacute;i chiếu gi&uacute;p:</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Giảm sai số biến dạng khi chiếu từ mặt cong sang mặt phẳng,</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Thuận tiện cho đo đạc, t&iacute;nh to&aacute;n v&agrave; th&agrave;nh lập bản đồ,</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Ph&ugrave; hợp với từng quy m&ocirc; v&agrave; mục đ&iacute;ch sử dụng kh&aacute;c nhau.</span></span></li>
</ul>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trong thực tế trắc địa v&agrave; bản đồ học, ph&eacute;p chiếu h&igrave;nh trụ ngang đồng g&oacute;c (Transverse Mercator) l&agrave; một trong những ph&eacute;p chiếu được sử dụng phổ biến nhất, đặc biệt đối với c&aacute;c m&uacute;i chiếu 3&deg; v&agrave; 6&deg;.<br />
&nbsp;</span></span>
<h2>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">2. Quy định về m&uacute;i chiếu trong hệ tọa độ VN-2000</span></span></h2>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Theo Th&ocirc;ng tư 973/2001/TT-TCĐC của Tổng cục Địa ch&iacute;nh, khi &aacute;p dụng Hệ quy chiếu v&agrave; Hệ tọa độ quốc gia VN-2000:&nbsp;<em>&ldquo;Hệ tọa độ quốc gia VN-2000 được x&acirc;y dựng tr&ecirc;n ph&eacute;p chiếu h&igrave;nh trụ ngang đồng g&oacute;c (Transverse Mercator) v&agrave; cho ph&eacute;p &aacute;p dụng c&aacute;c m&uacute;i chiếu 3&deg; hoặc 6&deg; t&ugrave;y theo mục đ&iacute;ch v&agrave; quy m&ocirc; bản đồ.&rdquo;</em><br />
<br />
Từ quy định n&agrave;y c&oacute; thể khẳng định:</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hệ tọa độ VN-2000 cho ph&eacute;p sử dụng cả m&uacute;i chiếu 3&deg; v&agrave; m&uacute;i chiếu 6&deg;,</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Việc lựa chọn m&uacute;i chiếu kh&ocirc;ng mang t&iacute;nh t&ugrave;y tiện, m&agrave; phải ph&ugrave; hợp với mục đ&iacute;ch sử dụng v&agrave; quy m&ocirc; bản đồ.</span></span></li>
</ul>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trong thực tế trắc địa v&agrave; bản đồ học, ph&eacute;p chiếu h&igrave;nh trụ ngang đồng g&oacute;c (Transverse Mercator) l&agrave; một trong những ph&eacute;p chiếu được sử dụng phổ biến nhất, đặc biệt đối với c&aacute;c m&uacute;i chiếu 3&deg; v&agrave; 6&deg;.</span></span>
<h2>
	<br />
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">3. M&uacute;i chiếu 6&deg; (UTM) &ndash; Phạm vi khu vực v&agrave; li&ecirc;n tỉnh</span></span></h2>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">M&uacute;i chiếu 6&deg; c&oacute; bề rộng 6 độ kinh độ, thường được biết đến rộng r&atilde;i th&ocirc;ng qua hệ thống UTM (Universal Transverse Mercator).<br />
<br />
3.1 Đặc điểm ch&iacute;nh</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Phủ diện t&iacute;ch rộng,</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Thuận lợi cho c&aacute;c b&agrave;i to&aacute;n bản đồ v&agrave; GIS quy m&ocirc; lớn,</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Sai số biến dạng tăng dần khi khoảng c&aacute;ch tới kinh tuyến trục tăng.</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">3.2 Phạm vi ứng dụng<br />
<br />
M&uacute;i chiếu 6&deg; ph&ugrave; hợp cho:</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Bản đồ quốc gia, v&ugrave;ng, li&ecirc;n tỉnh,</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">C&aacute;c hệ thống GIS tổng hợp,</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Quy hoạch kh&ocirc;ng gian, hạ tầng quy m&ocirc; lớn.</span></span></li>
</ul>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Lưu &yacute;: UTM kh&ocirc;ng phải l&agrave; một hệ tọa độ ri&ecirc;ng, m&agrave; l&agrave; c&aacute;ch tổ chức m&uacute;i chiếu 6&deg; của ph&eacute;p chiếu Transverse Mercator, thường được sử dụng c&ugrave;ng hệ quy chiếu WGS84 trong th&ocirc;ng lệ quốc tế.<br />
&nbsp;</span></span>
<p style="text-align: center;">
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/Utm-zones(1).jpg" style="width: 800px; height: 400px;" /></span></span></p>
<h2>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">4. M&uacute;i chiếu 3&deg; &ndash; Ti&ecirc;u chuẩn cho đo đạc ch&iacute;nh x&aacute;c</span></span></h2>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">M&uacute;i chiếu 3&deg; c&oacute; bề rộng hẹp hơn, gi&uacute;p giảm đ&aacute;ng kể sai số biến dạng so với m&uacute;i 6&deg;.<br />
<br />
4.1 Đặc điểm ch&iacute;nh</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Độ ch&iacute;nh x&aacute;c h&igrave;nh học cao,</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Biến dạng chiều d&agrave;i v&agrave; diện t&iacute;ch nhỏ,</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Ph&ugrave; hợp cho c&aacute;c b&agrave;i to&aacute;n y&ecirc;u cầu độ ch&iacute;nh x&aacute;c cao.</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">4.2 Phạm vi ứng dụng<br />
<br />
Trong hệ tọa độ VN-2000, m&uacute;i chiếu 3&deg; thường được sử dụng cho:</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đo vẽ địa ch&iacute;nh,</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Bản đồ tỷ lệ lớn,</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Bố tr&iacute; v&agrave; thi c&ocirc;ng c&ocirc;ng tr&igrave;nh,</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hồ sơ ph&aacute;p l&yacute; đất đai.</span></span></li>
</ul>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Khi sử dụng VN-2000, bắt buộc phải x&aacute;c định r&otilde; m&uacute;i chiếu v&agrave; kinh tuyến trục, v&igrave; đ&acirc;y l&agrave; tham số ph&aacute;p l&yacute; của hệ tọa độ, kh&ocirc;ng được mặc định như trong hệ UTM.<br />
&nbsp;</span></span><br />
<br />
<h2>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">5. Nhận định thực tế tại Việt Nam</span></span></h2>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trong thực tế đo đạc tại Việt Nam:</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">VN-2000 m&uacute;i chiếu 3&deg; l&agrave; lựa chọn chủ đạo cho c&ocirc;ng t&aacute;c địa ch&iacute;nh v&agrave; x&acirc;y dựng,</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">M&uacute;i chiếu 6&deg; (UTM) chủ yếu ph&ugrave; hợp cho bản đồ khu vực &ndash; v&ugrave;ng v&agrave; c&aacute;c b&agrave;i to&aacute;n GIS tổng hợp.</span></span></li>
</ul>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Việc sử dụng đ&uacute;ng m&uacute;i chiếu gi&uacute;p đảm bảo:</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Độ ch&iacute;nh x&aacute;c kỹ thuật,</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">T&iacute;nh thống nhất dữ liệu,</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Sự ph&ugrave; hợp với quy định ph&aacute;p l&yacute; hiện h&agrave;nh.</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">&nbsp;<br />
<strong>&gt;&gt;&gt; T&oacute;m lại:&nbsp;</strong></span></span><br />
<br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hệ tọa độ quốc gia VN-2000 cho ph&eacute;p sử dụng cả m&uacute;i chiếu 3&deg; v&agrave; 6&deg; theo Th&ocirc;ng tư 973/2001/TT-TCĐC.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">M&uacute;i chiếu 6&deg; (UTM) ph&ugrave; hợp cho bản đồ khu vực v&agrave; li&ecirc;n tỉnh.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">M&uacute;i chiếu 3&deg; được ưu ti&ecirc;n cho đo đạc ch&iacute;nh x&aacute;c, địa ch&iacute;nh v&agrave; c&ocirc;ng tr&igrave;nh.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">UTM l&agrave; c&aacute;ch tổ chức m&uacute;i chiếu, trong khi VN-2000 l&agrave; hệ tọa độ quốc gia &ndash; hai kh&aacute;i niệm n&agrave;y kh&ocirc;ng n&ecirc;n sử dụng thay thế cho nhau.</span></span></li>
</ul>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hiểu đ&uacute;ng v&agrave; sử dụng đ&uacute;ng m&uacute;i chiếu l&agrave; điều kiện quan trọng để đảm bảo độ ch&iacute;nh x&aacute;c kỹ thuật v&agrave; t&iacute;nh ph&aacute;p l&yacute; của mọi sản phẩm đo đạc v&agrave; bản đồ.<br />
&nbsp;<br />
<em>&gt;&gt;&gt; T&agrave;i liệu tham khảo:</em></span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><em>Th&ocirc;ng tư 973/2001/TT-TCĐC &ndash; Hướng dẫn &aacute;p dụng Hệ quy chiếu v&agrave; Hệ tọa độ quốc gia VN-2000</em></span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><em>T&agrave;i liệu chuy&ecirc;n ng&agrave;nh về ph&eacute;p chiếu Transverse Mercator / UTM</em></span></span></li>
</ul>
<p style="text-align: center;">
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><em><img alt="" src="/admin/webroot/upload/image/images/Kinh tuyến trục.jpg" style="width: 747px; height: 420px;" /></em></span></span></p>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">&nbsp;</span></span>',
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			'id' => '793',
			'name' => 'Tìm hiểu các phương pháp hiệu chỉnh GNSS ',
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			'shortdes' => '<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hiệu chỉnh GNSS l&agrave; yếu tố then chốt để đạt được định vị độ ch&iacute;nh x&aacute;c cao. T&iacute;n hiệu GNSS th&ocirc; (kh&ocirc;ng hiệu chỉnh) thường chỉ đạt độ ch&iacute;nh x&aacute;c khoảng 5&ndash;10 m&eacute;t, kh&ocirc;ng đ&aacute;p ứng y&ecirc;u cầu của c&aacute;c lĩnh vực như n&ocirc;ng nghiệp ch&iacute;nh x&aacute;c, trắc địa, robot tự h&agrave;nh, xe tự l&aacute;i,&hellip;&nbsp;Bằng c&aacute;ch t&iacute;nh to&aacute;n v&agrave; &aacute;p dụng c&aacute;c hiệu chỉnh sai số l&ecirc;n t&iacute;n hiệu GNSS, độ ch&iacute;nh x&aacute;c c&oacute; thể được cải thiện gấp 100 lần, đạt mức centimet.</span></span>',
			'content' => '<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><em>Hiệu chỉnh GNSS l&agrave; yếu tố then chốt để đạt được định vị độ ch&iacute;nh x&aacute;c cao. T&iacute;n hiệu GNSS th&ocirc; (kh&ocirc;ng hiệu chỉnh) thường chỉ đạt độ ch&iacute;nh x&aacute;c khoảng 5&ndash;10 m&eacute;t, kh&ocirc;ng đ&aacute;p ứng y&ecirc;u cầu của c&aacute;c lĩnh vực như n&ocirc;ng nghiệp ch&iacute;nh x&aacute;c, trắc địa, robot tự h&agrave;nh, xe tự l&aacute;i,&hellip;&nbsp;Bằng c&aacute;ch t&iacute;nh to&aacute;n v&agrave; &aacute;p dụng c&aacute;c hiệu chỉnh sai số l&ecirc;n t&iacute;n hiệu GNSS, độ ch&iacute;nh x&aacute;c c&oacute; thể được cải thiện gấp 100 lần, đạt mức centimet.</em><br />
<br />
B&agrave;i viết n&agrave;y tr&igrave;nh b&agrave;y c&aacute;c phương ph&aacute;p hiệu chỉnh GNSS ch&iacute;nh:</span></span><br />
<ul>
	<li>
		<strong><em><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">DGNSS (GNSS vi sai)</span></span></em></strong></li>
	<li>
		<strong><em><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">SBAS (Hệ thống tăng cường vệ tinh)</span></span></em></strong></li>
	<li>
		<strong><em><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">RTK (Động học thời gian thực)</span></span></em></strong></li>
	<li>
		<strong><em><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">PPP (Định vị điểm ch&iacute;nh x&aacute;c)</span></span></em></strong></li>
	<li>
		<strong><em><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">PPP-RTK</span></span></em></strong></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đồng thời ph&acirc;n t&iacute;ch đặc điểm, ưu nhược điểm v&agrave; phạm vi ứng dụng của từng phương ph&aacute;p, cũng như c&aacute;ch lựa chọn phương &aacute;n ph&ugrave; hợp.<br />
&nbsp;</span></span>
<p>
	<strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">GNSS định vị ti&ecirc;u chuẩn hoạt động như thế n&agrave;o?</span></span></strong><br />
	&nbsp;</p>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">T&iacute;n hiệu GNSS th&ocirc; từ mỗi vệ tinh mang một m&atilde; giả ngẫu nhi&ecirc;n (PRN), cung cấp ba th&ocirc;ng tin ch&iacute;nh:</span></span><br />
<ul>
	<li>
		<strong><em><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Ai: định danh vệ tinh.</span></span></em></strong></li>
	<li>
		<strong><em><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Ở đ&acirc;u: vị tr&iacute; quỹ đạo.</span></span></em></strong></li>
	<li>
		<strong><em><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Khi n&agrave;o: thời điểm ph&aacute;t t&iacute;n hiệu.</span></span></em></strong></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">M&aacute;y thu GNSS so s&aacute;nh m&atilde; PRN nhận được với m&atilde; PRN nội sinh của n&oacute; để x&aacute;c định thời gian truyền t&iacute;n hiệu, từ đ&oacute; t&iacute;nh ra khoảng c&aacute;ch giả (pseudorange). Khi c&oacute; khoảng c&aacute;ch đến &iacute;t nhất 4 vệ tinh, m&aacute;y thu c&oacute; thể x&aacute;c định vị tr&iacute; 3D của m&igrave;nh.<br />
<br />
T&iacute;n hiệu GNSS bị ảnh hưởng bởi nhiều nguồn sai số:</span></span><br />
<ul>
	<li>
		<em><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tầng điện ly &amp; đối lưu l&agrave;m chậm v&agrave; bẻ cong t&iacute;n hiệu.</span></span></em></li>
	<li>
		<em><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Sai số đồng hồ &amp; quỹ đạo vệ tinh.</span></span></em></li>
	<li>
		<em><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đa đường (multipath) do phản xạ từ nh&agrave; cửa, c&acirc;y cối.</span></span></em></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tổng sai số dẫn đến độ ch&iacute;nh x&aacute;c chỉ khoảng 5&ndash;10 m. Từ đ&acirc;y, c&aacute;c phương ph&aacute;p hiệu chỉnh GNSS ra đời để giảm v&agrave; loại bỏ c&aacute;c sai số n&agrave;y.<br />
&nbsp;</span></span>
<h2>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">1. Differential GNSS (DGNSS &ndash; GNSS vi sai)</span></span></h2>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Nguy&ecirc;n l&yacute;:</strong><br />
Định vị tương đối bằng c&aacute;ch so s&aacute;nh số liệu giữa m&aacute;y rover v&agrave; trạm tham chiếu c&oacute; tọa độ đ&atilde; biết ch&iacute;nh x&aacute;c.<br />
<br />
<strong>C&aacute;ch hoạt động:</strong></span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trạm base t&iacute;nh sai số pseudorange cho từng vệ tinh</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Ph&aacute;t c&aacute;c hiệu chỉnh n&agrave;y cho rover</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Rover &aacute;p dụng hiệu chỉnh để loại bỏ sai số chung</span></span></li>
</ul>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Độ ch&iacute;nh x&aacute;c</strong>: Dưới 1 m&eacute;t<br />
<br />
<strong>Ưu điểm</strong></span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Dễ triển khai</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Ti&ecirc;u thụ điện thấp</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Thời gian hội tụ nhanh</span></span></li>
</ul>
<br />
<strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Nhược điểm</span></span></strong><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Độ ch&iacute;nh x&aacute;c thấp hơn RTK/PPP</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Phụ thuộc khoảng c&aacute;ch đến trạm base</span></span></li>
</ul>
<br />
<strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Ứng dụng:&nbsp;</span></span></strong><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">H&agrave;ng hải, n</span><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">&ocirc;ng nghiệp mức cơ bản, t</span><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">hiết bị GNSS pin nhỏ.</span>
<p style="text-align: center;">
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">&nbsp;<img alt="" src="/admin/webroot/upload/image/images/GNSSCorrections-Types-SBAS-2-1024x683.jpg" style="width: 800px; height: 534px;" /></span></span></p>
<h2>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">2. SBAS &ndash; Hệ thống tăng cường vệ tinh</span></span></h2>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Nguy&ecirc;n l&yacute;</strong>:&nbsp;Tương tự DGNSS nhưng hiệu chỉnh được t</span></span><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">&iacute;nh to&aacute;n tập trung v&agrave; p</span><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">h&aacute;t qua vệ tinh địa tĩnh.</span><br />
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">V&iacute; dụ SBAS:</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">WAAS (Mỹ)</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">EGNOS (Ch&acirc;u &Acirc;u)</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">MSAS (Nhật Bản)</span></span></li>
</ul>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Độ ch&iacute;nh x&aacute;c</strong>: ~1&ndash;3 m<br />
<br />
<strong>Ưu điểm</strong></span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Miễn ph&iacute;</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Phủ rộng khu vực lớn</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kh&ocirc;ng cần base cục bộ</span></span></li>
</ul>
<br />
<strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Nhược điểm</span></span></strong><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Độ ch&iacute;nh x&aacute;c hạn chế</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kh&oacute; thu vệ tinh địa tĩnh ở đ&ocirc; thị / vĩ độ cao</span></span></li>
</ul>
<br />
<strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Ứng dụng:&nbsp;</span></span></strong><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">H&agrave;ng kh&ocirc;ng,&nbsp;</span><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">H&agrave;ng hải,&nbsp;</span><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">N&ocirc;ng nghiệp quy m&ocirc; lớn.</span>
<h2>
	<br />
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">3. RTK &ndash; Real-Time Kinematic</span></span></h2>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Nguy&ecirc;n l&yacute;:&nbsp;</strong>Sử dụng đo pha s&oacute;ng mang (carrier-phase) kết hợp hiệu chỉnh thời gian thực từ trạm base.<br />
<br />
<strong>Đặc điểm kỹ thuật:</strong></span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Bước s&oacute;ng L1 GPS &asymp; 19 cm</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Giải ẩn số nguy&ecirc;n (integer ambiguity)</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Sử dụng double differencing + thuật to&aacute;n LAMBDA</span></span></li>
</ul>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Độ ch&iacute;nh x&aacute;c</strong>: &nbsp;1&ndash;2 cm<br />
<br />
<strong>Thời gian fix</strong>: v&agrave;i gi&acirc;y<br />
<br />
<strong>Ưu điểm:&nbsp;</strong></span></span><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">Độ ch&iacute;nh x&aacute;c cao nhất, h</span><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">ội tụ cực nhanh</span><br />
<br />
<strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Nhược điểm</span></span></strong><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Phạm vi giới hạn (&asymp; 20&ndash;30 km)</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Cần kết nối ổn định (radio / NTRIP)</span></span></li>
</ul>
<br />
<strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Ứng dụng</span></span></strong><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trắc địa</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Thi c&ocirc;ng &ndash; stakeout</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Robot, UAV</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">N&ocirc;ng nghiệp ch&iacute;nh x&aacute;c</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">&nbsp;</span></span>
<h2>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">4. PPP &ndash; Precise Point Positioning</span></span></h2>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Nguy&ecirc;n l&yacute;</strong>: Định vị tuyệt đối bằng c&aacute;ch &aacute;p dụng:</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Quỹ đạo vệ tinh ch&iacute;nh x&aacute;c</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đồng hồ vệ tinh ch&iacute;nh x&aacute;c</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">M&ocirc; h&igrave;nh kh&iacute; quyển to&agrave;n cầu</span></span></li>
</ul>
<br />
<strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đặc điểm:</span></span></strong><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kh&ocirc;ng cần trạm base cục bộ</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hội tụ bằng c&aacute;ch tự giải ẩn số pha</span></span></li>
</ul>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Độ ch&iacute;nh x&aacute;c</strong>: cm (tĩnh)<br />
<br />
<strong>Thời gian hội tụ</strong>: 10&ndash;30 ph&uacute;t<br />
<br />
<strong>Ưu điểm</strong></span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Phủ to&agrave;n cầu</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Ph&ugrave; hợp v&ugrave;ng xa, biển khơi</span></span></li>
</ul>
<br />
<strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Nhược điểm</span></span></strong><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hội tụ chậm</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kh&ocirc;ng ph&ugrave; hợp ứng dụng cần real-time</span></span></li>
</ul>
<br />
<strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Ứng dụng</span></span></strong><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">H&agrave;ng hải &ndash; ngo&agrave;i khơi</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Khoa học &ndash; địa vật l&yacute;</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đo đạc khu vực hẻo l&aacute;nh</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">&nbsp;</span></span>
<h2>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">5. PPP-RTK &ndash; Phương ph&aacute;p lai hiện đại</span></span></h2>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Nguy&ecirc;n l&yacute;</strong>: L&agrave; sự kết hợp giữa:</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hiệu chỉnh vệ tinh ch&iacute;nh x&aacute;c của PPP</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hiệu chỉnh kh&iacute; quyển &amp; pha kiểu RTK</span></span></li>
</ul>
<br />
<strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">C&ocirc;ng nghệ cốt l&otilde;i:</span></span></strong><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">SSR (State Space Representation)</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Wide-lane ambiguity resolution (bước s&oacute;ng d&agrave;i &rarr; fix nhanh)</span></span></li>
</ul>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Độ ch&iacute;nh x&aacute;c</strong>: 3&ndash;7 cm<br />
<br />
<strong>Thời gian hội tụ</strong>: 10&ndash;30 gi&acirc;y<br />
<br />
<strong>Ưu điểm</strong></span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Nhanh hơn PPP</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Phủ rộng hơn RTK</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Mở rộng cho số lượng người d&ugrave;ng lớn</span></span></li>
</ul>
<br />
<strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Nhược điểm</span></span></strong><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Cần m&aacute;y GNSS đa tần hiện đại</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Độ ch&iacute;nh x&aacute;c thấp hơn RTK cự ly ngắn</span></span></li>
</ul>
<br />
<strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Ứng dụng</span></span></strong><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Xe tự l&aacute;i &ndash; ADAS</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">UAV</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Quản l&yacute; đội xe</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">N&ocirc;ng nghiệp th&ocirc;ng minh</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">&nbsp;<br />
<strong>BẢNG SO S&Aacute;NH&nbsp;</strong></span></span><br />
<br />
<table border="0" cellpadding="0" style="width: 100%">
	<thead>
		<tr>
			<th>
				<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Phương ph&aacute;p</span></span></th>
			<th>
				<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Độ ch&iacute;nh x&aacute;c</span></span></th>
			<th>
				<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Thời gian fix</span></span></th>
			<th>
				<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Phạm vi</span></span></th>
		</tr>
	</thead>
	<tbody>
		<tr>
			<td>
				<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">GNSS thường</span></span></td>
			<td>
				<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">5&ndash;10 m</span></span></td>
			<td>
				<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">V&agrave;i gi&acirc;y</span></span></td>
			<td>
				<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">To&agrave;n cầu</span></span></td>
		</tr>
		<tr>
			<td>
				<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">SBAS</span></span></td>
			<td>
				<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">1&ndash;3 m</span></span></td>
			<td>
				<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">~30 s</span></span></td>
			<td>
				<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Lục địa</span></span></td>
		</tr>
		<tr>
			<td>
				<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">DGNSS</span></span></td>
			<td>
				<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">&lt;1 m</span></span></td>
			<td>
				<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">5&ndash;20 s</span></span></td>
			<td>
				<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Cục bộ</span></span></td>
		</tr>
		<tr>
			<td>
				<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">PPP</span></span></td>
			<td>
				<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">~10 cm</span></span></td>
			<td>
				<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">10&ndash;30 ph&uacute;t</span></span></td>
			<td>
				<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">To&agrave;n cầu</span></span></td>
		</tr>
		<tr>
			<td>
				<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">PPP-RTK</span></span></td>
			<td>
				<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">3&ndash;7 cm</span></span></td>
			<td>
				<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">10&ndash;30 s</span></span></td>
			<td>
				<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Khu vực</span></span></td>
		</tr>
		<tr>
			<td>
				<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">RTK</span></span></td>
			<td>
				<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">1&ndash;2 cm</span></span></td>
			<td>
				<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">~5 s</span></span></td>
			<td>
				<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">&le;30 km</span></span></td>
		</tr>
	</tbody>
</table>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">&nbsp;<br />
&gt;&gt;&gt;&nbsp; Kh&ocirc;ng c&oacute; phương ph&aacute;p hiệu chỉnh GNSS n&agrave;o &ldquo;tốt nhất cho mọi trường hợp&rdquo;.&nbsp;Chỉ c&oacute; phương ph&aacute;p ph&ugrave; hợp nhất với y&ecirc;u cầu c&ocirc;ng việc:</span></span><br />
<br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Cần nhanh &ndash; ch&iacute;nh x&aacute;c tuyệt đối &rarr; RTK</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Cần phủ rộng &ndash; kh&ocirc;ng cần base &rarr; PPP / PPP-RTK</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Cần ổn định &ndash; tiết kiệm năng lượng &rarr; DGNSS / SBAS</span></span></li>
</ul>
<p style="text-align: center;">
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">&nbsp;<img alt="" src="/admin/webroot/upload/image/images/Grey Minimalist Architecture Search Bar Facebook Cover (1).png" style="width: 800px; height: 451px;" /></span></span></p>
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			'videoyou' => null,
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			'twodaypro' => null,
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			'photo' => null,
			'lft' => '501',
			'rght' => '502',
			'vat' => null,
			'hangsx' => null,
			'baohanh' => null,
			'tinhtrang' => '1',
			'tailieu' => null,
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		),
		'Catproduct' => array(
			'id' => '40',
			'name' => 'Blogs',
			'parent_id' => null,
			'alias' => 'blogs',
			'images' => '',
			'lft' => '103',
			'rght' => '104',
			'pos' => '5',
			'status' => '1',
			'title_seo' => 'tin tức trắc địa, cập nhật xu hướng đo đạc mới, công nghệ đo đạc, thiết bị đo đạc hiện đại, mẹo kỹ thuật trắc địa, sai số đo đạc, hệ tọa độ VN-2000, GNSS, RTK, GPS trắc địa, phần mềm trắc địa, phần mềm GIS, SurPad, LandStar, Magnet Field, Leica Captivate, Trimble Access',
			'meta_key' => 'tin tức trắc địa, cập nhật xu hướng đo đạc mới, công nghệ đo đạc, thiết bị đo đạc hiện đại, mẹo kỹ thuật trắc địa, sai số đo đạc, hệ tọa độ VN-2000, GNSS, RTK, GPS trắc địa, phần mềm trắc địa, phần mềm GIS, SurPad, LandStar, Magnet Field, Leica Captivate, Trimble Access',
			'meta_des' => 'phần mềm máy đo đạc, phần mềm GIS, phần mềm trút dữ liệu',
			'created' => '2015-12-16',
			'modified' => '2025-10-29',
			'slug' => 'blogs',
			'cate' => '4',
			'link' => 'tin-tuc',
			'name_eng' => '',
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		)
	),
	(int) 9 => array(
		'Post' => array(
			'id' => '792',
			'name' => 'Stakeout bằng RTK GNSS và Toàn đạc điện tử',
			'code' => null,
			'alias' => 'stakeout-bang-rtk-gnss-va-toan-dac-dien-tu',
			'cat_id' => '40',
			'price' => '0',
			'type' => 'new',
			'shortdes' => '<span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">Trong c&ocirc;ng t&aacute;c stakeout (cắm điểm/định vị thi c&ocirc;ng), GNSS RTK v&agrave; To&agrave;n đạc điện tử đều l&agrave; c&ocirc;ng cụ quan trọng &mdash; nhưng mỗi c&aacute;i c&oacute; đặc th&ugrave;, ưu/nhược điểm v&agrave; thời điểm sử dụng kh&aacute;c nhau. Kh&ocirc;ng phải c&aacute;i n&agrave;o &ldquo;tốt hơn&rdquo;, m&agrave; l&agrave; chọn đ&uacute;ng nơi &ndash; đ&uacute;ng l&uacute;c.</span>',
			'content' => '<em><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trong c&ocirc;ng t&aacute;c stakeout (cắm điểm/định vị thi c&ocirc;ng), GNSS RTK v&agrave; To&agrave;n đạc điện tử đều l&agrave; c&ocirc;ng cụ quan trọng &mdash; nhưng mỗi c&aacute;i c&oacute; đặc th&ugrave;, ưu/nhược điểm v&agrave; thời điểm sử dụng kh&aacute;c nhau. Kh&ocirc;ng phải c&aacute;i n&agrave;o &ldquo;tốt hơn&rdquo;, m&agrave; l&agrave; chọn đ&uacute;ng nơi &ndash; đ&uacute;ng l&uacute;c.<br />
<br />
RTK GNSS l&agrave; phương ph&aacute;p định vị vệ tinh động thời gian thực, trong đ&oacute; tọa độ điểm đo được x&aacute;c định th&ocirc;ng qua xử l&yacute; t&iacute;n hiệu GNSS v&agrave; hiệu chỉnh sai số từ trạm Base hoặc mạng CORS. Kết quả đo được thể hiện trong hệ tọa độ kh&ocirc;ng gian to&agrave;n cầu hoặc hệ tọa độ quốc gia, ph&ugrave; hợp cho c&aacute;c b&agrave;i to&aacute;n định vị tổng thể, đo diện rộng v&agrave; thiết lập khung khống chế ban đầu.<br />
<br />
To&agrave;n đạc điện tử l&agrave; thiết bị đo đạc sử dụng nguy&ecirc;n l&yacute; đo g&oacute;c v&agrave; khoảng c&aacute;ch để x&aacute;c định vị tr&iacute; điểm trong hệ tọa độ cục bộ hoặc hệ tọa độ c&ocirc;ng tr&igrave;nh, dựa tr&ecirc;n c&aacute;c điểm khống chế đ&atilde; biết. Phương ph&aacute;p n&agrave;y cho ph&eacute;p kiểm so&aacute;t chặt chẽ h&igrave;nh học kh&ocirc;ng gian, cao độ v&agrave; sai số tương đối, đặc biệt hiệu quả trong c&aacute;c c&ocirc;ng tr&igrave;nh y&ecirc;u cầu độ ch&iacute;nh x&aacute;c cao.<br />
<br />
Ch&iacute;nh sự kh&aacute;c biệt về nguy&ecirc;n l&yacute; đo v&agrave; c&aacute;ch kiểm so&aacute;t sai số khiến RTK GNSS v&agrave; To&agrave;n đạc điện tử kh&ocirc;ng mang t&iacute;nh thay thế, m&agrave; thường được kết hợp trong c&ugrave;ng một workflow để đạt hiệu quả v&agrave; độ tin cậy cao nhất.<br />
&nbsp;</span></span></em><br />
<h2>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">1. Bảng so s&aacute;nh tổng quan RTK GNSS vs To&agrave;n đạc điện tử</span></span></h2>
<br />
<table border="0" cellpadding="0">
	<thead>
		<tr>
			<th>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Ti&ecirc;u ch&iacute;</span></span><br />
				&nbsp;</th>
			<th>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">RTK GNSS</span></span><br />
				&nbsp;</th>
			<th>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">To&agrave;n đạc điện tử</span></span><br />
				&nbsp;</th>
			<th>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Nhận x&eacute;t kỹ thuật</span></span><br />
				&nbsp;</th>
		</tr>
	</thead>
	<tbody>
		<tr>
			<td>
				<strong><span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Bản chất đo</span></span></strong><br />
				&nbsp;</td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Định vị tuyệt đối theo GNSS</span></span><br />
				&nbsp;</td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Định vị tương đối trong mạng khống chế&nbsp; &nbsp; &nbsp; &nbsp; &nbsp;&nbsp;</span></span><br />
				&nbsp;</td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Kh&aacute;c nhau về nguy&ecirc;n l&yacute;</span></span><br />
				&nbsp;</td>
		</tr>
		<tr>
			<td>
				<strong><span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Độ ch&iacute;nh x&aacute;c</span></span></strong><br />
				&nbsp;</td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Mức cm (RTK Fix, m&ocirc;i trường tốt)&nbsp; &nbsp; &nbsp;&nbsp;</span></span><br />
				&nbsp;</td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Mức mm (đo cạnh &amp; g&oacute;c)</span></span><br />
				&nbsp;</td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">To&agrave;n đạc vượt trội cho chi tiết</span></span><br />
				&nbsp;</td>
		</tr>
		<tr>
			<td>
				<strong><span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Tốc độ</span></span></strong><br />
				&nbsp;</td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Rất nhanh, ph&ugrave; hợp diện rộng</span></span><br />
				&nbsp;</td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Chậm hơn do ngắm gương</span></span><br />
				&nbsp;</td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">RTK c&oacute; lợi thế tốc độ</span></span><br />
				&nbsp;</td>
		</tr>
		<tr>
			<td>
				<strong><span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Phạm vi</span></span></strong><br />
				&nbsp;</td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">V&agrave;i km đến h&agrave;ng chục km<br />
				(Base&ndash;Rover / CORS)&nbsp; &nbsp; &nbsp; &nbsp;</span></span><br />
				&nbsp;</td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">~500&ndash;1000 m, cần line-of-sight</span></span><br />
				&nbsp;</td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">RTK ph&ugrave; hợp khu vực lớn</span></span><br />
				&nbsp;</td>
		</tr>
		<tr>
			<td>
				<strong><span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Cao độ &amp; h&igrave;nh học&nbsp; &nbsp; &nbsp;</span></span></strong><br />
				&nbsp;</td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">C&oacute; thể biến động theo vệ tinh</span></span><br />
				&nbsp;</td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Kiểm so&aacute;t cao độ rất tốt</span></span><br />
				&nbsp;</td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">To&agrave;n đạc an to&agrave;n cho cao độ</span></span><br />
				&nbsp;</td>
		</tr>
		<tr>
			<td>
				<strong><span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Nh&acirc;n lực</span></span></strong><br />
				&nbsp;</td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Thường 1 người</span></span><br />
				&nbsp;</td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Thường 2 người (robot c&oacute; thể 1)</span></span><br />
				&nbsp;</td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">RTK tiết kiệm nh&acirc;n lực</span></span><br />
				&nbsp;</td>
		</tr>
		<tr>
			<td>
				<strong><span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">T&iacute;nh cơ động</span></span></strong><br />
				&nbsp;</td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Gọn nhẹ, setup nhanh</span></span><br />
				&nbsp;</td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Cồng kềnh hơn</span></span><br />
				&nbsp;</td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">RTK linh hoạt hơn</span></span><br />
				&nbsp;</td>
		</tr>
		<tr>
			<td>
				<strong><span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Chi ph&iacute;</span></span></strong></td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Đầu tư cao hơn, c&oacute; thể c&oacute; ph&iacute;<br />
				CORS&nbsp; &nbsp;&nbsp;</span></span></td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Ổn định, dễ kiểm so&aacute;t</span></span></td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">T&ugrave;y quy m&ocirc; dự &aacute;n</span></span></td>
		</tr>
	</tbody>
</table>
<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">&nbsp;</span></span><br />
<h2 style="text-align: center;">
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/Blue and White Neon Gradients Virtual Video Background (100)(2).png" style="width: 780px; height: 439px;" /></span></span></h2>
<h2>
	<br />
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">2. So s&aacute;nh ứng dụng thực tế theo từng t&igrave;nh huống c&ocirc;ng việc</span></span></h2>
<br />
<table border="0" cellpadding="0">
	<thead>
		<tr>
			<th>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">T&igrave;nh huống</span></span><br />
				&nbsp;</th>
			<th>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">RTK GNSS</span></span><br />
				&nbsp;</th>
			<th>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">To&agrave;n đạc</span></span><br />
				&nbsp;</th>
			<th>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Nhận định</span></span><br />
				&nbsp;</th>
		</tr>
	</thead>
	<tbody>
		<tr>
			<td>
				<strong><span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Đo diện rộng (ruộng, rừng, KCN)&nbsp; &nbsp;</span></span></strong><br />
				&nbsp;</td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Đo nhanh, kh&ocirc;ng cần line-of-sight&nbsp; &nbsp; &nbsp; &nbsp;</span></span><br />
				&nbsp;</td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Kh&oacute; triển khai diện rộng</span></span><br />
				&nbsp;</td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">RTK GNSS vượt trội</span></span><br />
				&nbsp;</td>
		</tr>
		<tr>
			<td>
				<strong><span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Đo chi tiết c&ocirc;ng tr&igrave;nh</span></span></strong><br />
				&nbsp;</td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Độ ch&iacute;nh x&aacute;c cm, dễ nhiễu</span></span><br />
				&nbsp;</td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Độ ch&iacute;nh x&aacute;c mm, ổn định&nbsp; &nbsp; &nbsp;&nbsp;</span></span><br />
				&nbsp;</td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">To&agrave;n đạc tốt hơn</span></span><br />
				&nbsp;</td>
		</tr>
		<tr>
			<td>
				<strong><span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Khu đ&ocirc; thị nhiều nh&agrave; cao tầng</span></span></strong><br />
				&nbsp;</td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Dễ bị che khuất vệ tinh</span></span><br />
				&nbsp;</td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Kh&ocirc;ng phụ thuộc vệ tinh</span></span><br />
				&nbsp;</td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">To&agrave;n đạc hiệu quả</span></span><br />
				&nbsp;</td>
		</tr>
		<tr>
			<td>
				<strong><span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Địa h&igrave;nh mở</span></span></strong><br />
				&nbsp;</td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">T&iacute;n hiệu tốt, đo rất nhanh</span></span><br />
				&nbsp;</td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Đo được nhưng chậm</span></span><br />
				&nbsp;</td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">RTK thuận tiện</span></span><br />
				&nbsp;</td>
		</tr>
		<tr>
			<td>
				<strong><span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Gi&aacute;m s&aacute;t thi c&ocirc;ng hằng ng&agrave;y</span></span></strong><br />
				&nbsp;</td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">X&aacute;c định mốc tổng thể</span></span><br />
				&nbsp;</td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Kiểm tra trục, cao độ</span></span><br />
				&nbsp;</td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">N&ecirc;n kết hợp</span></span><br />
				&nbsp;</td>
		</tr>
		<tr>
			<td>
				<strong><span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Địa ch&iacute;nh &ndash; bản đồ &ndash; n&ocirc;ng nghiệp&nbsp; &nbsp; &nbsp;&nbsp;</span></span></strong><br />
				&nbsp;</td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Rất ph&ugrave; hợp cho diện rộng</span></span><br />
				&nbsp;</td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Bổ trợ khi cần chi tiết</span></span><br />
				&nbsp;</td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">RTK l&agrave; chủ đạo</span></span><br />
				&nbsp;</td>
		</tr>
		<tr>
			<td>
				<strong><span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Ho&agrave;n c&ocirc;ng &ndash; nghiệm thu</span></span></strong></td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Kiểm tra tổng thể</span></span></td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Ch&iacute;nh x&aacute;c chi tiết</span></span></td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">To&agrave;n đạc an to&agrave;n</span></span></td>
		</tr>
	</tbody>
</table>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">&nbsp;</span></span>
<p style="text-align: center;">
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/Leica_TS16_Carousel_Image_1_800x428.jpg" style="width: 763px; height: 408px;" /></span></span></p>
<h2>
	<br />
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">3. Workflow được &aacute;p dụng phổ biến trong c&ocirc;ng t&aacute;c&nbsp;cắm điểm/định vị thi c&ocirc;ng&nbsp;</span></span><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">thực tế</span><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">&nbsp;</span></h2>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Theo hướng dẫn ứng dụng của Leica Geosystems v&agrave; Trimble, c&aacute;c dự &aacute;n chuy&ecirc;n nghiệp thường &aacute;p dụng quy tr&igrave;nh sau:</span></span>
<h3>
	<br />
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">3.1 RTK GNSS</span></span></h3>
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">X&aacute;c định hệ tọa độ,</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Fix mốc khống chế,</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Lập bản đồ nền, định vị tổng thể.</span></span></li>
</ul>
<h3>
	<br />
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">3.2 To&agrave;n đạc điện tử</span></span></h3>
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Bố tr&iacute; tim trục,</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kiểm so&aacute;t cao độ,</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Stakeout chi tiết,</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Ho&agrave;n c&ocirc;ng &ndash; nghiệm thu.</span></span></li>
</ul>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đ&acirc;y l&agrave; l&yacute; do v&igrave; sao RTK v&agrave; To&agrave;n đạc lu&ocirc;n đi c&ugrave;ng nhau tr&ecirc;n c&ocirc;ng trường, chứ kh&ocirc;ng cạnh tranh trực tiếp.</span></span>
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">RTK GNSS mạnh về tốc độ, phạm vi, t&iacute;nh cơ động.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">To&agrave;n đạc điện tử mạnh về độ ch&iacute;nh x&aacute;c, h&igrave;nh học, cao độ v&agrave; độ tin cậy.</span></span></li>
</ul>
<p style="text-align: center;">
	<img alt="" src="/admin/webroot/upload/image/images/maxresdefault (1)(2).jpg" style="width: 780px; height: 439px;" /></p>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kh&ocirc;ng c&oacute; thiết bị n&agrave;o &ldquo;tốt nhất cho mọi c&ocirc;ng việc&rdquo;.&nbsp;Việc sử dụng đ&uacute;ng thiết bị cho đ&uacute;ng mục đ&iacute;ch gi&uacute;p:</span></span>
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Giảm sai số,</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tiết kiệm thời gian,</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Dễ bảo vệ số liệu khi nghiệm thu.</span></span></li>
</ul>
<br />
<span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">Kết hợp c&ocirc;ng nghệ GNSS hiện đại với độ ch&iacute;nh x&aacute;c truyền thống của m&aacute;y to&agrave;n đạc </span><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">l&agrave; xu hướng chung của c&aacute;c đội đo đạc chuy&ecirc;n nghiệp hiện nay.<br />
<br />
<em>&gt;&gt;&gt; <u>Nguồn tham khảo:</u><br />
Leica Geosystems &ndash; GNSS vs Total Station Applications<br />
Trimble &ndash; Stakeout and Construction Surveying Guidelines<br />
Topcon &ndash; GNSS and Total Station Field Workflows</em><br />
&nbsp;</span></span>',
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			'name' => 'Leica Infinity - Phần mềm văn phòng được kết nối vô tận',
			'code' => null,
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			'shortdes' => '<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">C&ugrave;ng t&igrave;m hiểu phần mềm xử l&yacute; dữ liệu khảo s&aacute;t Leica Infinity - C&ocirc;ng cụ kết nối v&ocirc; hạn!</span></span>',
			'content' => '<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="white-space-collapse: preserve;"><strong>Leica Infinity</strong> l&agrave; phần mềm xử l&yacute; dữ liệu khảo s&aacute;t của h&atilde;ng Leica Geosystems, được thiết kế để quản l&yacute;, xử l&yacute;, ph&acirc;n t&iacute;ch v&agrave; kiểm tra chất lượng của tất cả dữ liệu đo đạc khảo s&aacute;t từ thực địa, bao gồm dữ liệu từ to&agrave;n đạc, thủy chuẩn, GNSS, UAV, Scanner. C&aacute;c dữ liệu được kết hợp trong một dự &aacute;n (BIM, CAD, GIS,..), dễ d&agrave;ng tr&iacute;ch xuất, tạo v&agrave; cập nhật một c&aacute;ch li&ecirc;n tục, gi&uacute;p người d&ugrave;ng gi&aacute;m s&aacute;t tất cả quy tr&igrave;nh c&ocirc;ng việc.</span><br />
<br />
<strong>Quản l&yacute;, xử l&yacute;, ph&acirc;n t&iacute;ch v&agrave; kiểm tra chất lượng dữ liệu khảo s&aacute;t thực địa</strong><br />
<br />
<strong>Leica Infinity</strong> l&agrave; phần mềm văn ph&ograve;ng th&acirc;n thiện với người d&ugrave;ng d&agrave;nh cho c&aacute;c nh&agrave; khảo s&aacute;t v&agrave; chuy&ecirc;n gia đo lường, những người y&ecirc;u cầu giải ph&aacute;p to&agrave;n diện cho nhu cầu dữ liệu kh&ocirc;ng gian địa l&yacute; của họ.&nbsp;Khoản đầu tư v&agrave;o Infinity, đảm bảo quản l&yacute;, xử l&yacute;, ph&acirc;n t&iacute;ch v&agrave; đảm bảo chất lượng dữ liệu khảo s&aacute;t từ c&aacute;c m&aacute;y&nbsp;to&agrave;n đạc&nbsp;,&nbsp;cấp kỹ thuật số&nbsp;,&nbsp;GNSS&nbsp;&nbsp;v&agrave;&nbsp;M&aacute;y bay kh&ocirc;ng người l&aacute;i (UAV)&nbsp;.&nbsp;Với&nbsp;phần mềm&nbsp;văn ph&ograve;ng Infinity v&agrave;&nbsp;Leica Captivate&nbsp;được đồng bộ h&oacute;a ho&agrave;n hảo trong thiết kế v&agrave; vận h&agrave;nh, đảm bảo kết nối liền mạch giữa hiện trường v&agrave; văn ph&ograve;ng.&nbsp;Hỗ trợ c&aacute;c ứng dụng khảo s&aacute;t, lập bản đồ v&agrave; x&acirc;y dựng, Infinity l&agrave; trung t&acirc;m phần mềm văn ph&ograve;ng kh&ocirc;ng gian địa l&yacute; tối ưu.<br />
<br />
<strong><img alt="" src="/admin/webroot/upload/image/images/leica_infinity_point_cloud_800x428.JPG" style="width: 800px; height: 428px;" /><br />
<br />
Một khoản đầu tư cho nhiều ứng dụng</strong><br />
<br />
<strong>Leica Infinity</strong> l&agrave; phần mềm văn ph&ograve;ng kh&ocirc;ng gian địa l&yacute; được lựa chọn cho c&aacute;c ứng dụng v&ocirc; hạn.&nbsp;Từ khảo s&aacute;t đến x&acirc;y dựng, n&oacute; hỗ trợ BIM, CAD, GIS v&agrave; hơn thế nữa để đồng h&agrave;nh với sự ph&aacute;t triển của doanh nghiệp bạn trong c&aacute;c ứng dụng mới.&nbsp;Phần mềm Infinity sẵn s&agrave;ng sử dụng dữ liệu từ c&aacute;c cảm biến truyền thống như m&aacute;y&nbsp;to&agrave;n&nbsp;đạc&nbsp;,&nbsp;GNSS&nbsp;&nbsp;v&agrave;&nbsp;mức kỹ thuật số&nbsp;, đồng thời cũng thoải m&aacute;i với c&aacute;c đ&aacute;m m&acirc;y điểm từ&nbsp;MS60 MultiStation&nbsp;&nbsp;v&agrave;&nbsp;UAV&nbsp;.<br />
<br />
Kh&aacute;m ph&aacute; những sự thật bạn cần xem x&eacute;t khi chọn phần mềm văn ph&ograve;ng khảo s&aacute;t v&agrave; c&aacute;ch Infinity trao quyền cho người khảo s&aacute;t trong mọi bước - c&oacute; thể l&agrave; h&igrave;nh dung, chuẩn bị, thu thập, xử l&yacute;, x&aacute;c nhận, b&aacute;o c&aacute;o v&agrave; / hoặc chia sẻ dữ liệu.<br />
<br />
<img alt="" src="/admin/webroot/upload/image/images/Leica_Infinity_pic_1766x750_new.jpg" style="width: 800px; height: 340px;" /><br />
<br />
<strong>Một luồng dữ liệu duy nhất cho tất cả c&aacute;c cảm biến v&agrave; dịch vụ đo lường</strong><br />
<br />
<strong>Leica Infinity</strong> l&agrave; trung t&acirc;m phần mềm khảo s&aacute;t tối ưu.&nbsp;Được thiết kế để hỗ trợ v&ocirc; số quy tr&igrave;nh l&agrave;m việc, dữ liệu từ BIM, CAD, GIS v&agrave; hơn thế nữa, đi k&egrave;m với dữ liệu đo lường trong một g&oacute;i văn ph&ograve;ng khảo s&aacute;t dễ sử dụng.&nbsp;H&igrave;nh ảnh v&agrave; đ&aacute;m m&acirc;y điểm từ&nbsp;c&aacute;c&nbsp;m&aacute;y&nbsp;&nbsp;to&agrave;n đạc&nbsp;,&nbsp;MultiStations&nbsp;,&nbsp;UAV&nbsp;&nbsp;v&agrave;&nbsp;GNSS&nbsp;được t&iacute;ch hợp liền mạch với c&aacute;c ph&eacute;p đo truyền thống để tạo ra c&aacute;c sản phẩm c&oacute; gi&aacute; trị c&oacute; thể được chia sẻ kỹ thuật số th&ocirc;ng qua đ&aacute;m m&acirc;y hoặc c&aacute;c kế hoạch in tương tự.&nbsp;Với c&aacute;c dịch vụ dữ liệu của Hexagon v&agrave; c&aacute;c b&ecirc;n thứ ba được t&iacute;ch hợp, việc truy cập v&agrave;o dữ liệu diễn ra liền mạch v&agrave; hiệu quả.&nbsp;Với khả năng truy xuất nguồn gốc đầy đủ v&agrave; b&aacute;o c&aacute;o chất lượng, h&atilde;y lu&ocirc;n tự tin v&agrave;o sản phẩm của bạn.<br />
<br />
Kh&aacute;m ph&aacute; c&aacute;c mẹo v&agrave; lợi &iacute;ch về c&aacute;ch phần mềm văn ph&ograve;ng khảo s&aacute;t ng&agrave;nh c&oacute; thể đơn giản h&oacute;a quy tr&igrave;nh l&agrave;m việc của bạn trong suốt bốn trụ cột của c&ocirc;ng việc khảo s&aacute;t.<br />
<br />
<strong><img alt="" src="/admin/webroot/upload/image/images/Leica-infinity-office_software_800x428.JPG" style="width: 748px; height: 400px;" /><br />
<br />
Một phần mềm để kết nối liền mạch</strong><br />
<br />
<strong>Leica Infinity</strong> được thiết kế để kết nối liền mạch với hiện trường v&agrave; t&aacute;i tạo kết quả đo được tại hiện trường bất cứ l&uacute;c n&agrave;o.&nbsp;Tọa độ c&oacute; thể được t&iacute;nh to&aacute;n lại một c&aacute;ch đơn giản v&agrave; tự động nếu chiều cao của cột hoặc dụng cụ bị thay đổi, tr&aacute;nh việc xử l&yacute; thủ c&ocirc;ng tốn thời gian.&nbsp;Với kết nối đ&aacute;m m&acirc;y giữa hiện trường v&agrave; văn ph&ograve;ng, những người khảo s&aacute;t tại hiện trường lu&ocirc;n c&oacute; dữ liệu mới nhất v&agrave; qu&aacute; tr&igrave;nh xử l&yacute; tại văn ph&ograve;ng c&oacute; thể bắt đầu ngay lập tức, ngay cả trước khi nh&oacute;m thực địa rời địa điểm l&agrave;m việc.<br />
<br />
<strong>&gt;&gt;&gt; Kh&aacute;m ph&aacute; phần mềm văn ph&ograve;ng Leica Infinity <a href="https://leica-geosystems.com/industries/pure-surveying/surveying-solutions/leica-infinity-the-infinitely-connected-office-software">TẠI Đ&Acirc;Y</a>.<br />
<br />
<img alt="" src="/admin/webroot/upload/image/images/leica_infinity_landing_page_header_2480x750px_0224.jpg" style="width: 800px; height: 242px;" /></strong></span></span>',
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			'shortdes' => '<span style="font-size:14px;"><span style="font-family: tahoma, geneva, sans-serif;"><span style="white-space: pre-wrap;">B</span>ạn đ&atilde; quen với kh&aacute;i niệm GPS&nbsp;(Global Positioning System), một hệ thống qu&acirc;n sự thuộc Kh&ocirc;ng Qu&acirc;n được x&acirc;y dựng trong thời kỳ Chiến tranh Lạnh nhưng hiện đ&atilde; được sử dụng v&igrave; mục đ&iacute;ch thương mại từ giữa những năm 2000 cho đến nay. H</span>i<span style="font-family:tahoma,geneva,sans-serif;">ện nay&nbsp;<span style="white-space: pre-wrap;">thế giới đang chuyển từ một hệ thống GPS duy nhất sang 7 hệ thống kh&aacute;c nhau. C</span>&ugrave;ng t&igrave;m hiểu nh&eacute;!</span></span>',
			'content' => '<h2>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>I. Hệ thống định vị to&agrave;n cầu GPS</strong></span></span></h2>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">GPS được viết tắt của cụm từ&nbsp;Global Positioning System&nbsp;&ndash; dịch sang tiếng việt&nbsp;l&agrave; hệ thống định vị to&agrave;n cầu. Hệ thống n&agrave;y bao gồm &iacute;t nhất 24 vệ tinh bay xung quanh tr&aacute;i đất, c&aacute;c trạm thu t&iacute;n hiệu tr&ecirc;n mặt đất, v&agrave; c&aacute;c thuật to&aacute;n để xử l&yacute; th&ocirc;ng tin, qua đ&oacute; x&aacute;c định vị tr&iacute;, thời gian, vận tốc của c&aacute;c m&aacute;y thu t&iacute;n hiệu GPS.<br />
Hệ thống GPS được ph&aacute;t triển v&agrave; thuộc quyền sở hữu của Hoa Kỳ, cũng l&agrave; hệ thống vệ tinh đầy đủ, hoạt động hiệu của nhất trong hệ thống vệ tinh định vị to&agrave;n cầu (<a href="https://tracdiathanhdat.vn/">GNSS</a>)<br />
Ng&agrave;y nay, c&aacute;c t&iacute;n hiệu từ hệ thống GPS được sử dụng một phần cho mục địch qu&acirc;n sự, được khai th&aacute;c bởi Hoa Kỳ v&agrave; c&aacute;c nước đồng m&igrave;nh, phần c&ograve;n lại cho ph&eacute;p người d&acirc;n tr&ecirc;n to&agrave;n thế giới sử dụng miễn ph&iacute;.<br />
<br />
</span></span>
<h3>
	<span style="font-size:14px;"><strong>1. Lịch sử ra đời của GPS</strong></span></h3>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Từ h&agrave;ng ng&agrave;n năm trước, con người đ&atilde; cố gắng t&igrave;m nhiều c&aacute;ch kh&aacute;c nhau để x&aacute;c định phương hướng như sử dụng mặt trời, mặt trăng v&agrave; c&aacute;c v&igrave; sao.&nbsp;<br />
Đến thế kỷ 20, hải qu&acirc;n Hoa Kỳ đ&atilde; c&oacute; những những th&iacute; nghiệm định vị vệ tinh v&agrave;o năm 1960 để theo d&otilde;i c&aacute;c t&agrave;u ngầm mang t&ecirc;n lửa hạt nh&acirc;n. Kết quả cho thấy, chỉ với s&aacute;u vệ tinh quay quanh c&aacute;c cực, qu&acirc;n đội c&oacute; thể x&aacute;c định ch&iacute;nh x&aacute;c vị tr&iacute; của t&agrave;u ngầm trong v&ograve;ng v&agrave;i ph&uacute;t.<br />
Từ kết quả đ&oacute;, năm 1970, bộ quốc ph&ograve;ng Hoa Kỳ đ&atilde; quyết định ph&aacute;t triển một hệ vệ tinh để đảm bảo lu&ocirc;n c&oacute; c&aacute;c t&iacute;n hiệu mạnh, ổn định. Nhờ v&agrave;o nguồn tiền đổ v&agrave;o li&ecirc;n tục, c&ugrave;ng c&aacute;c kỹ sư ng&agrave;y đ&ecirc;m l&agrave;m việc, vệ tinh đầu ti&ecirc;n đ&atilde; được ph&oacute;ng l&ecirc;n kh&ocirc;ng gian năm 1978, v&agrave; to&agrave;n bộ hệ vệ tinh đ&atilde; được ho&agrave;n thiện v&agrave;o năm 1993 với 24 vệ tinh.<br />
<br />
<img alt="" src="/admin/webroot/upload/image/images/04-dich-vu-cung-cap-boi-mang-luoi-dinh-vi-ve-tinh-quoc-gia.jpg" style="width: 800px; height: 450px;" /><br />
<br />
</span></span>
<h3>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>2. Một số th&ocirc;ng tin về GPS</strong></span></span></h3>
<br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hệ thống định vị to&agrave;n cầu GPS được ho&agrave;n thiện với đầy đủ chức năng v&agrave;o năm 1994</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trung b&igrave;nh, bộ quốc ph&ograve;ng Hoa Kỳ phải chi 2 tỷ USD mỗi ng&agrave;y để vận h&agrave;nh hệ thống GPS, nhưng lại cho người d&acirc;n to&agrave;n cầu sử dụng miễn ph&iacute;</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Một vệ tinh di chuyển trong kh&ocirc;ng gian với vận tốc 14000km/giờ</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Với một bộ thu t&iacute;n hiệu GPS, bạn c&oacute; thể x&aacute;c định vị tr&iacute; của m&igrave;nh tại bất cứ đ&acirc;u tr&ecirc;n tr&aacute;i đất</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hệ thống GPS hoạt động to&agrave;n thời gian 24h/ng&agrave;y trong mọi điều kiện</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">T&iacute;n hiệu từ vệ tinh c&oacute; thể xuy&ecirc;n cqua nhựa, k&iacute;nh nhưng kh&ocirc;ng xuy&ecirc;n qua được gỗ, đ&aacute; v&agrave; b&ecirc; t&ocirc;ng</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Độ ch&iacute;nh x&aacute;c định vị th&ocirc;ng thường l&agrave; khoảng 5 m&eacute;t, nhưng nếu bạn d&ugrave;ng c&aacute;c bộ thu chuy&ecirc;n dụng như m&aacute;y đo RTK th&igrave; độ ch&iacute;nh x&aacute;c sẽ l&ecirc;n tới milimet</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Với GPS, người ta đo được ch&acirc;u &Uacute;c đang di chuyển với vận tốc 7.3cm/năm theo dướng Đ&ocirc;ng Bắc !</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">C&aacute;c quốc gia kh&aacute;c cũng đang cố gắng x&acirc;y dựng v&agrave; ph&aacute;t triển c&aacute;c hệ vệ tinh cho ri&ecirc;ng m&igrave;nh</span></span></li>
</ul>
<h2>
	<br />
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>II. Hệ thống định vị&nbsp;</strong></span></span><strong style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">to&agrave;n cầu&nbsp;</strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Glonass</strong></span></span></h2>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Glonass l&agrave; hệ thống định vị to&agrave;n cầu&nbsp;<span style="color: rgb(51, 51, 51);">được ph&aacute;t triển bởi Nga (Li&ecirc;n X&ocirc; c</span>ũ)<span style="color: rgb(51, 51, 51);">&nbsp;</span>dựa tr&ecirc;n c&aacute;c vệ tinh trong kh&ocirc;ng gian bay xung quanh tr&aacute;i đất, hệ thống n&agrave;y cung cấp c&aacute;c dịch vụ định vị, dẫn đường, x&aacute;c định thời gian một c&aacute;ch tin cậy, miễn ph&iacute; v&agrave; d&agrave;nh cho tất cả mọi người tr&ecirc;n thế giới.&nbsp;<br />
<br />
</span></span>
<h3>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>1. Một số phi&ecirc;n bản của Glonass</strong></span></span></h3>
<br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">GLONASS - được ph&oacute;ng v&agrave;o năm 1982, nhằm mục đ&iacute;ch hoạt động để định vị thời tiết, đo vận tốc v&agrave; thời gian ở bất kỳ đ&acirc;u tr&ecirc;n thế giới hoặc kh&ocirc;ng gian gần Tr&aacute;i đất của qu&acirc;n đội v&agrave; c&aacute;c tổ chức ch&iacute;nh thức.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">GLONASS-M - ra mắt năm 2003 th&ecirc;m m&atilde; d&acirc;n sự thứ hai, đ&acirc;y l&agrave; dấu mốc quan trọng để c&aacute;c nh&agrave; khảo s&aacute;t ph&aacute;t triển đầu thu tin hiệu vệ tinh phục vụ đo vẽ bản đồ.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">GLONASS-k - bắt đầu trở lại năm 2011 c&oacute; th&ecirc;m 3 loại nữa l&agrave; k1, k2 v&agrave; k. Th&ecirc;m tần số d&acirc;n dụng thứ ba.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">GLONASS-K2 - ra mắt sau năm 2015&nbsp;</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">GLONASS-KM - sẽ ra mắt sau năm 2025 (hiện đang trong giai đoạn nghi&ecirc;n cứu)</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/glonass-erf-com_637013101299011000.jpg" style="width: 800px; height: 443px;" /><br />
<br />
</span></span>
<h3>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>2. Một số th&ocirc;ng tin xung quanh Glonass</strong></span></span></h3>
<br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Từ năm 2011 đến năm 2020, ch&iacute;nh phủ Nga đ&atilde; đầu tư tổng cộng 15 tỷ đ&ocirc; v&agrave; hệ thống định vị Glonass của m&igrave;nh</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">C&oacute; 24 vệ tinh thuộc hệ thống Glonass đang hoạt động v&agrave; bay xung quanh tr&aacute;i đất</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Chiều cao quỹ đạo của Glonass l&agrave; 21150km</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Độ nghi&ecirc;ng so với mặt phẳng quỹ đạo l&agrave; 64.8 độ</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Chu kỳ quỹ đạo của một vệ tinh l&agrave; 11 giờ v&agrave; 16 ph&uacute;t</span></span></li>
</ul>
<h2>
	<br />
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>III.&nbsp; Hệ thống định vị to&agrave;n cầu&nbsp; Galileo</strong></span></span></h2>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Galileo l&agrave; hệ thống định vị vệ tinh to&agrave;n cầu được ph&aacute;t triển bởi li&ecirc;n minh ch&acirc;u &Acirc;u, được điều h&agrave;nh, thiết kế v&agrave; ph&aacute;t triển bởi Cơ quan&nbsp;<a href="https://tracdiathanhdat.vn/">GNSS</a>&nbsp;Ch&acirc;u &Acirc;u (GSA) v&agrave; Cơ quan vũ trụ ch&acirc;u &Acirc;u (ESA). Đ&acirc;y l&agrave; hệ thống định vị đầu ti&ecirc;n tr&ecirc;n thế giới được sử dụng cho c&aacute;c mục đ&iacute;ch d&acirc;n dụng với độ ch&iacute;nh x&aacute;c.</span></span>
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hệ thống định vị vệ tinh to&agrave;n cầu được đặt theo t&ecirc;n của nh&agrave; khoa học Galileo người &Yacute;, &ocirc;ng l&agrave; cha đẻ của việc quan s&aacute;t thi&ecirc;n văn học hiện đại, cha đẻ của ng&agrave;nh vật l&yacute; hiện đại, cũng l&agrave; người khai sinh ra khoa học hiện đại.</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/Galileo.jpg" style="width: 800px; height: 394px;" /><br />
<br />
</span></span>
<h3>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>1. Dịch vụ của Galileo</strong></span></span></h3>
<br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Dịch vụ mở (Open Service &ndash; OS): Miễn ph&iacute; cho tất cả mọi người</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Dịch vụ x&aacute;c thực tin nhắn điều hướng mở (OS-NMA): Miễn ph&iacute; cho tất cả mọi người</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Dịch vụ độ ch&iacute;nh x&aacute;c cao (HAS): Miến ph&iacute; cho tất cả mọi người</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Dịch vụ x&aacute;c thực t&iacute;n hiệu (SAS): Dịch vụ trả ph&iacute; d&agrave;nh cho doanh nghiệp</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Dịch vụ t&igrave;m kiếm cứu hộ cứu nạn (Sar) &ndash; một phần của Cospas-Sarsat</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Dịch vụ điều tiết c&ocirc;ng cộng (PRS) &ndash; Chỉ cung cấp cho người được c&aacute;c cơ quan ch&iacute;nh phủ ủy quyền</span></span></li>
</ul>
<h3>
	<br />
	<strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">2. Điểm mạnh của hệ thống Galileo</span></span></strong></h3>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tuy được sử dụng v&agrave;o mục đ&iacute;ch d&acirc;n sự, nhưng hệ thống Galileo c&oacute; hiệu suất ngang ngửa với những hệ thống định vị được ph&aacute;t triển chủ yếu phục vụ cho qu&acirc;n sự với 3 điểm nhấn được c&aacute;c chuy&ecirc;n gia c&ocirc;ng nhận:</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Ch&iacute;nh x&aacute;c cao: C&oacute; t&iacute;nh năng định vị thời gian thực, độ ch&iacute;nh x&aacute;c cho người d&ugrave;ng l&ecirc;n tới 1m, v&agrave; đạt tới h&agrave;ng centimet nếu sử dụng <a href="https://tracdiathanhdat.vn/may-dinh-vi-ve-tinh-gps-2-tan-so-rtk">RTK</a>&nbsp;chuy&ecirc;n dụng</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tin cậy: Với rất nhiều cải tiến, t&iacute;n hiệu từ vệ tinh Galileo rất ổn định, tin cậy d&ugrave; người d&ugrave;ng ở những địa h&igrave;nh kh&oacute; khăn hiểm trở.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">T&iacute;nh khả dụng: Hệ thống Galileo c&oacute; thể tương th&iacute;ch với c&aacute;c hệ thống kh&aacute;ch như GPS, Glonass, gi&uacute;p cho độ ch&iacute;nh x&aacute;c khi định vị được cải thiện đ&aacute;ng kể.</span></span></li>
</ul>
<h2>
	<br />
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>IV. Hệ thống định vị vệ tinh to&agrave;n cầu Beidou&nbsp;(hay c&ograve;n gọi l&agrave; Bắc Đẩu)</strong></span></span></h2>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hệ vệ tinh Beidou&nbsp;-&nbsp; t&ecirc;n tiếng anh l&agrave; BeiDou Navigation Satellite System, viết tắt l&agrave;&nbsp;BDS, l&agrave; hệ thống định vị vệ tinh do Trung Quốc đầu tư, x&acirc;y dựng v&agrave; ph&aacute;t triển.&nbsp;<br />
Hệ thống&nbsp;Beidou thế hệ đầu ti&ecirc;n, mang t&ecirc;n gọi ch&iacute;nh thức l&agrave;&nbsp;BeiDou Satellite Navigation Experimental System&nbsp;hoặc&nbsp;Beidou 1, gồm 3 vệ tinh hoạt động từ năm 2000, chỉ c&oacute; thể phủ s&oacute;ng trong l&atilde;nh thổ Trung Quốc, v&agrave; phục vụ chủ yếu cho Trung Quốc v&agrave; khu vực, quốc gia l&acirc;n cận. Beidou-1 ngừng hoạt động năm 2012.<br />
Hệ thống Beidou thế hệ 2&nbsp;mang t&ecirc;n ch&iacute;nh thức l&agrave; BeiDou Navigation Satellite System (BDS)&nbsp;hay c&ograve;n gọi l&agrave;&nbsp;COMPASS hoặc&nbsp;BeiDou-2&nbsp;gồm 10 vệ tinh bay tr&ecirc;n quỹ đạo, đi v&agrave;o hoạt động năm 2011 v&agrave; cung cấp dịch vụ cho khu vực Ch&acirc;u &Aacute; Th&aacute;i B&igrave;nh Dương.<br />
Hệ thống Beidou thế hệ thứ 3 (BDS-3) được ph&oacute;ng l&ecirc;n v&agrave;o năm 2015, v&agrave; ho&agrave;n thiện tổng số 35 vệ tinh bay xung quanh quỹ đạo tr&aacute;i đất v&agrave;o năm 2020, ch&iacute;nh thức cung cấp dịnh vị định vị, dẫn đường to&agrave;n cầu, l&agrave; đối trọng của c&aacute;c hệ vệ tinh kh&aacute;c trong hệ thống GNSS: GPS, Galileo, Glonass.&nbsp;Theo thời b&aacute;o China Daily, t&iacute;nh đến năm 2015, c&oacute; &iacute;t nhất 35 tỷ đ&ocirc; đ&atilde; được đầu tư v&agrave;o hệ thống định vị vệ tinh Bắc Đẩu (Beidou).<br />
<br />
</span></span>
<h3>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>1. Nguy&ecirc;n tắc hoạt động của hệ vệ tinh Beidou</strong></span></span></h3>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hệ thống BeiDou &aacute;p dụng 4 nguy&ecirc;n tắc cơ bản l&agrave; cởi mở, độc lập, tương th&iacute;ch v&agrave; tăng dần.</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Nguy&ecirc;n tắc cởi mở: Hệ thống BeiDou sẽ cung cấp dịch vụ mở chất lượng cao miễn ph&iacute; cho người d&ugrave;ng tr&ecirc;n to&agrave;n thế giới v&agrave; giao tiếp với c&aacute;c quốc gia kh&aacute;c để tạo điều kiện ph&aacute;t triển c&ocirc;ng nghệ v&agrave; c&ocirc;ng nghiệp GNSS.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Nguy&ecirc;n tắc độc lập: C&oacute; nghĩa l&agrave; Trung Quốc sẽ ph&aacute;t triển v&agrave; vận h&agrave;nh hệ thống BeiDou một c&aacute;ch độc lập, cung cấp dịch vụ một c&aacute;ch độc lập cho người d&ugrave;ng tr&ecirc;n to&agrave;n thế giới v&agrave; đặc biệt cung cấp c&aacute;c dịch vụ chất lượng cao ở khu vực Ch&acirc;u &Aacute; - Th&aacute;i B&igrave;nh Dương.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Nguy&ecirc;n tắc tương th&iacute;ch: Hệ thống BeiDou sẽ theo đuổi c&aacute;c giải ph&aacute;p để hiện thực khả năng tương th&iacute;ch, tương t&aacute;c với c&aacute;c hệ thống định vị vệ tinh kh&aacute;c để người d&ugrave;ng c&oacute; thể nhận được dịch vụ tốt hơn.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Nguy&ecirc;n tắc tăng dần: Dựa tr&ecirc;n nguy&ecirc;n tắc tăng dần, hệ thống BeiDou sẽ đi theo m&ocirc; h&igrave;nh từng bước ph&ugrave; hợp với sự ph&aacute;t triển kinh tế v&agrave; kỹ thuật ở Trung Quốc, cung cấp c&aacute;c dịch vụ li&ecirc;n tục l&acirc;u d&agrave;i cho người d&ugrave;ng, cải thiện hiệu suất hệ thống v&agrave; đảm bảo qu&aacute; tr&igrave;nh chuyển đổi liền mạch v&agrave; su&ocirc;n sẻ giữa hệ thống c&aacute;c giai đoạn x&acirc;y dựng.</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/he-thong-ve-tinh-beidou-min.jpg" style="width: 800px; height: 453px;" /><br />
<br />
</span></span>
<h3>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>2. C&aacute;c th&agrave;nh phần của hệ thống định vị to&agrave;n cầu Beidou</strong></span></span></h3>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Giống như c&aacute;c&nbsp;hệ thống định vị to&agrave;n cầu GNSS&nbsp;kh&aacute;c, hệ thống định vị vệ tinh Beidou cũng c&oacute; 3 th&agrave;nh phần ch&iacute;nh:</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Th&agrave;nh phần kh&ocirc;ng gian&nbsp;gồm 35 vệ tinh, trong đ&oacute; c&oacute; 5 vệ tinh địa tĩnh v&agrave; 30 vệ tinh động</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Th&agrave;nh phần mặt&nbsp;đất gồm c&aacute;c trạm điều h&agrave;nh tr&ecirc;n mặt đất được đặt tại Trung Quốc v&agrave; c&aacute;c trạm gi&aacute;m s&aacute;t được đặt rải r&aacute;c to&agrave;n cầu.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Th&agrave;nh phần người d&ugrave;ng&nbsp;gồm tất cả c&aacute;c c&aacute; nh&acirc;n, tập thể, doanh nghiệp được trang bị bộ thu t&iacute;n hiệu vệ tinh. V&iacute; dụ&nbsp;như điện thoại th&ocirc;ng minh hoặc thiết bị chuy&ecirc;n dụng đo vẽ bản đồ như&nbsp;m&aacute;y GPS RTK.</span></span></li>
</ul>
<div style="box-sizing: border-box;">
	&nbsp;</div>
<h2>
	<strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">V. Hệ thống&nbsp;định vị&nbsp;</span></span><strong style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">to&agrave;n cầu&nbsp;</strong></strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>IRNSS&nbsp;</strong></span></span><br />
	&nbsp;</h2>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">IRNSS viết tắt của&nbsp;Indian Regional Navigation Satellite System,&nbsp;l&agrave; hệ thống định vị khu vực của Ấn Độ, được ph&aacute;t triển bởi Tổ Chức Nghi&ecirc;n Cứu Kh&ocirc;ng Gian Ấn Độ. Hệ thống n&aacute;y c&oacute; t&aacute;c dụng định vị, chỉ đường v&agrave; một số ứng dụng chỉ giới hạn tại Ấn Độ v&agrave; c&aacute;c khu vực l&acirc;n cận nằm trong b&aacute;n k&iacute;nh 1500km t&iacute;nh từ bi&ecirc;n giới Ấn Độ.</span></span>
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hệ thống dự kiến sẽ cung cấp khả năng quan s&aacute;t vị tr&iacute;, vận tốc v&agrave; thời gian theo thời gian thực ch&iacute;nh x&aacute;c cho người d&ugrave;ng tr&ecirc;n nhiều nền tảng kh&aacute;c nhau với khả năng cung cấp dịch vụ 24 giờ x 7 ng&agrave;y trong mọi điều kiện thời tiết.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hệ thống n&agrave;y kh&ocirc;ng phải l&agrave; hệ thống định vị phủ s&oacute;ng tr&ecirc;n to&agrave;n cầu như hệ thống GPS của Mỹ, Beidou của Trung Quốc, Glonass của Nga hay Galileo của li&ecirc;n minh Ch&acirc;u &Acirc;u.</span></span></li>
</ul>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/fig-11.jpg" style="width: 800px; height: 452px;" /><br />
<br />
<strong>Hiệu suất của IRNSS</strong><br />
<br />
Hệ thống IRNSS hiện cung cấp hai loại dịch vụ:&nbsp;</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">SPS -&nbsp; Standard Position System: Dịch vụ Định vị Ti&ecirc;u chuẩn</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">RS - (Dịch vụ bị hạn chế / được ủy quyền)</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Cả hai dịch vụ n&agrave;y sẽ được cung cấp ở hai tần số, một ở băng tần L5 v&agrave; một ở băng tần S (S-band). Hệ thống n&agrave;y cung cấp độ ch&iacute;nh x&aacute;c vị tr&iacute; tuyệt đối cao hơn 10 m&eacute;t trong phạm vi bi&ecirc;n giới Ấn Độ v&agrave; tốt hơn 20 m&eacute;t (66 ft) ở Ấn Độ Dương cũng như một khu vực k&eacute;o d&agrave;i khoảng 1.500 km (930 mi) xung quanh Ấn Độ.&nbsp;Tuy nhi&ecirc;n, so s&aacute;nh với c&aacute;c hệ thống định vị vệ tinh to&agrave;n cầu kh&aacute;c, t&iacute;n hiệu của IRNSS được cho l&agrave; ổn định hơn do c&oacute; tần số k&eacute;p S v&agrave; L.</span></span><br />
<br />
<h2>
	<span style="font-family:tahoma,geneva,sans-serif;"><span style="font-size:14px;"><strong>VI. Hệ thống định vị to&agrave;n cầu QZSS</strong></span></span></h2>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">QZSS viết tắt của&nbsp;Quasi-Zenith Satellite System&nbsp;-&nbsp;l&agrave; một hệ thống định vị vệ tinh được ph&aacute;t triển bởi Nhật Bản. Mục ti&ecirc;u của QZSS l&agrave; cung cấp c&aacute;c dịch vụ định vị ch&iacute;nh x&aacute;c v&agrave; ổn định cao trong khu vực Ch&acirc;u &Aacute; - Ch&acirc;u Đại Dương, tương th&iacute;ch với GPS v&agrave; c&aacute;c&nbsp;<a href="https://tracdiathanhdat.vn/may-dinh-vi-ve-tinh-gps-2-tan-so-rtk">hệ vệ tinh GNSS to&agrave;n cầu</a>&nbsp;kh&aacute;c. Dịch vụ của QZSS được cung cấp v&agrave;o năm 2018.<br />
<br />
</span></span>
<h3>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>1. Sự h&igrave;nh th&agrave;nh v&agrave; ph&aacute;t triển của QZSS</strong></span></span></h3>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">QZSS được ch&iacute;nh phủ Nhật Bản cho ph&eacute;p v&agrave;o năm 2002. L&uacute;c đầu, hệ thống được ph&aacute;t triển bởi nh&oacute;m Advanced Space Business Corporation (ASBC), bao gồm Mitsubishi Electric Corp., Hitachi Ltd., v&agrave; GNSS Technologies Inc.&nbsp;<br />
Năm 2007, khi ASBC sụp đổ, c&ocirc;ng tr&igrave;nh được tiếp quản bởi JAXA c&ugrave;ng với Trung t&acirc;m Nghi&ecirc;n cứu v&agrave; Ứng dụng Định vị Vệ tinh (SPAC), được th&agrave;nh lập v&agrave;o th&aacute;ng 2 năm 2007 v&agrave; được sự chấp thuận của c&aacute;c Bộ trưởng li&ecirc;n quan đến nghi&ecirc;n cứu v&agrave; ph&aacute;t triển QZSS.<br />
Năm 2010, hoạt động đầu ti&ecirc;n được diễn ra với việc ph&oacute;ng c&aacute;c vệ tinh của hệ thống QZSS l&ecirc;n quỹ đạo. Tất cả chức năng của vệ tinh c&ugrave;ng trạm điều khiển mặt đất đ&atilde; đi v&agrave;o hoạt động v&agrave; mang lại hiệu quả.&nbsp;C&aacute;c thử nghiệm đ&atilde; chỉ ra rằng, một thiết bị thu t&iacute;n hiệu vệ tinh của QZSS lẫn GPS c&oacute; độ ch&iacute;nh x&aacute;c cao hơn 10% so với một thiết bị kh&aacute;c chỉ thu t&iacute;n hiệu GPS.<br />
<br />
Năm 2011, Ch&iacute;nh phủ Nhật Bản đ&atilde; quyết định đẩy nhanh việc triển khai QZSS để hệ thống c&oacute; 7 vệ tinh trong tương lai.&nbsp;<br />
<br />
<img alt="" src="/admin/webroot/upload/image/images/348834197_227781756630652_8609257992783074386_n.jpg" style="width: 800px; height: 450px;" /><br />
<br />
</span></span>
<h3>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>2.&nbsp;</strong></span></span><strong style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">Đặc điểm nổi bật của hệ thống vệ tinh QZSS</strong></h3>
<ul>
	<li>
		<span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">Hệ thống QZSS bao gồm 4 vệ tinh, phủ rộng tr&ecirc;n khu vực Ch&acirc;u &Aacute; &ndash; Th&aacute;i B&igrave;nh Dương.</span></li>
	<li>
		<span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">QZSS c&oacute; thể ph&aacute;t t&iacute;n hiệu bổ trợ, gi&uacute;p n&acirc;ng cao độ ch&iacute;nh x&aacute;c cho kết quả định vị.</span></li>
	<li>
		<span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">V&agrave;o bất cứ thời điểm n&agrave;o cũng sẽ c&oacute; &iacute;t nhất một vệ tinh thuộc hệ thống vệ tinh QZSS bay tr&ecirc;n bầu trời Nhật Bản.</span></li>
	<li>
		<span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">Hệ thống vệ tinh QZSS c&oacute; thể t&iacute;ch hợp với c&aacute;c hệ thống GNSS kh&aacute;c, gi&uacute;p cải thiện độ ch&iacute;nh x&aacute;c v&agrave; tin cậy của định vị.</span></li>
</ul>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>VII. Hệ thống&nbsp;định vị to&agrave;n cầu do Anh triển khai </strong><em>( cập nhật sau)</em></span></span><br />
<br />
<img alt="" src="/admin/webroot/upload/image/images/correctionservices-infrastructure-web-teaser.png" style="width: 800px; height: 381px;" /><br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> &nbsp;</span></span><br />
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			'id' => '658',
			'name' => 'Qui định kỹ thuật  thu nhận và xử lý ảnh số từ máy bay không người lái (UAV)',
			'code' => null,
			'alias' => 'qui-dinh-ky-thuat-thu-nhan-va-xu-ly-anh-so-tu-may-bay-khong-nguoi-lai-uav',
			'cat_id' => '40',
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			'shortdes' => '<span style="font-size:14px;">Việc sử dụng m&aacute;y&nbsp;bay kh&ocirc;ng người l&aacute;i để th&agrave;nh lập bản đồ phải tu&acirc;n theo th&ocirc;ng tư số 07/2021/TT-BTNMT được k&yacute; ng&agrave;y 30/6/2021.</span>',
			'content' => '<h2>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>I. Qui định về m&aacute;y bay kh&ocirc;ng người l&aacute;i&nbsp; (UAV) v&agrave; hệ thống thiết bị&nbsp;</strong></span></span></h2>
<br />
<h3>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">1. Quy định về UAV</span></span></h3>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">- Việc sử dụng UAV phải tu&acirc;n thủ c&aacute;c quy định tại Nghị định số 36/2008/ND-CP ng&agrave;y 28/3/2008 v&agrave; Nghị định số 79/2011/ND-CP ng&agrave;y 5/9/2011 về sửa đổi bổ sung nghị định 36. Ngo&agrave;i ra c&ograve;n tu&acirc;n thủ theo nghị định số 58/2010/ND-CP ng&agrave;y 1/6/2010 quy định chi tiết v&agrave; hướng dẫn thi h&agrave;nh một số điều của luật D&acirc;n qu&acirc;n tự vệ.<br />
- Thiết bị UAV phải thỏa m&atilde;n c&aacute;c ti&ecirc;u chuẩn được quy định tại Th&ocirc;ng tư số 35/2017/TT-BQP ng&agrave;y 12 th&aacute;ng 2 năm 2017 của Bộ trưởng Bộ quốc ph&ograve;ng.</span></span>
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">C&oacute; khả năng bay ở chế độ tự động v&agrave; b&aacute;n tự động</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">C&oacute; trọng lượng cất c&aacute;nh kh&ocirc;ng vượt qu&aacute; 25,0 kg</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">C&oacute; khả năng chịu gi&oacute; tối thiểu 8m/s</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">- Thiết bị v&ocirc; tuyến điện đi k&egrave;m UAV phải được đăng k&yacute; tần số theo quy định tại th&ocirc;ng tư số 05/2015/TT-BTTTT ng&agrave;y 23 th&aacute;ng 3 năm 2015 của Bộ Th&ocirc;ng tin v&agrave; truyền th&ocirc;ng.<br />
<br />
</span></span>
<h3>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">2. Quy định về m&aacute;y ảnh số v&agrave; thiết bị GNSS gắn tr&ecirc;n UAV</span></span></h3>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">- M&aacute;y ảnh số gắn tr&ecirc;n UAV phải c&oacute; ti&ecirc;u cự cố định trong qu&aacute; tr&igrave;nh bay chụp, c&oacute; chế độ tự chụp li&ecirc;n tục, chụp được ảnh m&agrave;u tự nhi&ecirc;n RGB với độ ph&acirc;n giải h&igrave;nh ảnh kh&ocirc;ng nhỏ hơn 20 Megapixel.<br />
- Thiết bị điều khiển mặt đất c&oacute; m&agrave;n h&igrave;nh hiển thị v&agrave; phải c&agrave;i đặt được c&aacute;c chức năng cơ bản. Phần mềm xử l&yacute; phải c&oacute; khả năng xử l&yacute; dữ liệu đầu v&agrave;o bao gồm dừ liệu thu nhận từ UAV v&agrave; dữ liệu trạm cố định, tạo lập c&aacute;c sản phẩm gồm đ&aacute;m m&acirc;y điểm, DSM, DEM, b&igrave;nh đồ ảnh&hellip;<br />
<br />
</span></span>
<h2>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>II. Qui&nbsp;định kỹ thuật về sản phẩm</strong></span></span></h2>
<br />
<h3>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">1. Quy định về ảnh gốc v&agrave; độ cao bay chụp</span></span></h3>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">- Ảnh gốc phải c&oacute; độ tương phản đồng đều, độ s&aacute;ng, độ n&eacute;t, m&agrave;u sắc đảm bảo cho qu&aacute; tr&igrave;nh xử l&yacute;, độ nh&ograve;e kh&ocirc;ng vượt qu&aacute; 0,25 GSD.</span></span><br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">- Độ phủ ngang của ảnh gốc phải đảm bảo từ 60% đến 80%, độ phủ dọc kh&ocirc;ng nhỏ hơn 70%.</span></span><br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">- Độ ph&acirc;n giải mặt đất tu&acirc;n theo bảng sau:</span></span><br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/Bảng 1.png" style="width: 822px; height: 246px;" /><br />
<br />
</span></span>
<h3>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">2. Độ cao bay của UAV </span></span></h3>
Đ<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">ược t&iacute;nh theo c&ocirc;ng thức <strong>H=f*GSD/S</strong><br />
Trong đ&oacute;: f l&agrave; chiều d&agrave;i ti&ecirc;u cự ống k&iacute;nh m&aacute;y, S l&agrave; k&iacute;ch thước Pixel, GSD l&agrave; độ ph&acirc;n giải mặt đất.<br />
<br />
</span></span>
<h3>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">3. Quy định về sản phẩm v&agrave; độ ch&iacute;nh x&aacute;c dữ liệu</span></span></h3>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">- Sản phẩm sau khi xử l&yacute; dữ liệu gồm đ&aacute;m m&acirc;y điểm, DSM, DEM, v&agrave; b&igrave;nh đồ ảnh<br />
- Dữ liệu đ&aacute;m m&acirc;y điểm được lưu trữ ở định dạng LAS, dữ liệu DSM, DEM được lưu trữ ở dạng raster( GEOTIFF-32bit) v&agrave; định dạng ASC II, c&oacute; k&iacute;ch thước dạng lưới &ocirc; vu&ocirc;ng với k&iacute;ch thước quy định tại bảng sau:<br />
<img alt="" src="/admin/webroot/upload/image/images/Bảng 2.png" style="width: 822px; height: 196px;" /><br />
<br />
- Phạm vi dữ liệu phải được cắt chờm bi&ecirc;n 1cm theo tỷ lệ bản đồ, kh&ocirc;ng được c&oacute; điểm trống trong khu vực bay.<br />
- Sai số trung phương độ cao của m&ocirc; h&igrave;nh DEM kh&ocirc;ng vượt qu&aacute; giới hạn tại bảng sau:<br />
<img alt="" src="/admin/webroot/upload/image/images/Bnảg 3.png" style="width: 816px; height: 164px;" /><br />
<br />
- Sản phẩm b&igrave;nh đồ ảnh c&oacute; định dạng GeoTiff- 24 bit, c&oacute; m&agrave;u sắc tự nhi&ecirc;n, h&agrave;i h&ograve;a, kh&ocirc;ng qu&aacute; s&aacute;ng tối, kh&ocirc;ng bị l&oacute;a, kh&ocirc;ng c&oacute; m&acirc;y che. Độ ph&acirc;n giải b&igrave;nh đồ ảnh được quy định theo bảng dưới:<br />
<img alt="" src="/admin/webroot/upload/image/images/Bảng 4.png" style="width: 821px; height: 190px;" /><br />
<br />
- Sai số b&igrave;nh đồ ảnh kh&ocirc;ng vượt qu&aacute; 0,4mm so với điểm khống chế đo vẽ gần nhất theo tỷ lệ bản đồ cần th&agrave;nh lập.<br />
<br />
</span></span>
<h2>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>III. Qui&nbsp;định về thu nhận v&agrave; xử l&yacute; dữ liệu</strong></span></span></h2>
<p style="box-sizing: border-box; font-family: &quot;Helvetica Neue&quot;, Helvetica, Arial, sans-serif; font-weight: 500; line-height: 1.5; color: rgb(51, 51, 51); margin-top: 20px; margin-bottom: 10px; font-size: 16px; text-align: justify;">
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Quy tr&igrave;nh về thu nhận v&agrave; xử l&yacute; dữ liệu gồm c&aacute;c bước sau:</span></span></p>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/Bảng 5.png" style="width: 794px; height: 570px;" /></span></span><br />
<br />
&nbsp;
<h2 id="2-dia-chi-mua-thiet-bi-may-bay-khong-nguoi-lai-uav-uy-tin" style="margin: 0px; padding: 0px; font-family: arial; line-height: 19px; color: rgb(51, 51, 51); text-rendering: optimizelegibility; font-size: 31.5px; text-align: justify;">
	<span style="margin: 0px; padding: 0px; font-size: 14px;"><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;">IV. Địa chỉ mua thiết bị m&aacute;y bay kh&ocirc;ng người l&aacute;i (UAV) uy t&iacute;n</span></span></h2>
<br style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); font-family: arial; font-size: 13px; text-align: justify;" />
<span style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); font-family: arial; text-align: justify; font-size: 14px;"><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;">C&Ocirc;NG TY CP C&Ocirc;NG NGHỆ V&Agrave; TM TH&Agrave;NH ĐẠT chuy&ecirc;n nhập khẩu v&agrave; cung cấp c&aacute;c loại m&aacute;y bay kh&ocirc;ng người l&aacute;i (UAV) phục vụ c&ocirc;ng t&aacute;c khảo s&aacute;t, đo vẽ bản đồ uy t&iacute;n l&acirc;u năm tr&ecirc;n to&agrave;n quốc. C&aacute;c loại UAV m&agrave; ch&uacute;ng t&ocirc;i ph&acirc;n phối bao gồm:</span></span><br style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); font-family: arial; font-size: 13px; text-align: justify;" />
<br style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); font-family: arial; font-size: 13px; text-align: justify;" />
<ul style="margin: 0px; padding: 0px 0px 0px 15px; color: rgb(51, 51, 51); font-family: arial; font-size: 13px; text-align: justify;">
	<li style="margin: 0px; padding: 0px; line-height: 20px;">
		<span style="margin: 0px; padding: 0px; font-size: 14px;"><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;">Phantom 4 RTK,</span></span></li>
	<li style="margin: 0px; padding: 0px; line-height: 20px;">
		<span style="margin: 0px; padding: 0px; font-size: 14px;"><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;">Matrice 300 RTK</span></span></li>
	<li style="margin: 0px; padding: 0px; line-height: 20px;">
		<span style="margin: 0px; padding: 0px; font-size: 14px;"><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;">Mavic 2 Enterprise</span></span></li>
	<li style="margin: 0px; padding: 0px; line-height: 20px;">
		<span style="margin: 0px; padding: 0px; font-size: 14px;"><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;">Mavic 3</span></span></li>
	<li style="margin: 0px; padding: 0px; line-height: 20px;">
		<span style="margin: 0px; padding: 0px; font-size: 14px;"><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;">Matrice 600 Pro</span></span></li>
	<li style="margin: 0px; padding: 0px; line-height: 20px;">
		<span style="margin: 0px; padding: 0px; font-size: 14px;"><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;">Lidar L1, Pin cho Phantom 4, Pin M300 TB60</span></span></li>
	<li style="margin: 0px; padding: 0px; line-height: 20px;">
		<span style="margin: 0px; padding: 0px; font-size: 14px;"><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;">D-RTK2</span></span></li>
</ul>
<br style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); font-family: arial; font-size: 13px; text-align: justify;" />
<span style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); font-family: arial; text-align: justify; font-size: 14px;"><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;"><u style="margin: 0px; padding: 0px;"><strong style="margin: 0px; padding: 0px;">Li&ecirc;n hệ:&nbsp;</strong></u><br style="margin: 0px; padding: 0px;" />
<br style="margin: 0px; padding: 0px;" />
Số 50 L&aacute;ng Hạ, Đống Đa, H&agrave; Nội<br style="margin: 0px; padding: 0px;" />
Số 5/161 Nguyễn Tu&acirc;n. Thanh Xu&acirc;n, H&agrave; Nội<br style="margin: 0px; padding: 0px;" />
Tel: 024.37764930<br style="margin: 0px; padding: 0px;" />
Hotline: 0913051734 (call/imesage/zalo)<br style="margin: 0px; padding: 0px;" />
Website:&nbsp;<a href="http://www.tracdiathanhdat.vn/?fbclid=IwAR3altI5BIG46Mm2_6oxBl-TQxXGfXGEm4M1GUGsoDeNELr3WrYUlO7g2jk" style="margin: 0px; padding: 0px; color: rgb(74, 75, 75); text-decoration-line: none; transition: color 0.2s linear 0s; font-size: 13px;" target="_blank">www.tracdiathanhdat.vn</a><br style="margin: 0px; padding: 0px;" />
Email: tracdiathanhdat@gmail.com</span></span><br style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); font-family: arial; font-size: 13px; text-align: justify;" />
<span style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); font-family: arial; font-size: 13px; text-align: justify;">&nbsp;</span><br style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); font-family: arial; font-size: 13px; text-align: justify;" />
<span style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); font-family: arial; text-align: justify; font-size: 14px;"><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;"><strong style="margin: 0px; padding: 0px;">@ Lu&ocirc;n&nbsp;đồng h&agrave;nh c&ugrave;ng bạn!</strong></span></span>',
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			'name' => 'Vì sao bạn nên sở hữu một chiếc máy đo khoảng cách laser? ',
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			'shortdes' => '<span style="font-family:tahoma,geneva,sans-serif;"><span style="font-size:14px;"><span style="color: rgb(5, 5, 5); white-space: pre-wrap;">M&aacute;y đo khoảng c&aacute;ch laser mang tới nhiều tiện &iacute;ch thi&ecirc;́t thực, phục vụ cho nhiều c&ocirc;ng t&aacute;c đo đạc kh&aacute;c nhau. M&aacute;y hoạt động mạnh mẽ với nhiều t&iacute;nh năng chuy&ecirc;n s&acirc;u sẽ gi&uacute;p c&ocirc;ng việc đo đạc trở l&ecirc;n đơn giản, tiện lợi v&agrave; nhanh ch&oacute;ng hơn.</span></span></span>',
			'content' => '<h2>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">1. M&aacute;y đo khoảng c&aacute;ch laser (hay c&ograve;n gọi l&agrave; thước laser) l&agrave; g&igrave;?</span></span></h2>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">M&aacute;y đo khoảng c&aacute;ch laser l&agrave;&nbsp;thiết bị được sử dụng để x&aacute;c định ch&iacute;nh x&aacute;c khoảng c&aacute;ch giữa hai điểm một c&aacute;ch ch&iacute;nh x&aacute;c bằng tia laser. Khi sử dụng thiết bị n&agrave;y, người đo kh&ocirc;ng cần phải tiếp x&uacute;c trực tiếp đến c&aacute;c điểm, hoặc sử dụng đến c&aacute;c phương tiện truyền th&ocirc;ng như thước d&acirc;y, thước th&eacute;p.<br />
<br />
<img alt="" src="/admin/webroot/upload/image/images/201203071451_0(2).jpg" style="width: 680px; height: 346px;" /></span></span>
<h2>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>2. Khoảng c&aacute;ch đo v&agrave; độ ch&iacute;nh x&aacute;c của thước laser</strong></span></span></h2>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Thước laser c&oacute; thể đo được khoảng c&aacute;ch xa l&ecirc;n tới 400- 500m với độ ch&iacute;nh x&aacute;c +-2mm. Tuy nhi&ecirc;n, tại Việt Nam, c&aacute;c kỹ sư thường sử dụng c&aacute;c loại thước laser đo ở khoảng c&aacute;ch 40 - 100m để đo đạc trong một kh&ocirc;ng gian vừa đủ. Ở những khu vực đo rộng lớn hơn, để phục vụ cho c&ocirc;ng t&aacute;c đo đạc, khảo s&aacute;t người ta sẽ sử dụng c&aacute;c loại m&aacute;y như: kinh vĩ, m&aacute;y to&agrave;n đạc, m&aacute;y GPS 2 tần, ...<br />
<img alt="" src="/admin/webroot/upload/image/images/May_do_laser_Leica__DISTO_D110(2).jpg" style="width: 680px; height: 398px;" /></span></span><br />
<h2>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>3. L&yacute; do bạn n&ecirc;n sở hữu một chiếc thước laser</strong></span></span></h2>
<br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Nhỏ gọn, nhẹ nh&agrave;ng:</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Với k&iacute;ch thước nhỏ hơn một chiếc điện thoại di động, thước laser c&oacute; thể dễ d&agrave;ng được mang theo tr&ecirc;n mọi địa h&igrave;nh.<br />
</span></span>
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tiện dụng:</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Khoảng c&aacute;ch giữa c&aacute;c vật được x&aacute;c định nhanh ch&oacute;ng chỉ trong v&agrave;i thao t&aacute;c. Trong khi nếu sử dụng m&aacute;y to&agrave;n đạc, m&aacute;y GPS 2 tần số, người d&ugrave;ng phải mất thời gian thiết lập.<br />
</span></span>
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Nhiều ứng dụng:</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Thước laser c&oacute; thể chia khoảng, t&iacute;nh diện t&iacute;ch, thể t&iacute;ch, đo gi&aacute;n tiếp,... Nhiều thước laser c&ograve;n được hỗ trợ bởi ứng dụng Android.<br />
</span></span>
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Gi&aacute; th&agrave;nh rẻ:</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Bạn c&oacute; thể sở hữu một chiếc thước laser với chỉ với một ng&acirc;n s&aacute;ch hợp l&yacute; từ v&agrave;i trăm đến khoảng hơn 1 triệu đồng (tuỳ từng model v&agrave; h&atilde;ng sản xuất).<br />
<br />
<img alt="" src="/admin/webroot/upload/image/images/Banner 14_9(2).png" style="width: 680px; height: 544px;" /><br />
&nbsp; </span></span><br />
<h2>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">4.&nbsp;<span style="color: rgb(51, 51, 51); text-align: justify;">Địa chỉ mua m</span>&aacute;y đo khoảng c&aacute;ch laser&nbsp;<span style="color: rgb(51, 51, 51); text-align: justify;">uy t&iacute;n</span></span></span></h2>
<br style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); font-family: arial; font-size: 13px; text-align: justify;" />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); text-align: justify;"><span style="margin: 0px; padding: 0px;">C&Ocirc;NG TY CP C&Ocirc;NG NGHỆ V&Agrave; TM TH&Agrave;NH ĐẠT chuy&ecirc;n nhập khẩu v&agrave; ph&acirc;n phối c&aacute;c loại m&aacute;y đo khoảng c&aacute;ch laser của c&aacute;c h&atilde;ng Bosch, Leica, Sincon, Laisai, Total Meter, SNDWAY,..&nbsp;phục vụ c&ocirc;ng t&aacute;c&nbsp;thi c&ocirc;ng nội, ngoại thất.</span></span><br />
<br />
<span style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); text-align: justify;"><span style="margin: 0px; padding: 0px;">Với hơn 20 năm kinh nghiệm c&ugrave;ng</span></span><span style="color: rgb(51, 51, 51); text-align: justify;">&nbsp;</span><span style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); text-align: justify;"><span style="margin: 0px; padding: 0px;">đội ngũ nh&acirc;n vi&ecirc;n, kỹ thuật vi&ecirc;n năng động, c&oacute; tr&igrave;nh độ cao&nbsp;</span></span><span style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); text-align: justify;">ch&uacute;ng t&ocirc;i&nbsp;tự h&agrave;o v&agrave; tin tưởng Qu&yacute; kh&aacute;ch h&agrave;ng sẽ h&agrave;i l&ograve;ng khi sử dụng c&aacute;c sản phẩm v&agrave; dịch vụ do ch&uacute;ng t&ocirc;i cung cấp.</span></span></span><br style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); font-family: arial; font-size: 13px; text-align: justify;" />
<div style="margin: 0px; padding: 0px; line-height: 20px;">
	&nbsp;</div>
<br style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); font-family: arial; font-size: 13px; text-align: justify;" />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); text-align: justify;"><span style="margin: 0px; padding: 0px;"><u style="margin: 0px; padding: 0px;"><strong style="margin: 0px; padding: 0px;">Li&ecirc;n hệ:&nbsp;</strong></u><br style="margin: 0px; padding: 0px;" />
<br style="margin: 0px; padding: 0px;" />
Số 50 L&aacute;ng Hạ, Đống Đa, H&agrave; Nội<br style="margin: 0px; padding: 0px;" />
Số 5/161 Nguyễn Tu&acirc;n. Thanh Xu&acirc;n, H&agrave; Nội<br style="margin: 0px; padding: 0px;" />
Tel: 024.37764930<br style="margin: 0px; padding: 0px;" />
Hotline: 0913051734 (call/imesage/zalo)<br style="margin: 0px; padding: 0px;" />
Website:&nbsp;<a href="http://www.tracdiathanhdat.vn/?fbclid=IwAR3altI5BIG46Mm2_6oxBl-TQxXGfXGEm4M1GUGsoDeNELr3WrYUlO7g2jk" style="margin: 0px; padding: 0px; color: rgb(74, 75, 75); text-decoration-line: none; transition: color 0.2s linear 0s; font-size: 13px;" target="_blank">www.tracdiathanhdat.vn</a><br style="margin: 0px; padding: 0px;" />
Email: tracdiathanhdat@gmail.com</span></span><br style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); font-family: arial; font-size: 13px; text-align: justify;" />
<span style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); text-align: justify;">&nbsp;</span><br style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); font-family: arial; font-size: 13px; text-align: justify;" />
<span style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); text-align: justify;"><span style="margin: 0px; padding: 0px;"><strong style="margin: 0px; padding: 0px;">@ Lu&ocirc;n&nbsp;đồng h&agrave;nh c&ugrave;ng bạn!</strong></span></span></span></span><br />
<br />
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			'content' => '<span style="font-size: 14px; font-family: tahoma, geneva, sans-serif;"><span style="color: rgb(85, 85, 85); text-align: justify; line-height: 16.8667px;"><em>Hiện nay</em> c</span><span style="color: rgb(85, 85, 85); text-align: justify; font-style: italic; line-height: 16.8667px;">&ocirc;ng nghệ chụp ảnh từ c&aacute;c thiết bị bay kh&ocirc;ng người l&aacute;i (Unmanned Aerial Vehicles -&nbsp;UAV) l&agrave; c&ocirc;ng nghệ được nghi&ecirc;n cứu v&agrave; sử dụng ở nhiều nước tr&ecirc;n thế giới như:&nbsp;Nga, Mỹ, Thụy sĩ,&hellip;&nbsp;Việc ứng dụng c&ocirc;ng nghệ bay chụp ảnh từ c&aacute;c thiết bị bay kh&ocirc;ng người l&aacute;i trong c&ocirc;ng t&aacute;c khảo s&aacute;t địa h&igrave;nh đang rất được quan t&acirc;m v&agrave; &aacute;p dụng. C&ocirc;ng nghệ n&agrave;y c&oacute; rất nhiều ưu điểm so với c&aacute;c phương ph&aacute;p khảo s&aacute;t truyền thống như:gi&aacute; th&agrave;nh thấp, nhanh ch&oacute;ng, tiện dụng, độ ch&iacute;nh x&aacute;c cao (do độ ph&acirc;n giải của m&aacute;y chụp ảnh cao v&agrave; UAV bay ở độ cao thấp), đo được c&aacute;c khu vực c&oacute; địa h&igrave;nh phức tạp hiểm trở, kh&oacute; khắn, r&uacute;t ngắn thời gian cho c&ocirc;ng t&aacute;c khảo s&aacute;t th&agrave;nh lập bản đồ địa h&igrave;nh so với c&aacute;c thiết bị kh&aacute;c&hellip;</span><br />
<br />
<strong>A. L</strong></span><strong><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">ợi &iacute;ch c</span><span style="font-family:tahoma,geneva,sans-serif;"><span style="font-size:14px;">ủa</span></span>&nbsp;<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">ứng dụng UAV trong khảo s&aacute;t địa h&igrave;nh n&oacute;i ri&ecirc;ng v&agrave; trong việc th&agrave;nh lập bản đồ</span></span></strong><br />
<br />
<ul>
	<li>
		<span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">Tiết kiệm chi ph&iacute;. Theo phương ph&aacute;p khảo s&aacute;t địa h&igrave;nh truyền thống, nếu khu vực qu&aacute; rộng lớn hoặc c&oacute; thể chia cắt nhiều th&igrave; việc khảo s&aacute;t đo đạc rất kh&oacute; khăn. Ng&acirc;n s&aacute;ch cho việc đo đạc khảo s&aacute;t gia tăng rất nhiều. Với Drone RTK, c&aacute;c trường hợp kh&oacute; khăn đ&oacute; sẽ được giải quyết v&agrave; chi ph&iacute; sẽ rẻ hơn nhiều.</span></li>
	<li>
		<span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">Tiến độ khảo s&aacute;t nhanh tr&ecirc;n phạm vi lớn. Với c&ocirc;ng nghệ Drone RTK hiện nay, việc khảo s&aacute;t địa h&igrave;nh tr&ecirc;n một phạm vị lớn. Chỉ cần 1-2 ng&agrave;y l&agrave;m ho&agrave;n th&agrave;nh c&ocirc;ng việc ở hiện trường. Trong khi đo đạc địa h&igrave;nh 1/1000 ở khu vực rộng lớn th&igrave; nhiều khi l&ecirc;n đến hơn 30 ng&agrave;y. V&iacute; dụ khu vực khảo s&aacute;t 300ha, đo đạc địa h&igrave;nh 1/1000 2 tổ đội c&oacute; thể mất 20-30 ng&agrave;y l&agrave;m việc.</span></li>
	<li>
		<span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">Lưu giữ cả h&igrave;nh ảnh để xem x&eacute;t đối chiếu khi cần thiết. H&igrave;nh ảnh trực quan tại thời điểm bay chụp, n&oacute; l&agrave; nguồn t&agrave;i liệu lịch sử qu&yacute; gi&aacute; để kiểm tra đối chiếu khi kiểm tra dự &aacute;n.</span></li>
	<li>
		<span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">Độ ch&iacute;nh x&aacute;c tương đương với c&ocirc;ng nghệ đo đạc truyền thống nếu sử dụng Drone RTK. Tuy nhi&ecirc;n, việc n&agrave;y đ&ograve;i hỏi tư vấn khảo s&aacute;t địa h&igrave;nh phải c&oacute; nhiều kinh nghiệm.</span></li>
	<li>
		<span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">Rất tiết kiệm nếu dự &aacute;n mới chỉ ở bước khảo s&aacute;t sơ bộ. Chưa ch&iacute;nh thức triển khai, chỉ ở mức đ&aacute;nh gi&aacute; tiền khả thi.</span></li>
	<li>
		<span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">Khảo s&aacute;t ở những địa h&igrave;nh đồi n&uacute;i hiểm trở cho c&aacute;c c&ocirc;ng tr&igrave;nh dạng tuyến: đường giao th&ocirc;ng, đường d&acirc;y truyền tải điện&hellip;.</span></li>
</ul>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hiện nay, th</span>iết bị được sử dụng phổ&nbsp;<span style="font-family:tahoma,geneva,sans-serif;">biến nhất vẫn l&agrave; Phantom 4 RTK của h&atilde;ng DJI.&nbsp;<br />
<br />
<strong>B. Hạn chế của phương ph&aacute;p đo đạc bằng Drone RTK trong khảo s&aacute;t địa h&igrave;nh</strong><br />
<br />
Việc xin ph&eacute;p bay chụp ảnh để th&agrave;nh lập bản đồ địa h&igrave;nh hiện nay phức tạp trong c&aacute;c thủ tục xin ph&eacute;p bay chụp (thời gian xin ph&eacute;p l&ecirc;n tới 5-7 ng&agrave;y).<br />
<br />
Đối với những v&ugrave;ng địa h&igrave;nh chưa quen thuộc, rất dễ bị rơi mất m&aacute;y bay nếu t&iacute;nh to&aacute;n ước t&iacute;nh độ cao bay chụp sai lầm.<br />
<br />
Thời lượng pin của m&aacute;y bay hiện tại c&ograve;n hạn chế.&nbsp;Thời gian bay chụp của một ca m&aacute;y chỉ khoảng 20-30 ph&uacute;t. Việc thiết kế tuyến bay chụp đ&ograve;i hỏi người khảo s&aacute;t c&oacute; nhiều kinh nghiệm để tối ưu h&oacute;a việc bay chụp cho dự &aacute;n.</span></span><br />
<br />
<img alt="" src="/admin/webroot/upload/image/images/UAV banner.png" style="font-family: tahoma, geneva, sans-serif; font-size: 14px; width: 680px; height: 570px;" /><br />
<span class="emoji-sizer emoji-outer " style="display: inline-block; overflow: hidden; letter-spacing: 50px; color: transparent; text-shadow: none; width: 22px; height: 22px; font-family: &quot;Segoe UI&quot;, SegoeuiPc, &quot;San Francisco&quot;, &quot;Helvetica Neue&quot;, Helvetica, &quot;Lucida Grande&quot;, Roboto, Ubuntu, Tahoma, &quot;Microsoft Sans Serif&quot;, Arial, sans-serif; font-size: 15px; background: url(&quot;assets/emoji.1e7786c93c8a0c1773f165e2de2fd129.png?v=20180604&quot;) 6% 15% / 5100%; -webkit-user-drag: element; margin: 0px 0px -3px;">✅</span><span class="text" style="user-select: text; white-space: pre-wrap; color: rgb(0, 26, 51); font-family: &quot;Segoe UI&quot;, SegoeuiPc, &quot;San Francisco&quot;, &quot;Helvetica Neue&quot;, Helvetica, &quot;Lucida Grande&quot;, Roboto, Ubuntu, Tahoma, &quot;Microsoft Sans Serif&quot;, Arial, sans-serif; font-size: 15px;"> </span>',
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			'title_seo' => 'GNSS RTK',
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			'meta_des' => 'Máy RTK, máy định vị vệ tinh RTK, máy GPS RTK, máy định vị vệ tinh GNSS RTK, máy RTK giá rẻ, máy RTK tốt nhất',
			'created' => '2021-09-28',
			'modified' => '2026-02-01',
			'status' => '1',
			'view' => '662887',
			'slug' => 'khao-sat-dia-hinh-bang-flycam-uav-rtk',
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			'name' => 'Blogs',
			'parent_id' => null,
			'alias' => 'blogs',
			'images' => '',
			'lft' => '103',
			'rght' => '104',
			'pos' => '5',
			'status' => '1',
			'title_seo' => 'tin tức trắc địa, cập nhật xu hướng đo đạc mới, công nghệ đo đạc, thiết bị đo đạc hiện đại, mẹo kỹ thuật trắc địa, sai số đo đạc, hệ tọa độ VN-2000, GNSS, RTK, GPS trắc địa, phần mềm trắc địa, phần mềm GIS, SurPad, LandStar, Magnet Field, Leica Captivate, Trimble Access',
			'meta_key' => 'tin tức trắc địa, cập nhật xu hướng đo đạc mới, công nghệ đo đạc, thiết bị đo đạc hiện đại, mẹo kỹ thuật trắc địa, sai số đo đạc, hệ tọa độ VN-2000, GNSS, RTK, GPS trắc địa, phần mềm trắc địa, phần mềm GIS, SurPad, LandStar, Magnet Field, Leica Captivate, Trimble Access',
			'meta_des' => 'phần mềm máy đo đạc, phần mềm GIS, phần mềm trút dữ liệu',
			'created' => '2015-12-16',
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			'slug' => 'blogs',
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			'hot' => '0',
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	(int) 5 => array(
		'Post' => array(
			'id' => '652',
			'name' => 'AUTO HEIGHT - Tính năng hỗ trợ đỉnh cao của máy toàn đạc Leica thế hệ mới',
			'code' => null,
			'alias' => 'auto-height-tinh-nang-ho-tro-dinh-cao-cua-may-toan-dac-leica-the-he-moi',
			'cat_id' => '40',
			'price' => '0',
			'type' => 'new',
			'shortdes' => '<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trong c&aacute;c m&aacute;y to&agrave;n đạc điện tử hiện nay, Leica FlexLine TS07 v&agrave; Leica FlexLine TS10 được Leica t&iacute;ch hợp th&ecirc;m&nbsp;t&iacute;nh năng tự đo chiều cao m&aacute;y &ndash; AutoHeight&nbsp;nhằm gi&uacute;p c&aacute;c kỹ sư l&agrave;m việc nhanh ch&oacute;ng v&agrave; ch&iacute;nh x&aacute;c hơn.</span></span>',
			'content' => '<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trong tất cả c&aacute;c chương tr&igrave;nh đo ứng dụng, khảo s&aacute;t với&nbsp;m&aacute;y to&agrave;n đạc điện tử, chiều cao m&aacute;y l&agrave; một trong những th&ocirc;ng tin kh&ocirc;ng thể thiếu để phần mềm m&aacute;y c&oacute; thể t&iacute;nh to&aacute;n v&agrave; cho ra kết quả của c&aacute;c b&agrave;i to&aacute;n kh&aacute;c nhau.<br />
<br />
Tuy nhi&ecirc;n, việc đo cao m&aacute;y bằng thước th&eacute;p truyền thống mang lại nhiều bất tiện như:</span></span></span><br />
<ul>
	<li>
		<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Qu&ecirc;n mang thước th&eacute;p khi ra thực địa</span></span></span></li>
	<li>
		<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Sai số lớn do qu&aacute; tr&igrave;nh đo bằng tay</span></span></span></li>
	<li>
		<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Nhập cao m&aacute;y bằng tay đ&ocirc;i khi nhầm lẫn</span></span></span></li>
	<li>
		<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Mất nhiều thời gian</span></span></span></li>
</ul>
<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trải qua hơn 200 năm ph&aacute;t triển trong lĩnh vực đo đạc trắc địa,&nbsp;Leica Geosystems&nbsp;thấu hiểu những kh&oacute; khăn m&agrave; người sử dụng gặp phải. Năm 2020,&nbsp;h&atilde;ng đ&atilde; cho ra đời t&iacute;nh năng AutoHeight ( Tự đo chiều cao m&aacute;y chỉ với một n&uacute;t bấm hay chấm b&uacute;t&nbsp; đơn giản). T&iacute;nh năng n&agrave;y mang lại sự kh&aacute;c biệt so với phần c&ograve;n lại &ndash; Giải quyết triệt để c&aacute;c vấn đề li&ecirc;n quan đến việc đo chiều cao trạm m&aacute;y bằng phương ph&aacute;p truyền thống.&nbsp;</span></span></span><br />
<br />
<h2>
	<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>1. Tổng quan về chức năng Auto Height</strong></span></span></span></h2>
<br />
<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Như đ&atilde; biết, khi thiết lập v&agrave; định hướng trạm m&aacute;y, c&aacute;c kỹ sư phải bật tia laser dọi t&acirc;m để c&acirc;n bằng m&aacute;y một c&aacute;ch ch&iacute;nh x&aacute;c.<br />
Tuy nhi&ecirc;n, nh&agrave; sản xuất Leica lại cải tiến lu&ocirc;n tia laser dọi t&acirc;m n&agrave;y bằng một tia laser c&oacute; chức năng&nbsp;đo EDM, vừa l&agrave; một tia đỏ c&ocirc;ng suất lớn c&oacute; thể nh&igrave;n thấy, vừa c&oacute; thể đo khoảng c&aacute;ch bằng cơ chế đo EDM.<br />
Modul đo cao m&aacute;y tự động c&oacute; chỉ ti&ecirc;u kỹ thuật cao, đ&aacute;p ứng được c&aacute;c chỉ ti&ecirc;u trong qu&aacute; tr&igrave;nh đo đạc:</span></span></span><br />
<ul>
	<li>
		<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Độ ch&iacute;nh x&aacute;c 1mm&nbsp;</span></span></span></li>
	<li>
		<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Phạm vi đo từ 0,7 đến đến 2,7m</span></span></span></li>
	<li>
		<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tốc độ đo ti&ecirc;u dưới 3s</span></span></span></li>
</ul>
<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/do-cao-may-bang-thuoc-thep.jpg" style="width: 680px; height: 484px;" /></span></span><br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">&nbsp;</span></span></span><br />
<h2>
	<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>2. Ưu điểm của t&iacute;nh năng Auto Height</strong></span></span></span></h2>
<br />
<li>
	<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kh&ocirc;ng mất thời gian trong như khi đo thước bằng tay.</span></span></span></li>
<li>
	<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Chiều cao m&aacute;y ch&iacute;nh x&aacute;c v&agrave; đ&aacute;ng tin cậy.</span></span></span></li>
<li>
	<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kh&ocirc;ng nhầm lẫn trong việc đọc v&agrave; nhập chiều cao m&aacute;y bằng tay.</span></span></span></li>
<li>
	<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kh&ocirc;ng cần c&oacute; th&ecirc;m dụng cụ để vận h&agrave;nh.</span></span></span></li>
<br />
<h2>
	<span style="color:#000000;"><strong><span style="font-size: 14px;"><span style="font-family: tahoma, geneva, sans-serif;">3. Một số lưu &yacute; khi thao t&aacute;c t&iacute;nh năng&nbsp; AutoHeight</span></span></strong></span></h2>
<p>
	<br />
	<span style="color:#000000;"><span style="font-size: 14px;"><span style="font-family: tahoma, geneva, sans-serif;">- Qu&aacute; tr&igrave;nh bấm đo, c&oacute; thể c&oacute; ph&aacute;t sinh v&agrave; phần mềm th&ocirc;ng minh sẽ xuất hiện cảnh b&aacute;o.&nbsp; C&aacute;c cảnh b&aacute;o n&agrave;y gi&uacute;p ta biết cường độ phản xạ t&iacute;n hiệu đo qu&aacute; mạnh hoặc cần phải giảm cường độ ph&aacute;t t&iacute;n hiệu.<br />
	- Ch&acirc;n m&aacute;y để bị nghi&ecirc;ng hoặc sau khi c&acirc;n m&aacute;y, tia đo bị vướng ốc giữ m&aacute;y, m&agrave;n h&igrave;nh nhắc cho ta quay th&acirc;n m&aacute;y 180 độ để tho&aacute;t ra khắc phục v&agrave; đo tiếp.<br />
	- Khi thực hiện c&ocirc;ng t&aacute;c đo tr&ecirc;n địa h&igrave;nh như: ruộng nước hay b&ugrave;n nh&atilde;o, n&oacute; hấp thụ tia ph&aacute;t n&ecirc;n kh&ocirc;ng đo được. Ta c&oacute; thể khắc phục bằng c&aacute;ch đặt vật cứng v&agrave;o điểm dọi.</span></span></span></p>
<ul>
</ul>
<br />
<span style="color:#000000;"><iframe allow="accelerometer; autoplay; clipboard-write; encrypted-media; gyroscope; picture-in-picture" allowfullscreen="" frameborder="0" height="480" src="https://www.youtube.com/embed/H0T3O_ikSi8" title="YouTube video player" width="680"></iframe></span>
<p>
	&nbsp;</p>
<h2>
	<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">4.</span></span>&nbsp;<strong style="color: rgb(51, 51, 51); font-family: arial; font-size: 31.5px; text-align: justify; margin: 0px; padding: 0px;"><span style="margin: 0px; padding: 0px; font-size: 14px;"><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;">Địa chỉ mua m&aacute;y to&agrave;n đạc điện tử uy t&iacute;n</span></span></strong></span></h2>
<p style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); font-family: arial; font-size: 13px; text-align: justify;">
	<br style="margin: 0px; padding: 0px;" />
	<span style="color:#000000;"><span style="margin: 0px; padding: 0px; font-size: 14px;"><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;">C&Ocirc;NG TY CP C&Ocirc;NG NGHỆ V&Agrave; TM TH&Agrave;NH ĐẠT chuy&ecirc;n nhập khẩu, cung cấp v&agrave; chuyển giao c&ocirc;ng nghệ c&aacute;c loại m&aacute;y to&agrave;n đạc điện tử của c&aacute;c h&atilde;ng LEICA, NIKON, TOPCON, TRIMPLE, GEOMAX, SOKKIA, PENTAX phục vụ c&ocirc;ng t&aacute;c khảo s&aacute;t, thiết kế, x&acirc;y dựng v&agrave; đo vẽ bản đồ uy t&iacute;n l&acirc;u năm tr&ecirc;n to&agrave;n quốc.&nbsp;</span></span></span></p>
<div style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); font-family: arial; font-size: 13px; text-align: justify; line-height: 20px;">
	<br style="margin: 0px; padding: 0px;" />
	<span style="color:#000000;"><span style="margin: 0px; padding: 0px; font-size: 14px;"><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;">Với hơn 20 năm kinh nghiệm c&ugrave;ng</span></span><span style="margin: 0px; padding: 0px;">&nbsp;</span><span style="margin: 0px; padding: 0px; font-size: 14px;"><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;">đội ngũ nh&acirc;n vi&ecirc;n, kỹ thuật vi&ecirc;n năng động, c&oacute; tr&igrave;nh độ cao&nbsp;</span></span><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif; font-size: 14px;">ch&uacute;ng t&ocirc;i&nbsp;tự h&agrave;o v&agrave; tin tưởng Qu&yacute; kh&aacute;ch h&agrave;ng sẽ h&agrave;i l&ograve;ng khi sử dụng c&aacute;c sản phẩm v&agrave; dịch vụ do ch&uacute;ng t&ocirc;i cung cấp.</span></span></div>
<p style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); font-family: arial; font-size: 13px; text-align: justify;">
	<br style="margin: 0px; padding: 0px;" />
	<span style="color:#000000;"><span style="margin: 0px; padding: 0px; font-size: 14px;"><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;"><u style="margin: 0px; padding: 0px;"><strong style="margin: 0px; padding: 0px;">Li&ecirc;n hệ:&nbsp;</strong></u><br style="margin: 0px; padding: 0px;" />
	<br style="margin: 0px; padding: 0px;" />
	Số 145 L&aacute;ng Hạ, Đống Đa, H&agrave; Nội<br style="margin: 0px; padding: 0px;" />
	Số 5/161 Nguyễn Tu&acirc;n. Thanh Xu&acirc;n, H&agrave; Nội<br style="margin: 0px; padding: 0px;" />
	Tel: 024.37764930<br style="margin: 0px; padding: 0px;" />
	Hotline: 0913051734 (call/imesage/zalo)<br style="margin: 0px; padding: 0px;" />
	Website:&nbsp;</span></span></span><span style="margin: 0px; padding: 0px; font-size: 14px;"><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;"><a href="http://www.tracdiathanhdat.vn/?fbclid=IwAR3altI5BIG46Mm2_6oxBl-TQxXGfXGEm4M1GUGsoDeNELr3WrYUlO7g2jk" style="margin: 0px; padding: 0px; color: rgb(74, 75, 75); text-decoration-line: none; transition: color 0.2s linear 0s; font-size: 13px;" target="_blank"><span style="color:#000000;">www.tracdiathanhdat.vn</span></a><br style="margin: 0px; padding: 0px;" />
	<span style="color:#000000;"> Email: tracdiathanhdat@gmail.com<br style="margin: 0px; padding: 0px;" />
	<br style="margin: 0px; padding: 0px;" />
	<strong style="margin: 0px; padding: 0px;">@ Lu&ocirc;n&nbsp;đồng h&agrave;nh c&ugrave;ng bạn!</strong></span></span></span></p>
<ul>
</ul>
',
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			'id' => '651',
			'name' => 'Máy thuỷ bình Leica Sprinter 250m',
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			'shortdes' => '<span style="color:#000000;"><span style="box-sizing: border-box; font-family: Roboto, sans-serif; font-size: 14px;">M&aacute;y thủy chuẩn Leica Sprinter 250M</span><span style="font-family: Roboto, sans-serif; font-size: 14px;">&nbsp;l&agrave; thiết bị đo cảm biến độ cao của h&atilde;ng&nbsp;</span><span style="box-sizing: border-box; font-family: Roboto, sans-serif; font-size: 14px;">Leica</span><span style="font-family: Roboto, sans-serif; font-size: 14px;">, được sử dụng cho c&aacute;c c&ocirc;ng t&aacute;c đo ch&ecirc;nh cao, truyền dẫn cao độ, t&iacute;nh to&aacute;n cao độ &ndash; khối lượng san lắp với độ ch&iacute;nh x&aacute;c cao do hạn chế được c&aacute;c sai số kh&aacute;ch quan.</span></span>',
			'content' => '<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="box-sizing: border-box; text-align: justify;">M&aacute;y thủy b&igrave;nh điện tử Leica Sprinter 250M</span><span style="text-align: justify;">&nbsp;cho ph&eacute;p người sử dụng thực hiện c&ocirc;ng việc một c&aacute;ch nhanh ch&oacute;ng v&agrave; hiệu quả. Giao diện USB (ở m&aacute;y 150M v&agrave; 250M). Menu giao diện dễ sử dụng.&nbsp;</span><span style="box-sizing: border-box; text-align: justify;">M&aacute;y thủy b&igrave;nh</span><span style="text-align: justify;">&nbsp;</span><span style="box-sizing: border-box; text-align: justify;">Leica Sprinter 250M&nbsp;</span><span style="text-align: justify;">tự động t&iacute;nh to&aacute;n chiều cao v&agrave; chiều cao c&ocirc;ng tr&igrave;nh. C&aacute;c ứng dụng cho san lấp mặt bằng. Lưu trữ l&ecirc;n tới 1000 điểm đo, tải về v&agrave; chuyển dữ liệu qua USB v&agrave; PC. Tăng năng suất. Giảm thiểu lỗi do con người. Hoạt động trong điều kiện &aacute;nh s&aacute;ng thấp.</span><br />
<br />
Với&nbsp;thiết&nbsp;kế&nbsp;hiện&nbsp;đại, gọn nhẹ, thao t&aacute;c&nbsp;sử&nbsp;dụng kh&aacute;&nbsp;đơn giản&nbsp;m&aacute;y&nbsp;thuỷ&nbsp;b&igrave;nh&nbsp;điện tử&nbsp;Leica Sprinter 250M&nbsp;đang l&agrave;&nbsp;sự&nbsp;lựa chọn h&agrave;ng&nbsp;đầu&nbsp;của&nbsp;c&aacute;c&nbsp;kỹ&nbsp;sư&nbsp;trắc&nbsp;địa.<br />
<br />
<strong>1. Những ưu điểm của m&aacute;y thủy b&igrave;nh Leica Sprinter 250M.</strong></span></span></span><br />
<br />
<ul>
	<li>
		<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Ngắm v&agrave; bắt mục ti&ecirc;u nhanh:&nbsp;</strong>Được trang bị lăng k&iacute;nh chất lượng h&agrave;ng đầu, gia c&ocirc;ng tr&ecirc;n d&acirc;y chuyền hiện đại, h&igrave;nh ảnh của Leica Sprinter 250M sắc n&eacute;t, r&otilde; r&agrave;ng, gi&uacute;p ngắm v&agrave; bắt mục ti&ecirc;u nhanh ch&oacute;ng, th&uacute;c đẩy tiến đọ l&agrave;m việc.</span></span></span></li>
	<li>
		<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>N&uacute;t bấm tiện lợi:&nbsp;</strong>N&uacute;t bấm đo được đặt b&ecirc;n phải của m&aacute;y, giống như một ph&iacute;m đo nhanh tr&ecirc;n m&aacute;y to&agrave;n đạc. Chỉ 1 lần bấm, kết quả sẽ hiển thị tr&ecirc;n m&agrave;n h&igrave;nh.</span></span></span></li>
	<li>
		<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Kh&ocirc;ng cần đọc mia:&nbsp;</strong>Kh&aacute;c với mia nh&ocirc;m của m&aacute;y thủy b&igrave;nh cơ, mia d&agrave;nh cho m&aacute;y thủy b&igrave;nh điện tử Leica Sprinter 250M c&oacute; c&aacute;c m&atilde; vạch gi&uacute;p m&aacute;y tự động đọc v&agrave; ph&acirc;n t&iacute;ch số liệu, v&agrave; hiển thị tr&ecirc;n m&agrave;n h&igrave;nh LCD. Điều n&agrave;y khiến việc đo đạc tiện lợi, v&agrave; kh&ocirc;ng bao giờ ph&aacute;t sinh sai số</span></span></span></li>
	<li>
		<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>T&iacute;nh to&aacute;n tự động:&nbsp;</strong>Với Leica Sprinter 250M, bạn kh&ocirc;ng cần mang theo giấy b&uacute;t hay m&aacute;y t&iacute;nh ra c&ocirc;ng trường, bởi phần mềm đ&atilde; tự t&iacute;nh to&aacute;n kết quả cho bạn, việc bạn cần l&agrave;m l&agrave; xem số liệu hiển thị tr&ecirc;n m&agrave;n h&igrave;nh</span></span></span></li>
	<li>
		<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>C&oacute; bộ nhớ:&nbsp;</strong>Bộ nhớ trong của Leica Sprinter 250M ghi lại được 1000 điểm đo, hỗ trợ tr&uacute;t số liệu v&agrave; m&aacute;y t&iacute;nh th&ocirc;ng qua c&aacute;p v&agrave; phần mềm chuy&ecirc;n dụng.</span></span></span></li>
</ul>
<br />
<br />
<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>2. Độ&nbsp;ch&iacute;nh x&aacute;c&nbsp;của&nbsp;m&aacute;y thuỷ b&igrave;nh điện tử Leica&nbsp;Sprinter250M.</strong><br />
<br />
<strong>Đo cao</strong></span></span></span><br />
<ul>
	<li>
		<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Độ ch&iacute;nh x&aacute;c đo điện tử: 1.0/0.7 mm</span></span></span></li>
	<li>
		<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Độ ch&iacute;nh x&aacute;c đo quang học bằng mia: 2.5mm</span></span></span></li>
	<li>
		<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đo đơn: Ti&ecirc;u chuẩn: 0.6mm (điện tử) v&agrave; 1.2mm (quang học) ở cự li 30m</span></span></span></li>
</ul>
<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Đo khoảng c&aacute;ch</strong></span></span></span><br />
<ul>
	<li>
		<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Độ ch&iacute;nh x&aacute;c: 10mm với D&le;10m</span></span></span></li>
	<li>
		<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Dải đo: 2-100m (điện tử)</span></span></span></li>
</ul>
<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Th&ocirc;ng số kh&aacute;c</strong></span></span></span><br />
<ul>
	<li>
		<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Chế độ đo: Đo li&ecirc;n tục, đo từng điểm</span></span></span></li>
	<li>
		<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Thời gian đo: &lt; 3 gi&acirc;y</span></span></span></li>
	<li>
		<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Độ ph&oacute;ng đại: 24X</span></span></span></li>
	<li>
		<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Bộ nhớ: 2000 điểm</span></span></span></li>
</ul>
<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Th&ocirc;ng số vật l&yacute;</strong></span></span></span><br />
<ul>
	<li>
		<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Chống bụi nước: IP55</span></span></span></li>
	<li>
		<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Nguồn điện: Pin AA (4 x LR6/AA/AM3 1.5 V)</span></span></span></li>
	<li>
		<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trọng lượng: &lt; 2.5kg</span></span></span></li>
	<li>
		<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">K&iacute;ch thước:&nbsp;11 &times; 7 &times; 8 inch</span></span></span></li>
</ul>
<br />
<img alt="" src="/admin/webroot/upload/image/images/Leica_Sprinter_150M_250M_pic_2360x714(1).jpg" style="width: 1000px; height: 303px;" /><br />
<br />
<div style="margin: 0px; padding: 0px; max-width: 100%; color: rgb(51, 51, 51); font-family: arial; font-size: 13px; text-align: justify;">
	<span style="margin: 0px; padding: 0px; font-size: 20px;"><span style="margin: 0px; padding: 0px; font-family: &quot;Roboto Condensed&quot;, sans-serif;"><strong style="margin: 0px; padding: 0px;"><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;"><a href="https://tracdiathanhdat.vn/may-thuy-binh-dien-tu" style="margin: 0px; padding: 0px; color: rgb(74, 75, 75); text-decoration-line: none; transition: color 0.2s linear 0s; font-size: 13px; outline: 0px;"><span style="margin: 0px; padding: 0px; color: rgb(0, 0, 0);">M&aacute;y thủy b&igrave;nh gi&aacute; tốt nhất thị trường!</span></a></span></strong></span></span></div>
<p style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); font-family: arial; font-size: 13px; text-align: justify;">
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	<span style="margin: 0px; padding: 0px; font-family: &quot;Roboto Condensed&quot;, sans-serif; font-size: 14px;"><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;"><span style="margin: 0px; padding: 0px; color: rgb(204, 51, 0);">&gt;&gt;&gt; Cần tư vấn hay hỗ trợ li&ecirc;n hệ trực tiếp với ch&uacute;ng t&ocirc;i qua số điện thoại:&nbsp;</span><strong style="margin: 0px; padding: 0px; color: rgb(204, 51, 0);">0913 051 734/ 0942 288 388</strong><br style="margin: 0px; padding: 0px; color: rgb(204, 51, 0);" />
	<br style="margin: 0px; padding: 0px; color: rgb(204, 51, 0);" />
	<span style="margin: 0px; padding: 0px; color: rgb(204, 51, 0);">FanPage Facebook :&nbsp;</span><strong style="margin: 0px; padding: 0px; color: rgb(204, 51, 0);">Trắc Địa Th&agrave;nh Đạt</strong><br style="margin: 0px; padding: 0px; color: rgb(204, 51, 0);" />
	<br style="margin: 0px; padding: 0px; color: rgb(204, 51, 0);" />
	<span style="margin: 0px; padding: 0px; color: rgb(204, 51, 0);">Địa chỉ trực tiếp: 145 L&aacute;ng Hạ &ndash; Đống Đa &ndash; H&agrave; Nội</span></span></span></p>
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			'price' => '0',
			'type' => 'new',
			'shortdes' => '<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">C&ugrave;ng ch&uacute;ng t&ocirc;i t&igrave;m hiểu về cao độ trong khảo s&aacute;t v&agrave; x&acirc;y dựng nh&eacute;.</span></span>',
			'content' => '<h2>
	<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>I. Kh</strong>&aacute;i niệm cao&nbsp;độ trong khảo s&aacute;t v&agrave; x&acirc;y dựng</span></span></span></h2>
<br />
<h3>
	<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>1. Cao độ trong khảo s&aacute;t trắc địa, đo vẽ bản đồ&nbsp;</strong></span></span></span></h3>
<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">L&agrave; độ cao của một điểm trong kh&ocirc;ng gian, l&agrave; khoảng c&aacute;ch thẳng đứng (theo chiều lực h&uacute;t hấp dẫn) từ điểm đ&oacute; đến một mặt chuẩn. Mặt chuẩn c&oacute; thể l&agrave; một mặt phẳng hoặc mặt cong, c&oacute; thể l&agrave; mặt cố định hoặc mặt giả định bất kỳ, th&ocirc;ng thường l&agrave; mực nước biển (bỏ qua biến động do thủy triều), một mặt c&oacute; h&igrave;nh Ellipsoid tr&ograve;n xoay.<br />
<br />
Trong c&ocirc;ng t&aacute;c khảo s&aacute;t, cao độ gi&uacute;p thể hiện độ cao của vị tr&iacute; cần đo, gi&uacute;p vẽ c&aacute;c bản đồ trong kh&ocirc;ng gian 3 chiều, đường đồng mức.<br />
<br />
K&yacute; hiệu của cao độ trong c&ocirc;ng t&aacute;c đo vẽ bản đồ l&agrave; V (vertical)<br />
<br />
</span></span></span>
<h3>
	<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>2. Cao độ trong x&acirc;y dựng&nbsp;</strong></span></span></span></h3>
<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">C&ograve;n được gọi với c&aacute;i t&ecirc;n kh&aacute;c l&agrave; &ldquo;cốt&rdquo; c&ocirc;ng tr&igrave;nh (<span style="box-sizing: border-box; font-weight: bolder;">cos</span>).&nbsp;Cao độ trong x&acirc;y dựng l&agrave; khoảng c&aacute;ch t&iacute;nh từ mặt phẳng l&agrave;m chuẩn (V&iacute; dụ như s&agrave;n tầng 1) đến một vị tr&iacute; kh&aacute;c (cao hoặc thấp hơn). Cao độ được t&iacute;nh bằng m&eacute;t, độ ch&iacute;nh x&aacute;c lấy đến 3 chữ số sau dấu phẩy.&nbsp;Cao độ trong x&acirc;y dựng l&agrave; nghi&ecirc;n cứu v&agrave; đo đạc chi tiết độ cao, hướng dốc, độ dốc của khu vực chuẩn bị x&acirc;y dựng.<br />
<br />
K&yacute; hiệu của cao độ l&agrave; h&igrave;nh tam gi&aacute;c đều, nửa trắng nửa đen c&oacute; ch&uacute; th&iacute;ch số b&ecirc;n tr&ecirc;n. Mặt chuẩn được quy định c&oacute; cao độ l&agrave; &plusmn;0.000. C&aacute;c vị tr&iacute; cao hơn s&agrave;n chuẩn sẽ c&oacute; cao độ dương, c&aacute;c vị tr&iacute; thấp hơn mức chuẩn l&agrave; cao độ &acirc;m.<br />
<br />
Trong x&acirc;y dựng, cao độ l&agrave; chỉ số bắt buộc phải c&oacute;. Khi c&oacute; chỉ số cao độ ch&iacute;nh x&aacute;c, ch&uacute;ng ta mới c&oacute; thể thiết kế được c&aacute;c c&ocirc;ng tr&igrave;nh nh&agrave; ở, quy hoạch được c&aacute;c c&ocirc;ng tr&igrave;nh phụ trợ: hệ thống giao th&ocirc;ng, cống tho&aacute;t nước, hệ thống đường ống&hellip; Từ đ&oacute; gi&uacute;p tăng cường hiệu quả chống ngập &uacute;ng, bố tr&iacute; quy hoạch ph&ugrave; hợp với địa h&igrave;nh.&nbsp;</span></span></span><br />
<h2>
	<br />
	<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>II.&nbsp;</strong>Đo cao&nbsp;độ trong khảo s&aacute;t v&agrave; x&acirc;y dựng&nbsp;</span></span></span></h2>
<h3>
	<br />
	<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>1. Đo cao độ trong khảo s&aacute;t</strong></span></span></span></h3>
<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trong khảo s&aacute;t, đo vẽ bản đồ, người ta c&oacute; 2 c&aacute;ch ch&iacute;nh để đo cao độ:<br />
<br />
<strong>C&aacute;ch 1</strong>: Sử dụng&nbsp;m&aacute;y RTK&nbsp;<br />
<br />
Phưong ph&aacute;p n&agrave;y c&oacute; kết quả cao độ một c&aacute;ch nhanh ch&oacute;ng do c&aacute;c m&aacute;y RTK sẽ trực tiếp cho kết quả về kinh độ, vĩ độ, cao độ của điểm đo, v&agrave; đ&aacute;nh dấu điểm đo trực tiếp l&ecirc;n bản đồ theo hệ tọa độ được chọn sẵn.<br />
Nhược điểm của phương ph&aacute;p n&agrave;y l&agrave; sai số lớn, l&ecirc;n tới v&agrave;i centimet v&agrave; độ ổn định kh&ocirc;ng cao, do m&aacute;y phải thu được t&iacute;n hiệu GNSS mới cho kết quả, v&agrave; t&iacute;n hiệu mạnh hay yếu t&ugrave;y thuộc v&agrave;o yếu tố thời tiết, địa h&igrave;nh.</span></span></span><br />
<p style="text-align: center;">
	<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/367405302_690494259784809_1127747524179412209_n.jpg" style="width: 720px; height: 405px;" /></span></span></span></p>
<br />
<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>C&aacute;ch 2</strong>: Sử dụng m&aacute;y to&agrave;n đạc điện tử<br />
<br />
Người ta sử dụng m&aacute;y to&agrave;n đạc điện tử để dẫn cao độ từ c&aacute;c mốc tọa độ chuẩn về điểm cần đo, từ đ&oacute; x&aacute;c định tọa độ, cao độ v&agrave; đ&aacute;nh dấu l&ecirc;n bản đồ.<br />
Ưu điểm của phương ph&aacute;p n&agrave;y l&agrave; độ ch&iacute;nh x&aacute;c cao, l&ecirc;n tới h&agrave;ng milimet, nhưng nhược điểm l&agrave; mất nhiều c&ocirc;ng sức, thời gian thực hiện l&acirc;u.&nbsp;</span></span></span><br />
<p style="text-align: center;">
	<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/409378989_684998143763641_96936762872538900_n.jpg" style="width: 720px; height: 480px;" /></span></span></span></p>
<br />
<h3>
	<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>2.&nbsp; Đo cao độ trong x&acirc;y dựng</strong></span></span></span></h3>
<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">X&acirc;y dựng chi tiết cần độ ch&iacute;nh x&aacute;c gần như tuyệt đối, v&agrave; khu vực đo hẹp hơn, c&oacute; sẵn mặt chuẩn, v&igrave; thế người ta sử dụng c&ocirc;ng cụ đo l&agrave;&nbsp;m&aacute;y thủy b&igrave;nh.</span></span><br />
<span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">Trong x&acirc;y dựng, người ta cũng sử dụng m&aacute;y to&agrave;n đạc để đo cao độ, nhưng kết quả chỉ d&ugrave;ng để tham khảo, kh&ocirc;ng được d&ugrave;ng để trực tiếp đo vẽ v&agrave; thi c&ocirc;ng.</span><br />
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">So với m&aacute;y RTK v&agrave; m&aacute;y to&agrave;n đạc, m&aacute;y thủy b&igrave;nh c&oacute; gi&aacute; rẻ hơn, cấu tạo đơn giản hơn, nhưng đo cao độ lại mang về kết quả ch&iacute;nh x&aacute;c gần như tuyệt đối do việc đo đạc l&agrave; trực tiếp đọc độ cao tr&ecirc;n mia.&nbsp;<br />
<br />
Việc tiến h&agrave;nh đo đạc cao độ trong x&acirc;y dựng c&oacute; vai tr&ograve; v&ocirc; c&ugrave;ng quan trọng. Đ&acirc;y ch&iacute;nh l&agrave; chỉ số c&oacute; ảnh hưởng đến to&agrave;n bộ c&aacute;c thiết kế c&ocirc;ng tr&igrave;nh tr&ecirc;n mảnh đất đ&oacute; sau n&agrave;y. Việc x&aacute;c định được ch&iacute;nh x&aacute;c cao độ sẽ gi&uacute;p cho qu&aacute; tr&igrave;nh quy hoạch diễn ra thuận lợi v&agrave; c&oacute; tiến độ nhanh hơn.<br />
<br />
Khi c&oacute; chỉ số cao độ ch&iacute;nh x&aacute;c, ch&uacute;ng ta mới c&oacute; thể thiết kế được c&aacute;c c&ocirc;ng tr&igrave;nh nh&agrave; ở, quy hoạch được c&aacute;c c&ocirc;ng tr&igrave;nh phụ trợ: hệ thống giao th&ocirc;ng, cống tho&aacute;t nước, hệ thống đường ống&hellip; Từ đ&oacute; gi&uacute;p tăng cường hiệu quả chống ngập &uacute;ng, bố tr&iacute; quy hoạch ph&ugrave; hợp với địa h&igrave;nh.</span></span><br />
<br />
</span>
<p style="text-align: center;">
	<span style="color:#000000;"><img alt="" src="/admin/webroot/upload/image/images/How the total station work 2(1).png" style="color: rgb(0, 0, 0); font-family: tahoma, geneva, sans-serif; font-size: 14px; width: 512px; height: 512px;" /></span></p>
<h2>
	<br />
	<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>III. Tham khảo c&aacute;ch đo cao độ bằng m&aacute;y thuỷ b&igrave;nh</strong></span></span></span></h2>
<br />
<br />
<p style="text-align: center;">
	<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/NIKON-AX-2s_[27723]_1200(1).jpg" style="width: 600px; height: 450px;" /></span></span></span></p>
<br />
<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Việc đo cao độ bằng m&aacute;y thủy b&igrave;nh ch&iacute;nh l&agrave; t&igrave;m ra sự ch&ecirc;nh lệch về độ cao giữa c&aacute;c điểm được quy định sẵn. Từ đ&oacute; ch&uacute;ng ta sẽ t&iacute;nh ra được cao độ của vị tr&iacute; cần đo. C&aacute;ch đo n&agrave;y được &aacute;p dụng phổ biến tại c&aacute;c c&ocirc;ng tr&igrave;nh quy hoạch đ&ocirc; thị hiện nay.<br />
<br />
Việc đo cao độ bằng m&aacute;y thủy b&igrave;nh được tiến h&agrave;nh qua c&aacute;c bước sau:</span></span></span><br />
<br />
<ul>
	<li>
		<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">X&aacute;c định vị tr&iacute; đặt m&aacute;y thủy b&igrave;nh</span></span></span></li>
</ul>
<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">T&ugrave;y thuộc v&agrave;o từng địa h&igrave;nh kh&aacute;c nhau m&agrave; ch&uacute;ng ta sẽ c&oacute; những vị tr&iacute; cần đo cao độ kh&aacute;c nhau. Tuy nhi&ecirc;n khi lựa chọn vị tr&iacute; đặt m&aacute;y thủy b&igrave;nh ch&uacute;ng ta cần chọn địa điểm c&oacute; độ cao cao hơn vị tr&iacute; l&agrave;m mốc. Vị tr&iacute; đặt m&aacute;y cần c&oacute; nền đất kh&ocirc; r&aacute;o, kh&ocirc;ng bị sụt l&uacute;n. Gi&aacute; của m&aacute;y thủy b&igrave;nh phải được đặt chắc chắn v&agrave; c&acirc;n bằng.</span></span></span><br />
<ul>
	<li>
		<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tiến h&agrave;nh đo cao độ</span></span></span></li>
</ul>
<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Người đo sẽ ngắm c&aacute;c điểm hiện l&ecirc;n nhờ mia, sau đ&oacute; điều chỉnh sao cho h&igrave;nh ảnh hiển thị r&otilde; r&agrave;ng nhất. Th&ocirc;ng số tr&ecirc;n mia được đọc theo h&agrave;ng m v&agrave; h&agrave;ng dm, mỗi khoảng đen trắng đỏ tr&ecirc;n mia tương ứng l&agrave; 0.1 dm. Cuối c&ugrave;ng dựa v&agrave;o c&aacute;c chỉ số để t&iacute;nh to&aacute;n ch&uacute;ng ta sẽ cho ra được chỉ số cao độ cuối c&ugrave;ng.</span></span></span><br />
<br />
<h2 id="4-&nbsp;dia-chi-mua-may-toan-dac-dien-tu-uy-tin" style="margin: 0px; padding: 0px; font-family: arial; line-height: 19px; color: rgb(51, 51, 51); text-rendering: optimizelegibility; font-size: 31.5px; text-align: justify;">
	<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="margin: 0px; padding: 0px;"><span style="margin: 0px; padding: 0px;">IV.</span></span>&nbsp;<strong style="margin: 0px; padding: 0px;"><span style="margin: 0px; padding: 0px;"><span style="margin: 0px; padding: 0px;">Địa chỉ mua m&aacute;y thủy</span></span></strong>&nbsp;b&igrave;nh (thủy chuẩn) uy t&iacute;n</span></span></span></h2>
<p style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); font-family: arial; font-size: 13px; text-align: justify;">
	&nbsp;</p>
<p style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); font-family: arial; font-size: 13px; text-align: justify;">
	<span style="color:#000000;"><span style="margin: 0px; padding: 0px; font-size: 14px;"><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;">C&Ocirc;NG TY CP C&Ocirc;NG NGHỆ V&Agrave; TM TH&Agrave;NH ĐẠT chuy&ecirc;n nhập khẩu, cung cấp v&agrave; chuyển giao c&ocirc;ng nghệ c&aacute;c loại&nbsp;</span></span><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">m&aacute;y thủy b&igrave;nh</span><span style="font-size: 14px;"><span style="font-family: tahoma, geneva, sans-serif;">&nbsp;(thủy chuẩn)&nbsp;</span></span><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">của c&aacute;c h&atilde;ng LEICA, NIKON, TOPCON, TRIMPLE, GEOMAX, SOKKIA, PENTAX phục vụ c&ocirc;ng t&aacute;c khảo s&aacute;t, thiết kế, x&acirc;y dựng v&agrave; đo vẽ bản đồ uy t&iacute;n l&acirc;u năm tr&ecirc;n to&agrave;n quốc.</span></span></p>
<p style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); font-family: arial; font-size: 13px; text-align: justify;">
	&nbsp;</p>
<p style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); font-family: arial; font-size: 13px; text-align: justify;">
	<span style="color:#000000;"><span style="margin: 0px; padding: 0px; font-size: 14px;"><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;">Với hơn 20 năm kinh nghiệm c&ugrave;ng</span></span><span style="margin: 0px; padding: 0px;">&nbsp;</span><span style="margin: 0px; padding: 0px; font-size: 14px;"><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;">đội ngũ nh&acirc;n vi&ecirc;n, kỹ thuật vi&ecirc;n năng động, c&oacute; tr&igrave;nh độ cao&nbsp;</span></span><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif; font-size: 14px;">ch&uacute;ng t&ocirc;i&nbsp;tự h&agrave;o v&agrave; tin tưởng Qu&yacute; kh&aacute;ch h&agrave;ng sẽ h&agrave;i l&ograve;ng khi sử dụng c&aacute;c sản phẩm v&agrave; dịch vụ do ch&uacute;ng t&ocirc;i cung cấp.</span></span></p>
<p style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); font-family: arial; font-size: 13px; text-align: justify;">
	&nbsp;</p>
<p style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); font-family: arial; font-size: 13px; text-align: justify;">
	<span style="color:#000000;"><u style="font-family: tahoma, geneva, sans-serif; font-size: 14px; margin: 0px; padding: 0px;"><strong style="margin: 0px; padding: 0px;">Li&ecirc;n hệ:&nbsp;</strong></u></span></p>
<p style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); font-family: arial; font-size: 13px; text-align: justify;">
	<br style="margin: 0px; padding: 0px;" />
	<span style="color:#000000;"><span style="margin: 0px; padding: 0px; font-size: 14px;"><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;">Số 145 L&aacute;ng Hạ, Đống Đa, H&agrave; Nội<br style="margin: 0px; padding: 0px;" />
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			'meta_key' => 'Chuyên cung cấp máy định vị vệ tinh GPS RTK, máy thủy bình, máy toàn đạc điện tử, UAV, ống nhòm, máy định vị GPS cầm tay, ... chính hãng, uy tín, giá tốt hàng đầu tại Việt Nam! Hotline: 0913051734!',
			'meta_des' => 'Chuyên cung cấp máy định vị vệ tinh GPS RTK, máy thủy bình, máy toàn đạc điện tử, UAV, ống nhòm, máy định vị GPS cầm tay, ... chính hãng, uy tín, giá tốt hàng đầu tại Việt Nam! Hotline: 0913051734!',
			'created' => '2021-09-09',
			'modified' => '2026-02-01',
			'status' => '1',
			'view' => '24657',
			'slug' => 'cung-tim-hieu-ve-cao-do-trong-khao-sat-va-xay-dung',
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			'title_seo' => 'tin tức trắc địa, cập nhật xu hướng đo đạc mới, công nghệ đo đạc, thiết bị đo đạc hiện đại, mẹo kỹ thuật trắc địa, sai số đo đạc, hệ tọa độ VN-2000, GNSS, RTK, GPS trắc địa, phần mềm trắc địa, phần mềm GIS, SurPad, LandStar, Magnet Field, Leica Captivate, Trimble Access',
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	(int) 8 => array(
		'Post' => array(
			'id' => '648',
			'name' => 'Lựa chọn phương án đo RTK phù hợp cho dự án của bạn!',
			'code' => null,
			'alias' => 'lua-chon-phuong-an-do-rtk-phu-hop-cho-du-an-cua-ban',
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			'type' => 'new',
			'shortdes' => '<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Bạn đang băn khoăn về việc lựa chọn phương &aacute;n đo RTK n&agrave;o ph&ugrave; hợp nhất cho dự &aacute;n của bạn. C&ugrave;ng tham khảo một v&agrave;i &yacute; kiến của ch&uacute;ng t&ocirc;i nh&eacute;!</span></span>',
			'content' => '<h2>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>I. </strong><span id="cke_bm_372S" style="display: none;">&nbsp;</span><span style="display: none;">&nbsp;</span>Một v&agrave;i so s&aacute;nh giữa&nbsp;</span></span><strong style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">phương &aacute;n đo&nbsp;Radio với&nbsp;phương &aacute;n đo <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">tr</span></span></strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">ạm</span></span>&nbsp;<strong style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">CORS</strong></h2>
<h3>
	<br />
	<strong style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">1. Về phương &aacute;n đo Radio</strong></h3>
<p>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">- Radio c&oacute; những ưu điểm nổi bật sau:<br />
	&nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp;+ Độ trễ thu thấp<br />
	&nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp;+ T&iacute;n hiệu đo khỏe hơn đối với những vị tr&iacute; kh&oacute;, rậm rạp<br />
	&nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp;+ Đạt độ ch&iacute;nh x&aacute;c cao hơn về cao độ<br />
	&nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp;+ Đo được ở những vị tr&iacute; kh&ocirc;ng c&oacute; s&oacute;ng 3G, kh&ocirc;ng phụ thuộc v&agrave;o mạng, c&oacute; thể hoạt động độc lập<br />
	- Nhược điểm:<br />
	&nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp;+ Phải đầu tư th&ecirc;m trạm Base<br />
	&nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp;+ Khoảng c&aacute;ch đo bị giới hạn hơn (b&aacute;n k&iacute;nh từ 10-15km)</span></span><br />
	&nbsp;</p>
<h3>
	<strong style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">2. Về phương &aacute;n đo trạm CORS</strong></h3>
<p>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">- Ưu điểm của trạm CORS:<br />
	&nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp;+ Chỉ cần đầu tư 01 m&aacute;y Rover<br />
	&nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp;+ Kh&ocirc;ng giới hạn khoảng c&aacute;ch, c&oacute; thể đo được mọi vị tr&iacute; c&oacute; s&oacute;ng 3G v&agrave; c&oacute; t&iacute;n hiệu trạm CORS phủ đến<br />
	- Nhược điểm của trạm CORS:<br />
	&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp; + T&iacute;n hiệu đo kh&ocirc;ng khỏe bằng đo Radio<br />
	&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp; + Độ ch&iacute;nh x&aacute;c về độ cao thấp hơn đo Radio<br />
	&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp; + Chỉ đo được ở khu vực c&oacute; s&oacute;ng 3G v&agrave; c&oacute; t&iacute;n hiệu trạm CORS<br />
	&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp; + Phải trả ph&iacute; (trong tương lai, hiện tại đang cho miễn ph&iacute;)</span></span></p>
<h2>
	<br />
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>II. T&igrave;nh h&igrave;nh ph&acirc;n bổ trạm CORS hiện nay</strong></span></span></h2>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Theo đ&aacute;nh gi&aacute; của kh&aacute;ch h&agrave;ng th&igrave; hiện nay hệ thống trạm CORS Cục tương đối ổn định, t&iacute;n hiệu rất tốt. V&ugrave;ng phủ s&oacute;ng cũng tương đối rộng. Tuy nhi&ecirc;n độ ch&iacute;nh x&aacute;c tốt chỉ nằm trong c&aacute;c khu vực c&oacute; s&oacute;ng mạng lưới VRS hoặc IMAX. Độ ch&iacute;nh x&aacute;c về độ cao cũng chưa được tốt lắm. Nếu c&ocirc;ng tr&igrave;nh ở mức độ kh&ocirc;ng y&ecirc;u cầu qu&aacute; cao về cao độ th&igrave; d&ugrave;ng rất ổn.<br />
<br />
Dưới đ&acirc;y l&agrave; sơ đồ ph&acirc;n bố hệ thống trạm CORS Cục bản đồ.</span></span><br />
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/he-thong-tram-cors-viet-nam-2020(1).jpg" style="width: 600px; height: 800px;" /><br />
&nbsp;<br />
&gt;&gt;&gt; Tr&ecirc;n đ&acirc;y l&agrave; một v&agrave;i ph&acirc;n t&iacute;ch về ưu, nhược điểm của hai phương &aacute;n. Để lựa chọn th&igrave; anh (chị) n&ecirc;n c&acirc;n nhắc dựa tr&ecirc;n c&aacute;c ph&acirc;n t&iacute;ch tr&ecirc;n. Cụ thể:</span></span><br />
<br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trường hợp nhu cầu c&ocirc;ng việc kh&ocirc;ng y&ecirc;u cầu qu&aacute; cao về độ ch&iacute;nh x&aacute;c cao độ (đo địa ch&iacute;nh, địa h&igrave;nh tỷ lệ nhỏ); c&ocirc;ng tr&igrave;nh ở khu vực kh&ocirc;ng qu&aacute; kh&oacute; khăn th&igrave; lựa chọn Rover đo trạm CORS l&agrave; một giải ph&aacute;p hợp l&yacute;</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trường hợp c&aacute;c c&ocirc;ng tr&igrave;nh, dự &aacute;n ở khu vực kh&oacute; khăn, kh&ocirc;ng c&oacute; mạng 3G, 4G, kh&ocirc;ng nằm trong v&ugrave;ng phủ s&oacute;ng trạm CORS; hoặc y&ecirc;u cầu độ ch&iacute;nh x&aacute;c cao về độ cao (khảo s&aacute;t tuyến giao th&ocirc;ng, thủy lợi, đo bản đồ địa h&igrave;nh tỷ lệ lớn),.. th&igrave; lựa chọn đo Radio sẽ ph&ugrave; hợp hơn.</span></span></li>
</ul>
<h2>
	<br />
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">III.&nbsp;<span style="color: rgb(51, 51, 51); text-align: justify;">Địa chỉ mua m</span>&aacute;y định&nbsp; vị vệ tinh GNSS RTK<span style="color: rgb(51, 51, 51); text-align: justify;">&nbsp;uy t&iacute;n</span></span></span></h2>
<br style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); font-family: arial; font-size: 13px; text-align: justify;" />
<span style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); font-family: arial; text-align: justify; font-size: 14px;"><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;">C&Ocirc;NG TY CP C&Ocirc;NG NGHỆ V&Agrave; TM TH&Agrave;NH ĐẠT chuy&ecirc;n nhập khẩu, cung cấp v&agrave; chuyển giao c&ocirc;ng nghệ c&aacute;c loại m&aacute;y định vị vệ tinh GNSS RTK của c&aacute;c h&atilde;ng <strong>Leica, Topcon, Sokkia, E-Survey, Hi- Target, Foif,....</strong>&nbsp;phục vụ c&ocirc;ng t&aacute;c khảo s&aacute;t, đo vẽ bản đồ uy t&iacute;n l&acirc;u năm tr&ecirc;n to&agrave;n quốc. C&aacute;c loại m&aacute;y định vị vệ tinh GNSS RTk m&agrave; ch&uacute;ng t&ocirc;i ph&acirc;n phối phong ph&uacute; về chủng loại, đa dạng về mẫu m&atilde; ph&ugrave; hợp với từng đối tượng kh&aacute;ch h&agrave;ng.</span></span><br />
<br />
<span style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); font-family: arial; text-align: justify; font-size: 14px;"><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;">Với hơn 20 năm kinh nghiệm c&ugrave;ng</span></span><span style="color: rgb(51, 51, 51); font-family: arial; font-size: 13px; text-align: justify;">&nbsp;</span><span style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); font-family: arial; text-align: justify; font-size: 14px;"><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;">đội ngũ nh&acirc;n vi&ecirc;n, kỹ thuật vi&ecirc;n năng động, c&oacute; tr&igrave;nh độ cao&nbsp;</span></span><span style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); text-align: justify; font-family: tahoma, geneva, sans-serif; font-size: 14px;">ch&uacute;ng t&ocirc;i&nbsp;tự h&agrave;o v&agrave; tin tưởng Qu&yacute; kh&aacute;ch h&agrave;ng sẽ h&agrave;i l&ograve;ng khi sử dụng c&aacute;c sản phẩm v&agrave; dịch vụ do ch&uacute;ng t&ocirc;i cung cấp.</span><br style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); font-family: arial; font-size: 13px; text-align: justify;" />
<br style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); font-family: arial; font-size: 13px; text-align: justify;" />
<div style="margin: 0px; padding: 0px; line-height: 20px;">
	<u style="font-family: tahoma, geneva, sans-serif; color: rgb(51, 51, 51); font-size: 14px; text-align: justify; margin: 0px; padding: 0px;"><strong style="margin: 0px; padding: 0px;">Li&ecirc;n hệ:&nbsp;</strong></u></div>
<br style="margin: 0px; padding: 0px;" />
<span style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); font-family: arial; text-align: justify; font-size: 14px;"><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;">Số 50 L&aacute;ng Hạ, Đống Đa, H&agrave; Nội<br style="margin: 0px; padding: 0px;" />
Số 5/161 Nguyễn Tu&acirc;n. Thanh Xu&acirc;n, H&agrave; Nội<br style="margin: 0px; padding: 0px;" />
Tel: 024.37764930<br style="margin: 0px; padding: 0px;" />
Hotline: 0913051734 (call/imesage/zalo)<br style="margin: 0px; padding: 0px;" />
Website:&nbsp;<a href="http://www.tracdiathanhdat.vn/?fbclid=IwAR3altI5BIG46Mm2_6oxBl-TQxXGfXGEm4M1GUGsoDeNELr3WrYUlO7g2jk" style="margin: 0px; padding: 0px; color: rgb(74, 75, 75); text-decoration-line: none; transition: color 0.2s linear 0s; font-size: 13px;" target="_blank">www.tracdiathanhdat.vn</a><br style="margin: 0px; padding: 0px;" />
Email: tracdiathanhdat@gmail.com</span></span><br style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); font-family: arial; font-size: 13px; text-align: justify;" />
<span style="color: rgb(51, 51, 51); font-family: arial; font-size: 13px; text-align: justify;">&nbsp;</span><br style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); font-family: arial; font-size: 13px; text-align: justify;" />
<span style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); font-family: arial; text-align: justify; font-size: 14px;"><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;"><strong style="margin: 0px; padding: 0px;">@ Lu&ocirc;n&nbsp;đồng h&agrave;nh c&ugrave;ng bạn!</strong></span></span><br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">&nbsp;</span></span>',
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			'title_seo' => 'tin tức trắc địa, cập nhật xu hướng đo đạc mới, công nghệ đo đạc, thiết bị đo đạc hiện đại, mẹo kỹ thuật trắc địa, sai số đo đạc, hệ tọa độ VN-2000, GNSS, RTK, GPS trắc địa, phần mềm trắc địa, phần mềm GIS, SurPad, LandStar, Magnet Field, Leica Captivate, Trimble Access',
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			'meta_des' => 'phần mềm máy đo đạc, phần mềm GIS, phần mềm trút dữ liệu',
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	(int) 9 => array(
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			'id' => '644',
			'name' => 'GNSS RTK',
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			'shortdes' => '<span style="font-family:tahoma,geneva,sans-serif;"><span style="box-sizing: border-box; margin: 0px; padding: 0px; border: 0px; background-image: initial; background-position: 0px 0px; background-size: initial; background-repeat: initial; background-attachment: initial; background-origin: initial; background-clip: initial; outline: 0px; vertical-align: top; color: rgb(0, 0, 0); font-size: 14px; text-align: justify; font-weight: 700 !important;">GNSS RTK</span><span style="color: rgb(0, 0, 0); font-size: 14px; text-align: justify;">&nbsp;được biết đến l&agrave; thiết bị d&ugrave;ng trong c&ocirc;ng t&aacute;c trắc địa gi&uacute;p hỗ trợ qu&aacute; tr&igrave;nh khảo s&aacute;t địa h&igrave;nh. Với khả năng tự động vẽ v&agrave; lưu lại c&aacute;c khu vực khảo s&aacute;t gi&uacute;p nhanh ch&oacute;ng ho&agrave;n thiện c&aacute;c bản vẽ đầy đủ, ch&iacute;nh x&aacute;c với c&aacute;c th&ocirc;ng số kỹ thuật cần thiết. Đ&acirc;y l&agrave; thiết bị hỗ trợ đắc lực cho những người l&agrave;m c&ocirc;ng t&aacute;c trắc địa để c&oacute; thể ho&agrave;n th&agrave;nh c&ocirc;ng việc nhanh ch&oacute;ng, tiết kiệm thời gian v&agrave; chi ph&iacute; với độ ch&iacute;nh x&aacute;c cao.</span></span>',
			'content' => '<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tr&ecirc;n thị trường hiện nay c&oacute; rất nhiều d&ograve;ng m&aacute;y GNSS RTK với&nbsp;sự đa dạng về kiểu d&aacute;ng thiết kế, c&aacute;c t&iacute;nh năng cũng như k&iacute;ch thước cho kh&aacute;ch h&agrave;ng lựa chọn. Với mỗi sản phẩm sẽ c&oacute; những đặc t&iacute;nh cũng như c&ocirc;ng năng ri&ecirc;ng ph&ugrave; hợp với nhu cầu sử dụng của từng đối tượng kh&aacute;ch h&agrave;ng cũng như t&iacute;nh chất c&ocirc;ng việc. C&ugrave;ng t&igrave;m hiểu&nbsp;ưu v&agrave; nhược&nbsp;điểm của m&aacute;y GNSS RTK&nbsp;để c&oacute; c&aacute;i nh&igrave;n tổng quan về n&oacute; trước khi bạn lựa chọn&nbsp;đầu tư cho dự&nbsp;&aacute;n của m&igrave;nh.</span></span><br />
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> <strong>Ưu điểm nổi bật của&nbsp;m&aacute;y GNSS RTK&nbsp;</strong><br />
<br />
Đảm bảo độ ch&iacute;nh x&aacute;c cao nhất trong qu&aacute; tr&igrave;nh l&agrave;m việc. Đối với c&ocirc;ng t&aacute;c trắc địa th&igrave; độ ch&iacute;nh x&aacute;c l&agrave; th&ocirc;ng số quan trọng nhất cần hướng tới trong qu&aacute; tr&igrave;nh l&agrave;m việc do đ&oacute; c&aacute;c thiết bị hỗ trợ cũng cần tối ưu h&oacute;a được yếu tố n&agrave;y. Với việc &aacute;p dụng c&ocirc;ng nghệ RTK cũng như CORS&nbsp;Network c&aacute;c mẫu m&aacute;y n&agrave;y đảm bảo mang đến c&aacute;c th&ocirc;ng số chuẩn nhất để cung cấp dữ liệu cho qu&aacute; tr&igrave;nh vẽ cũng như h&igrave;nh th&agrave;nh c&aacute;c dữ liệu chung.<br />
&nbsp;<br />
Trong việc sử dụng c&ocirc;ng nghệ GNSS th&igrave; CORS l&agrave; trạm tham chiếu hoạt động li&ecirc;n tục để tạo sự li&ecirc;n kết c&aacute;c thiết bị với đường truyền t&iacute;n hiệu. C&ocirc;ng nghệ n&agrave;y gi&uacute;p khoảng c&aacute;ch tối&nbsp;đa giữa trạm gốc v&agrave; m&aacute;y định vị GNSS được thiết lập khoảng 10 - 15km,&nbsp; gi&uacute;p tăng khoảng c&aacute;ch cho hoạt động của m&aacute;y. Điều n&agrave;y gi&uacute;p giảm nh&acirc;n c&ocirc;ng cũng như chi ph&iacute; trong qu&aacute; tr&igrave;nh l&agrave;m việc.<br />
<br />
Với thiết kế nhỏ gọn, dễ d&agrave;ng di chuyển gi&uacute;p mang đến sự tiện lợi tối đa trong qu&aacute; tr&igrave;nh sử dụng.&nbsp;<br />
<br />
Một ưu điểm phải kế đến của loại m&aacute;y GNSS RTK đ&oacute; l&agrave; việc t&iacute;ch hợp nhiều t&iacute;nh năng th&ocirc;ng minh trong c&ugrave;ng thiết bị. C&aacute;c t&iacute;nh năng điều khiển bằng giọng n&oacute;i, bảng điều khiển điện tử, việc thay đổi k&iacute;ch thước m&aacute;y được t&iacute;ch hợp &hellip;gi&uacute;p dễ d&agrave;ng sử dụng cũng như c&oacute; thể thực hiện được nhiều chức năng kh&aacute;c nhau c&ugrave;ng l&uacute;c.<br />
<br />
Bộ nhớ trong lớn gi&uacute;p tăng khả năng lưu trữ th&ocirc;ng tin c&ugrave;ng với đ&oacute; l&agrave; khả năng kết nối với m&aacute;y t&iacute;nh, điện thoại, bluetooth hay 3G, 4G gi&uacute;p n&acirc;ng cao tối đa được c&aacute;c c&ocirc;ng năng cũng như sự tiện lợi trong qu&aacute; tr&igrave;nh sử dụng.<br />
&nbsp;<br />
Khả năng kết nối với c&aacute;c thiết bị kh&aacute;c tối ưu c&ugrave;ng với hệ thống CORS.<br />
<br />
Với chất liệu cao cấp c&oacute; khả năng chống va đập cũng như hạn chế tối đa c&aacute;c t&aacute;c động của c&aacute;c yếu tố b&ecirc;n ngo&agrave;i gi&uacute;p mang đến sản phẩm bền đẹp l&acirc;u d&agrave;i theo thời gian sử dụng.<br />
<br />
<img alt="" src="/admin/webroot/upload/image/images/phân phối máy định vị vệ tinh 2 tần số rtk (1).png" style="width: 850px; height: 604px;" /><br />
<br />
<strong>Nhược điểm của m&aacute;y GNSS RTK</strong><br />
<br />
Hiện nay,&nbsp;m&aacute;y GPS &ndash;GNSS RTK&nbsp;chất lượng d&ugrave; đ&atilde; được t&iacute;ch hợp đầy đủ c&aacute;c t&iacute;nh năng nhưng để c&oacute; được độ ch&iacute;nh x&aacute;c tuyệt đối c&ugrave;ng với vi</span>ệc</span>&nbsp;<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">thực hiện th&ecirc;m nhiều c&ocirc;ng việc kh&aacute;c c&aacute;c bạn cần phải c&oacute; sự kết nối th&ecirc;m c&aacute;c thiết bị kh&aacute;c để sử dụng.<br />
<br />
Giới hạn l&agrave;m việc của m&aacute;y trong một phạm vi nhất định cũng l&agrave; một kh&oacute; khăn trong qu&aacute; tr&igrave;nh sử dụng. Do đ&oacute;, cần t&igrave;m hiểu đầy đủ c&aacute;c th&ocirc;ng số của m&aacute;y trước khi lựa chọn để ph&ugrave; hợp với đặc điểm c&ocirc;ng việc.<br />
<br />
Gi&aacute; th&agrave;nh cao cũng l&agrave; một nhược điểm cần t&iacute;nh đến khi quyết định đầu tư.&nbsp;<br />
<br />
<img alt="" src="/admin/webroot/upload/image/images/Máy RTK.png" style="width: 850px; height: 680px;" /><br />
<br />
</span></span>',
			'images' => '2021081816133230412c34d3b16d2ec66a3d1eba4d0d89.jpg',
			'images_multi' => '',
			'pos' => null,
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			'title_seo' => 'Máy RTK',
			'meta_key' => 'Máy RTK, máy định vị vệ tinh RTK, máy GPS RTK, máy định vị vệ tinh GNSS RTK, máy RTK giá rẻ, máy RTK tốt nhất',
			'meta_des' => 'Chuyên cung cấp máy định vị vệ tinh GPS RTK, máy thủy bình, máy toàn đạc điện tử, UAV, ống nhòm, máy định vị GPS cầm tay, ... chính hãng, uy tín, giá tốt hàng đầu tại Việt Nam! Hotline: 0913051734!',
			'created' => '2021-08-18',
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			'status' => '1',
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			'name' => 'Blogs',
			'parent_id' => null,
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			'images' => '',
			'lft' => '103',
			'rght' => '104',
			'pos' => '5',
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			'title_seo' => 'tin tức trắc địa, cập nhật xu hướng đo đạc mới, công nghệ đo đạc, thiết bị đo đạc hiện đại, mẹo kỹ thuật trắc địa, sai số đo đạc, hệ tọa độ VN-2000, GNSS, RTK, GPS trắc địa, phần mềm trắc địa, phần mềm GIS, SurPad, LandStar, Magnet Field, Leica Captivate, Trimble Access',
			'meta_key' => 'tin tức trắc địa, cập nhật xu hướng đo đạc mới, công nghệ đo đạc, thiết bị đo đạc hiện đại, mẹo kỹ thuật trắc địa, sai số đo đạc, hệ tọa độ VN-2000, GNSS, RTK, GPS trắc địa, phần mềm trắc địa, phần mềm GIS, SurPad, LandStar, Magnet Field, Leica Captivate, Trimble Access',
			'meta_des' => 'phần mềm máy đo đạc, phần mềm GIS, phần mềm trút dữ liệu',
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)
$detailNews = array(
	'Post' => array(
		'id' => '721',
		'name' => 'Định vị công trình bằng máy toàn đạc điện tử',
		'code' => null,
		'alias' => 'dinh-vi-cong-trinh-bang-may-toan-dac-dien-tu',
		'cat_id' => '40',
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		'shortdes' => '<p style="margin: 0in 0in 15.6pt; text-align: justify; background-image: initial; background-position: initial; background-size: initial; background-repeat: initial; background-attachment: initial; background-origin: initial; background-clip: initial;">
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="color: rgb(51, 51, 51);">Định vị thi c&ocirc;ng c&ocirc;ng tr&igrave;nh l&agrave; c&ocirc;ng t&aacute;c trắc địa nhằm x&aacute;c định vị tr&iacute; mặt&nbsp;<span style="box-sizing: border-box; touch-action: manipulation; color: rgb(51, 72, 98);">bằng</span>&nbsp;của c&aacute;c điểm, c&aacute;c đường thẳng, c&aacute;c điểm chi tiết của c&ocirc;ng tr&igrave;nh x&acirc;y dựng tr&ecirc;n đất liền cũng như tr&ecirc;n mặt nước theo đ&uacute;ng thiết kế.</span></span></span><span style="font-size:11.5pt;
font-family:Montserrat;color:#333333"><o:p></o:p></span></p>
',
		'content' => '<h2>
	<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>I. T&igrave;m hiểu về định vị thi c&ocirc;ng c&ocirc;ng tr&igrave;nh&nbsp;</strong></span></span></span></h2>
<br />
<p>
	<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Định vị thi c&ocirc;ng c&ocirc;ng tr&igrave;nh l&agrave; c&ocirc;ng t&aacute;c trắc địa nhằm x&aacute;c định vị tr&iacute; mặt&nbsp;bằng&nbsp;của c&aacute;c điểm, c&aacute;c đường thẳng, c&aacute;c điểm chi tiết của c&ocirc;ng tr&igrave;nh x&acirc;y dựng tr&ecirc;n đất liền cũng như tr&ecirc;n mặt nước theo đ&uacute;ng thiết kế.<br />
	<br />
	Định vị c&ocirc;ng tr&igrave;nh bằng m&aacute;y to&agrave;n đạc c&oacute; thể hiểu l&agrave; thao t&aacute;c sử dụng m&aacute;y to&agrave;n đạc để khảo s&aacute;t, x&aacute;c định vị tr&iacute; tọa độ c&ocirc;ng tr&igrave;nh chi tiết, nhanh ch&oacute;ng v&agrave; ch&iacute;nh x&aacute;c. C&aacute;c kỹ sư sẽ nhập c&aacute;c tham số tr&ecirc;n bản vẽ v&agrave;o m&aacute;y. Sau đ&oacute;, c&aacute;c thuật to&aacute;n của m&aacute;y to&agrave;n đạc sẽ xử l&yacute; những số liệu n&agrave;y. Cuối c&ugrave;ng, m&aacute;y to&agrave;n đạc&nbsp;sẽ khảo s&aacute;t, x&aacute;c định chi tiết v&agrave; x&aacute;c thực những vị tr&iacute; điểm ra thực địa.&nbsp;<br />
	<br />
	Chỉ cần tr&iacute;ch xuất những vị tr&iacute; tọa độ ch&iacute;nh x&aacute;c điểm tr&ecirc;n bản vẽ sang&nbsp;<strong><a href="https://tracdiathanhdat.vn/may-toan-dac-dien-tu">m&aacute;y to&agrave;n đạc điện tử</a> , </strong>&nbsp;m&aacute;y sẽ xử l&yacute; c&aacute;c th&ocirc;ng số n&agrave;y. Sau đ&oacute;, m&aacute;y triển khai vị tr&iacute; những tim trục tr&ecirc;n bản đồ l&ecirc;n thực địa. Nhờ vậy, sẽ định vị được x&aacute;c thực tim trục của nền m&oacute;ng cho những bước thi c&ocirc;ng tiếp theo.</span></span></span></p>
<p style="text-align: center;">
	<br />
	<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/dinh-vi-cong-trinh-bang-may-toan-dac.jpg" style="width: 620px; height: 360px;" /></span></span></span></p>
<h2>
	<br />
	<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>II. Phương ph&aacute;p thực hiện định vị c&ocirc;ng tr&igrave;nh bằng m&aacute;y to&agrave;n đạc điện tử</strong></span></span></span></h2>
<p style="text-align: center;">
	<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">&nbsp; &nbsp; &nbsp;&nbsp;<img alt="" 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" style="height: 411px; width: 620px;" /></span></span></span></p>
<p style="text-align: center;">
	<em><span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">&nbsp; &nbsp; &nbsp;Bản vẽ mặt bằng mộtt nh&agrave; xưởng</span></span></span></em><br />
	&nbsp;</p>
<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Reference Line (Định ᴠị c&ocirc;ng tr&igrave;nh theo đường chuẩn l&agrave; đường thẳng): một đường chuẩn c&oacute; thể được х&aacute;c định bằng c&aacute;ch tham chiếu tới 1 đường thẳng gốc đ&atilde; biết.&nbsp;<br />
<br />
1. X&aacute;c định đường gốc<br />
<br />
Một đường gốc được gắn ᴠới 2 điểm gốc ᴠ&agrave; được х&aacute;c định theo 3 c&aacute;ch: Đo đến điểm gốc; Nhập toạ độ bằng taу; Gọi điểm từ bộ nhớ.<br />
<br />
a) Đo tới điểm gốc. Nhập t&ecirc;n điểm <strong>PtID</strong> ᴠ&agrave; đo bằng ph&iacute;m&nbsp;<br />
b) Với điểm gốc đ&atilde; biết toạ độ t&igrave;m kiếm điểm <strong>PtID</strong> trong bộ nhớ. Nhập toạ độ bằng taу. Hiển thị những điểm ѕẵn trong m&aacute;у.<br />
&nbsp; &nbsp; (1) Điểm gốc trang bị 1&nbsp;<br />
&nbsp; &nbsp; (2) Điểm gốc thứ hai.<br />
&nbsp; &nbsp; (3) Đường gốc.<br />
&nbsp; &nbsp; (4) Đường chuẩn.<br />
<br />
2. Dịch chuуển/Quaу đường gốc<br />
Đường gốc được dịch chuуển ѕong ѕong, chiều dọc, chiều đứng hoặc l&agrave; quaу. Tất cả c&aacute;c kết quả đo ѕau đ&oacute; ѕẽ ảnh hưởng đến đường chuẩn.<br />
&nbsp; &nbsp; <strong>BP</strong>: Điểm gốc.<br />
&nbsp; &nbsp; <strong>BL</strong>: Đường gốc.<br />
&nbsp; &nbsp; <strong>RP</strong>: Điểm chuẩn.<br />
&nbsp; &nbsp; <strong>RL</strong>: Đường chuẩn.<br />
&nbsp; &nbsp; <strong>Off</strong>: Dịch chuуển ѕong ѕong.<br />
&nbsp; &nbsp; <strong>L</strong>: Dịch chuуển theo chiều dọc.<br />
&nbsp; &nbsp; <strong>R</strong>: Th&ocirc;ng ѕố quaу.<br />
<br />
Nhập th&ocirc;ng ѕố: Sử dụng ph&iacute;m n&agrave;у để chuуển con trỏ đến trường th&ocirc;ng ѕố bắt buộc nhập.&nbsp;Ta c&oacute; thể nhập c&aacute;c th&ocirc;ng ѕố như ѕau:<br />
&nbsp; &nbsp; <strong>Offѕet</strong>: Dịch chuуển đường chuẩn ѕong ѕong ᴠề ph&iacute;a b&ecirc;n cần của đường gốc, ᴠ&agrave;o hướng của đường gốc (BP1-BP2).<br />
&nbsp; &nbsp; <strong>Line</strong>: Dịch chuуển đường chuẩn theo chiều dọc t&iacute;nh từ điểm gốc trước ti&ecirc;n theo hướng từ điểm gốc đầu ti&ecirc;n tới điểm gốc vật dụng hai.<br />
&nbsp; &nbsp; <strong>Rotate</strong>: Quaу đường chuẩn theo chiều kim đồng hồ хung quanh điểm gốc.<br />
&nbsp; &nbsp; <strong>Height</strong>: Đường chuẩn cao hơn đường gốc.<br />
&nbsp; &nbsp; <strong>Ref.Hgt:Point1:</strong> Ch&ecirc;nh cao ѕo ᴠới điểm gốc chuẩn nhất.<br />
&nbsp; &nbsp; <strong>Point 2</strong>: Ch&ecirc;nh cao ѕo ᴠới điểm gốc chuẩn hai.<br />
&nbsp; &nbsp; <strong>Interpolated:</strong> Ch&ecirc;nh cao dọc theo đường chuẩn.<br />
&nbsp; &nbsp; <strong>No height</strong>: Ch&ecirc;nh cao kh&ocirc;ng được t&iacute;nh to&aacute;n ᴠ&agrave; hiển thị.<br />
<br />
3. Tiến h&agrave;nh đo hoặc chuуển ѕang chế độ chuуển điểm bề ngo&agrave;i ra thực địa. Tiến h&agrave;nh đo đến điểm đ&iacute;ch. Chuуển ѕang chế độ chuуển điểm bề ngo&agrave;i ra thực địa.<br />
<br />
4. Ứng dụng tương trợ &ldquo;Line&amp;Offѕet&rdquo;:&nbsp;t&iacute;nh to&aacute;n ra ᴠị tr&iacute; của điểm đo ѕo ᴠới đường chuẩn bằng c&aacute;ch hiển thị c&aacute;c lệch dọc trục, lệch ngang, ch&ecirc;nh cao&hellip;<br />
&nbsp;</span></span></span><br />
<p style="box-sizing: border-box; margin-bottom: 1.3em; margin-top: 0px; color: rgb(66, 66, 66); font-family: Roboto, sans-serif; font-size: 15px; text-align: justify;">
	<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trắc đạc c&ocirc;ng tr&igrave;nh hay đo đạc c&ocirc;ng tr&igrave;nh l&agrave; khảo s&aacute;t v&agrave; khai triển bản vẽ thiết kế của c&ocirc;ng tr&igrave;nh ra thực địa, d&ugrave;ng cho thi c&ocirc;ng v&agrave; gi&aacute;m s&aacute;t x&acirc;y dựng c&ocirc;ng tr&igrave;nh đ&uacute;ng bản vẽ thiết kế. Quan trắc dịch chuyển của c&ocirc;ng tr&igrave;nh ra thực địa, chuy&ecirc;n dụng cho thi c&ocirc;ng v&agrave; gi&aacute;m s&aacute;t x&acirc;y dựng c&ocirc;ng tr&igrave;nh đ&uacute;ng bản vẽ thiết kế. C&ocirc;ng cụ đo bằng những mẫu m&aacute;y đo đạc như m&aacute;y kinh vĩ, m&aacute;y thủy b&igrave;nh,m&aacute;y đo khoảng c&aacute;ch laser, m&aacute;y to&agrave;n đạc điện tử&nbsp;&hellip;&nbsp;</span></span></span></p>
<p style="box-sizing: border-box; margin-bottom: 1.3em; margin-top: 0px; color: rgb(66, 66, 66); font-family: Roboto, sans-serif; font-size: 15px; text-align: justify;">
	<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Nhiệm vụ chủ đạo của c&ocirc;ng t&aacute;c trắc địa trong x&acirc;y dựng l&agrave; đảm bảo cho c&ocirc;ng tr&igrave;nh được x&acirc;y dựng đ&uacute;ng k&iacute;ch thước h&igrave;nh học v&agrave; đ&uacute;ng vị tr&iacute; thiết kế. Chỉ khi hai y&ecirc;u cầu n&agrave;y được đ&aacute;p ứng th&igrave; c&ocirc;ng tr&igrave;nh mới mang thể vận h&agrave;nh an to&agrave;n.&nbsp;</span></span></span></p>
<h2 style="box-sizing: border-box; margin-bottom: 1.3em; margin-top: 0px; color: rgb(66, 66, 66); font-family: Roboto, sans-serif; font-size: 15px; text-align: justify;">
	<span style="font-weight: var(--h2_typography-font-weight); font-family: tahoma, geneva, sans-serif; font-size: 14px; color: rgb(0, 0, 0);">III. Những thiết bị được sử dụng trong định vị thi c&ocirc;ng c&ocirc;ng tr&igrave;nh</span></h2>
<ul style="box-sizing: border-box; color: rgb(73, 73, 73); font-family: &quot;Open Sans&quot;, Arial, Helvetica, sans-serif; font-size: 15px;">
	<li style="box-sizing: border-box;">
		<span style="color:#ff0000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><a href="https://tracdiathanhdat.vn/may-thuy-binh-tu-dong"><strong>M&aacute;y thủy b&igrave;nh tự động, m&aacute;y thủy b&igrave;nh điện tử</strong></a></span></span></span><span style="color:#000080;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">:</span></span></span><span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> X&aacute;c định cao độ, dẫn mốc cao độ, đo ch&ecirc;nh cao, quan trắc l&uacute;n&hellip;</span></span></span></li>
</ul>
<ul style="box-sizing: border-box; color: rgb(73, 73, 73); font-family: &quot;Open Sans&quot;, Arial, Helvetica, sans-serif; font-size: 15px;">
	<li style="box-sizing: border-box;">
		<span style="color:#000080;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="box-sizing: border-box; font-weight: bolder;"><a href="https://tracdiathanhdat.vn/may-toan-dac-dien-tu">M&aacute;y to&agrave;n đạc điện tử</a></span></span></span></span><span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="box-sizing: border-box; font-weight: bolder;">:</span>&nbsp;Bố tr&iacute; tr&iacute; tọa độ thiết kế ra thực địa; t&iacute;nh to&aacute;n khoảng c&aacute;ch ngang, đứng, g&oacute;c phương vị của đường, tọa độ điểm, diện t&iacute;ch v&agrave; bố tr&iacute; đường thẳng, đường cong; dẫn lưới lập mốc đường chuyền&hellip;</span></span></span></li>
</ul>
<ul style="box-sizing: border-box; color: rgb(73, 73, 73); font-family: &quot;Open Sans&quot;, Arial, Helvetica, sans-serif; font-size: 15px;">
	<li style="box-sizing: border-box;">
		<span style="color:#000080;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="box-sizing: border-box; font-weight: bolder;"><a href="https://tracdiathanhdat.vn/may-dinh-vi-ve-tinh-gps-2-tan-so-rtk">M&aacute;y định vị GNSS</a></span></span></span></span><span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="box-sizing: border-box; font-weight: bolder;">:</span>&nbsp;Khảo s&aacute;t th&agrave;nh lập lưới khống chế tọa độ; bố tr&iacute; điểm phục vụ cho c&ocirc;ng t&aacute;c chuyển điểm thiết kế ra thực địa; giao hội, bố tr&iacute; đường cong, t&iacute;nh diện t&iacute;ch&hellip;</span></span></span></li>
</ul>
<p style="box-sizing: border-box; margin-bottom: 1.3em; margin-top: 0px; color: rgb(66, 66, 66); font-family: Roboto, sans-serif; font-size: 15px; text-align: center;">
	<span style="color:#000000;"><img alt="" src="/admin/webroot/upload/image/images/Banner (665 × 295 px) (31).png" style="width: 665px; height: 295px;" /></span></p>
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		'title_seo' => 'tin tức trắc địa, cập nhật xu hướng đo đạc mới, công nghệ đo đạc, thiết bị đo đạc hiện đại, mẹo kỹ thuật trắc địa, sai số đo đạc, hệ tọa độ VN-2000, GNSS, RTK, GPS trắc địa, phần mềm trắc địa, phần mềm GIS, SurPad, LandStar, Magnet Field, Leica Captivate, Trimble Access',
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	'id' => '1',
	'name' => 'Công ty CP Công nghệ và Thương mại Thành Đạt',
	'title' => 'Chuyên phân phối máy đo đạc, trắc địa: Máy GPS RTK, máy thủy bình, máy toàn đạc, máy scanner, UAV chính hãng (LEICA, TOPCON, NIKON, TRIMPLE, SOKKIA, DJI, PENTAX, GARMIN,...)',
	'address_eng' => '',
	'address' => '<p>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong><u>Văn ph&ograve;ng</u></strong></span></span><span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">: Số 157&nbsp;Đặng Văn Ngữ, Phường Kim Li&ecirc;n, H&agrave; Nội</span></span></p>
<p>
	<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">MST:<strong><a href="javascript: void(0)" style="font-size:11px;"><span style="color:#ffffff;"> 0103764857 </span></a></strong>do Sở KHĐT TP. H&agrave; Nội cấp ng&agrave;y 28-04-2009<br />
	Điện thoại:&nbsp;<a href="javascript: void(0)" style="font-family: tahoma, geneva, sans-serif;font-size:11px;"><span style="color: rgb(255, 255, 255);"><strong style="font-family: arial, helvetica, sans-serif;">(</strong><strong style="font-family: arial, helvetica, sans-serif;">024) 3776 4930</strong></span></a></span></span></p>
<div>
	<p>
		<strong style="font-size: 14px; font-family: tahoma, geneva, sans-serif;"><u>Cửa h&agrave;ng</u></strong><span style="font-size: 14px; font-family: tahoma, geneva, sans-serif;">:</span></p>
</div>
<p>
	<span style="font-family: tahoma, geneva, sans-serif;">- <span style="font-size:12px;">Số <strong><span style="font-size:14px;">145 </span></strong></span></span><span style="font-size:12px;"><span style="font-family: tahoma, geneva, sans-serif;">L&aacute;ng Hạ, Phường L&aacute;ng Hạ, H&agrave; Nội</span></span></p>
<p>
	<span style="font-size:12px;"><span style="font-family: tahoma, geneva, sans-serif;">- Số 5/161 Nguyễn Tu&acirc;n, Phường Thanh Xu&acirc;n, H&agrave; Nội</span></span><br />
	<br />
	&nbsp;</p>
',
	'contactinfo_eng' => '',
	'taikhoan' => '<strong><span style="color:#04529a;">Số T&agrave;i&nbsp; khoản c&aacute;c ng&acirc;n h&agrave;ng của c&ocirc;ng ty T&acirc;n &Aacute;</span></strong><br />
<br />
1. 13022-0506-5430 - Nguyễn Văn Hiệu - Agribank - CN Trung Y&ecirc;n, HN<br />
2. 0011-00404-0367 - Nguyễn Văn Hiệu - Vietcombank - CN Sở Giao dịch, HN<br />
3. 711A-6202-9713 - Nguyễn Văn Hiệu - Vietinbank - CN Thanh Xu&acirc;n, HN<br />
4. 190-256-018-210-13 - Nguyễn Văn Hiệu - Techcombank, H&agrave; Nội<br />
5. 1231-0000-368-767 - Nguyễn Văn Hiệu - BIDV CN Quang Trung, H&agrave; Nội',
	'contactinfo' => '<div dir="rtl" style="text-align: left;">
	<u style="font-family: tahoma, geneva, sans-serif; font-size: 14px;"><strong>Văn Ph&ograve;ng</strong></u></div>
<div style="">
	<br />
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Địa chỉ:&nbsp; Số 157 Đặng Văn Ngữ, Phường Kim Li&ecirc;n, H&agrave; Nội, Việt Nam<br />
	Tel:&nbsp; &nbsp; &nbsp; &nbsp; (024) 3776 4930 &nbsp; &nbsp;<br />
	Fax:&nbsp; &nbsp; &nbsp; &nbsp;(024) 3776 5908<br />
	Email:&nbsp; &nbsp; thanhdatsurvey.JSC@gmail.com/ tracdiathanhdat@gmail.com<br />
	Hotline:&nbsp; <strong>0913 051 734</strong><br />
	<br />
	<strong><u>C</u></strong><strong><u>ửa h&agrave;ng</u></strong></span></span><br />
	<br />
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">- Số 145 L&aacute;ng Hạ, Phường L&aacute;ng Hạ, H&agrave; Nội</span></span><br />
	<img alt="" src="data:image/png;base64,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" style="height: 12px; width: 16px;" /><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">&nbsp;<strong>0942 288 388</strong></span><br />
	&nbsp;</div>
<div style="">
	<span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">- Số 5/161 Nguyễn Tu&acirc;n, Phường Thanh Xu&acirc;n, H&agrave; Nội</span></div>
<div style="">
	<img alt="" src="data:image/png;base64,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" style="height: 12px; width: 16px;" /><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">&nbsp;<strong>0949 322 456</strong></span></div>
<div style="">
	<br />
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong><u>VPĐD tại Tp. Hồ Ch&iacute; Minh</u></strong><br />
	<br />
	- 1/56 Nguyễn Th&aacute;i Sơn, Phường Hạnh Th&ocirc;ng, Hồ Ch&iacute; Minh</span></span><br />
	<img alt="" src="data:image/png;base64,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" style="height: 12px; width: 16px;" /><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">&nbsp;<strong>0904 925 936</strong></span></div>
',
	'telephone' => '01659 014592',
	'hotline' => '0913051734',
	'email' => 'tracdiathanhdat@yahoo.com',
	'url' => '',
	'meta_key' => 'Leica Geosystems, Máy RTK, máy định vị GPS, GNSS, vngeonet, máy laser, thước đo, Yamayo, máy toàn đạc điện tử, máy toàn đạc robotic, máy toàn đạc tự động, Leica, Sokkia, Nikon, Trimple, Nikon, Spectra, Topcon, ống nhòm, máy bộ đàm, thước đo Yamayo, Máy toàn đạc điện tử, Máy toàn đạc Leica, Máy toàn đạc Sokkia, máy toàn đạc Nikon, Máy toàn đạc Geomax,	Máy toàn đạc Topcon, Máy toàn đạc Trimble, Máy thủy bình tự động, Máy thủy bình leica, Máy thủy bình sokkia, Máy thủy bình Nikon, Máy thủy bình Topcon, Máy thủy bình pentax, Máy thủy bình điện tử, Máy cân bằng laser, Máy kinh vĩ nikon, Máy kinh vĩ Topcon, Máy kinh vĩ sokkia, Máy kinh vĩ geomax, Máy cân bằng laser sabaru, Máy cân bằng laser sincon, Máy cân bằng laser fukuda, Máy cân bằng laser acuza, Máy đo khoảng cách laser leica, Máy đo khoảng cách laser sincon, Máy đo khoảng cách laser bosch, Máy định vị gps 2 tần, Máy định vị gps cầm tay, Máy đo sâu, Máy bộ đàm, Phụ kiện trắc địa, Máy định vị GPS RTK GNSS, Máy định vị GPS RTK Trimble, Máy định vị GPS RTK Sokkia, Máy định vị GPS RTK Sanding, Máy định vị GPS RTK CHC, Máy định vị GPS RTK Comnav, Máy định vị GPS RTK Efix, Máy định vị GPS RTK FOIF, Máy định vị GPS RTK Geomax, Máy định vị GPS RTK Topcon, Máy định vị GPS RTK Nikon, Máy định vị GPS RTK South, Máy định vị GPS RTK Ruide, Máy định vị GPS RTK Kolida, Máy định vị GPS RTK Leica, máy định vị điểm, đo đạc, khảo sát, bản đồ, RINEX, CORS, ',
	'meta_des' => 'Chuyên cung cấp máy định vị vệ tinh GNSS RTK, máy thủy bình, máy toàn đạc, máy laser, máy GPS cầm tay, UAV, ống nhòm (LEICA, TOPCON, NIKON, TRIMPLE, SOKKIA, DJI, PENTAX, GARMIN,...). Uy tín, chất lượng, giá tốt hàng đầu tại Việt Nam!',
	'created' => '2012-06-05',
	'modified' => '1769758152',
	'youtube' => 'http://youtube.com',
	'twitter' => 'https://twitter.com/',
	'myspace' => 'https://myspace.com/',
	'facebook' => 'https://www.facebook.com/thanhdatsurvey.jsc/',
	'email2' => 'duycuong7640',
	'skype' => 'hothihuyen.hn',
	'yahoo' => 'duycuong7640',
	'yahoo1' => 'duycuong7640',
	'content' => 'Thanks for your interest in Vn Discoverytours. For a fast response, please submit this basic Quick Enquiry form below by clicking &ldquo;Submit&rdquo;, and we&rsquo;ll get back to you by e-mail within 12 to 24 hours (in working days). For urgent booking, call us at +84 974 839 873',
	'video' => '<iframe width="1280" height="720" src="https://www.youtube.com/embed/mR4kOuAkEtY" title="YouTube video player" frameborder="0" allow="accelerometer; autoplay; clipboard-write; encrypted-media; gyroscope; picture-in-picture" allowfullscreen></iframe>',
	'slogan' => 'trung tâm sửa chữa và bảo hành máy giặt electrolux',
	'slogan_eng' => '',
	'printer' => '',
	'googleplus' => '',
	'bando' => '<p>
	<iframe allowfullscreen="" frameborder="0" height="410" src="https://www.google.com/maps/embed?pb=!1m18!1m12!1m3!1d1680.2372398112452!2d105.81212934716025!3d21.01437303922492!2m3!1f0!2f0!3f0!3m2!1i1024!2i768!4f13.1!3m3!1m2!1s0x3135ab63b645b665%3A0xa6797ac6008687bf!2zQ-G7rWEgSMOgbmcgVHLhuq9jIMSQ4buLYQ!5e0!3m2!1svi!2s!4v1449908805279" style="border:0" width="600"></iframe></p>
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	'gioithieu' => '<p style="text-align: center;">
	<img alt="" src="/admin/webroot/upload/image/images/gioithieu.png" /></p>
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	'thongtincongty' => 'Sửa máy lạnh tại nhà
Sửa máy lạnh tại HCM
Sửa tủ lạnh
Bơm ga máy lạnh ',
	'trogiupkh' => 'Tai nghe Iphone
Sua may tinh tai nha
Máy Ozone Z755',
	'dichvuft' => 'Sửa máy lạnh
Bảo dưỡng máy lạnh
Vệ sinh máy lạnh
Lắp đặt máy lạnh',
	'bb' => '',
	'zing' => '',
	'hotline2' => '0912 35 65 75',
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	'theh1' => 'thanhdatsurvey.JSC',
	'hanoi' => '<div>
	<strong>C&Ocirc;NG TY CỔ PHẦN THƯƠNG MẠI HMH VIỆT NAM</strong></div>
<div>
	<strong>Địa chỉ</strong> &nbsp;: Số 51 - Trần Duy Hưng, Trung H&ograve;a, Cầu Giấy, H&agrave; Nội</div>
<div>
	<strong>Điện thoại </strong>: (04) 3641.7498 - <strong>Fax</strong>: (04) 3543.0479</div>
<div>
	<strong>Email </strong>: info@ifes.vn</div>
',
	'tphcm' => '<div>
	<strong>C&Ocirc;NG TY CỔ PHẦN THƯƠNG MẠI HMH VIỆT NAM</strong></div>
<div>
	<strong>Địa chỉ</strong>&nbsp;&nbsp;: Số 51 - Trần Duy Hưng, Trung H&ograve;a, Cầu Giấy, H&agrave; Nội</div>
<div>
	<strong>Điện thoại&nbsp;</strong>: (04) 3641.7498 -&nbsp;<strong>Fax</strong>: (04) 3543.0479</div>
<div>
	<strong>Email&nbsp;</strong>: info@ifes.vn</div>
',
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	'bandohaiphong' => '<iframe frameborder="0" height="450" src="https://www.google.com/maps/embed?pb=!1m14!1m8!1m3!1d3724.958946511035!2d105.8172709!3d20.9942827!3m2!1i1024!2i768!4f13.1!3m3!1m2!1s0x3135ac91e206c757%3A0xf0f7a088bc4c72a2!2zMTg2IEtoxrDGoW5nIFRydW5nLCBUaGFuaCBYdcOibiwgSMOgIE7hu5lpLCBWaeG7h3QgTmFt!5e0!3m2!1svi!2s!4v1419913280809" style="border:0" width="600"></iframe>',
	'gt' => '<p style="text-align: justify;">
	<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">L&agrave; c&ocirc;ng ty chuy&ecirc;n nhập khẩu,&nbsp;cung cấp v&agrave; chuyển giao c&ocirc;ng nghệ c&aacute;c loại m&aacute;y đo đạc,&nbsp;trắc địa phục vụ khảo s&aacute;t thiết kế, x&acirc;y dựng v&agrave; đo vẽ bản đồ của c&aacute;c h&atilde;ng nổi tiếng tr&ecirc;n thế giới như: LEICA, TOPCON, NIKON, PENTAX, SOKKIA, GLUNZ, TRIMPLE, SPECTRA, GEOMAX, GARMIN..., ch&uacute;ng t&ocirc;i cam kết mang tới cho kh&aacute;ch h&agrave;ng những sản phẩm ch&iacute;nh h&atilde;ng chất lượng tốt nhất, gi&aacute; cả hợp l&yacute;, hỗ trợ tư vấn, chuyển giao c&ocirc;ng nghệ miễn ph&iacute;, dịch vụ chăm s&oacute;c kh&aacute;ch h&agrave;ng tận t&acirc;m 24/7!&nbsp; </span><br />
	<br />
	<span style="font-family: tahoma, geneva, sans-serif;">Với hơn 20 năm kinh nghiệm c&ugrave;ng</span>&nbsp;<span style="font-family: tahoma, geneva, sans-serif;">đội ngũ nh&acirc;n vi&ecirc;n, kỹ thuật vi&ecirc;n năng động, c&oacute; tr&igrave;nh độ cao ch&uacute;ng t&ocirc;i&nbsp;tự h&agrave;o v&agrave; tin tưởng Qu&yacute; kh&aacute;ch h&agrave;ng sẽ h&agrave;i l&ograve;ng khi sử dụng c&aacute;c sản phẩm v&agrave; dịch vụ do ch&uacute;ng t&ocirc;i cung cấp!</span></span><br />
	&nbsp;</p>
<div style="text-align: justify;">
	<span style="color:#ff9966;"><span style="font-family:comic sans ms,cursive;"><span style="font-size:14px;"><strong style="font-family: tahoma, geneva, sans-serif;">Hỗ trợ 24/7:</strong>&nbsp;<strong>0942 288 388/</strong></span><span style="font-size: 14px;"><strong>0949 322 456</strong>&nbsp;(Zalo)&nbsp;</span></span></span></div>
',
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			'name' => 'Hướng dẫn mua hàng',
			'code' => null,
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			'cat_id' => '4',
			'price' => '0',
			'type' => 'new',
			'shortdes' => '',
			'content' => '<p>
	<span style="color:#000000;"><b><span style="font-size: 10.5pt; line-height: 107%; font-family: Verdana, sans-serif;">Cảm ơn Qu&yacute; kh&aacute;ch đ&atilde; tin tưởng lựa chọn sản phẩm v&agrave; dịch vụ vủa ch&uacute;ng t&ocirc;i!</span></b><br />
	<span style="font-size: 10.5pt; line-height: 107%; font-family: Tahoma, sans-serif;"> </span></span><span style="font-size: 10.5pt; line-height: 107%; font-family: Tahoma, sans-serif;"><!--[if !supportLineBreakNewLine]--><!--[endif]--></span></p>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="line-height: 107%;"><!--[if !supportLineBreakNewLine]--><!--[endif]--></span></span></span>
<p>
	<br />
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="color:#000000;">Qu&yacute; kh&aacute;ch c&oacute; thể mua h&agrave;ng theo những c&aacute;ch sau:</span></span></span><br />
	&nbsp;</p>
<p>
	<span style="color: rgb(0, 0, 0); font-size: 14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>1. C&aacute;ch 1: </strong>Đặt h&agrave;ng trực tiếp tại mục ĐẶT H&Agrave;NG (Th&ecirc;m v&agrave;o giỏ h&agrave;ng) tr&ecirc;n website:&nbsp;</span></span><span style="font-size: 14px;"><span style="font-family:tahoma,geneva,sans-serif;"><a href="https://maytracdiasaoviet.vn/" target="_blank"><span style="color:#000000;">https://tracdiathanhdat.vn/</span></a></span></span><span style="color: rgb(0, 0, 0); font-size: 14px;"><span style="font-family:tahoma,geneva,sans-serif;">.</span></span></p>
<p>
	<br />
	<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Ngay&nbsp;sau khi tiếp nhận th&ocirc;ng tin đặt h&agrave;ng, nh&acirc;n vi&ecirc;n kinh doanh c&ocirc;ng ty sẽ gọi điện cho qu&yacute; kh&aacute;ch để x&aacute;c nhận đơn h&agrave;ng v&agrave; tiến h&agrave;nh giao h&agrave;ng cho qu&yacute; kh&aacute;ch ngay trong ng&agrave;y.</span></span></span></p>
<br />
<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>2. C&aacute;ch 2: </strong>Đặt h&agrave;ng trực tiếp qua số hotline của c&ocirc;ng ty&nbsp;<br />
<br />
&ndash; Tại trụ sở H&agrave; Nội:&nbsp;<strong>0913 051 734&nbsp;</strong></span></span></span><span style="color: rgb(0, 0, 0); font-family: tahoma, geneva, sans-serif; font-size: 14px;">(Zalo/Call)</span><br />
<br />
<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">&ndash; Tại VPGD Hồ Ch&iacute; Minh:<strong>&nbsp;0904 925 936&nbsp;</strong></span></span></span><span style="color: rgb(0, 0, 0); font-family: tahoma, geneva, sans-serif; font-size: 14px;">(Zalo/Call)</span><br />
<br />
<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>3. C&aacute;ch 3:&nbsp;</strong>Qu&yacute; kh&aacute;ch mua h&agrave;ng trực tiếp tại địa chỉ sau:<br />
<br />
<strong>C&Ocirc;NG TY CP C&Ocirc;NG NGHỆ V&Agrave; THƯƠNG MẠI TH&Agrave;NH ĐẠT</strong></span></span></span><br />
<div style="margin: 0px; padding: 0px; color: rgb(0, 0, 0); font-family: arial; font-size: 13px; text-align: justify;">
	<br style="margin: 0px; padding: 0px;" />
	<span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">- 145 L&aacute;ng Hạ, Đống Đa, H&agrave; Nội</span><br />
	<br />
	<span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">- 5/161 Nguyễn Tu&acirc;n, Thanh Xu&acirc;n, H&agrave; Nội</span></div>
<div style="margin: 0px; padding: 0px; color: rgb(0, 0, 0); font-family: arial; font-size: 13px; text-align: justify;">
	&nbsp;</div>
<div style="margin: 0px; padding: 0px; color: rgb(0, 0, 0); font-family: arial; font-size: 13px; text-align: justify;">
	<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="margin: 0px; padding: 0px;"><span style="margin: 0px; padding: 0px;">- 1/56 Nguyễn Th&aacute;i Sơn, Phường 3, Quận G&ograve; Vấp, Hồ Ch&iacute; Minh</span></span><br style="margin: 0px; padding: 0px;" />
	<br />
	Rất mong được hợp t&aacute;c với Qu&yacute; kh&aacute;ch h&agrave;ng tr&ecirc;n cả nước.<br />
	<br />
	Tr&acirc;n trọng!</span></span></span></div>
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			'cat_id' => '4',
			'price' => '0',
			'type' => 'new',
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			'content' => '<p style="margin: 0px 0px 1.3em; padding: 0px; text-align: justify; box-sizing: border-box; color: rgb(66, 66, 66); font-family: Roboto, sans-serif; font-size: 16px;">
	<span style="color:#000000;"><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif; font-size: 14px;"><b><span style="font-size: 10.5pt; line-height: 107%; font-family: Verdana, sans-serif;">Cảm ơn Qu&yacute; kh&aacute;ch đ&atilde; tin tưởng lựa chọn sản phẩm v&agrave; dịch vụ vủa ch&uacute;ng t&ocirc;i!</span></b><br />
	<br />
	<span style="font-size: 10.5pt; line-height: 107%; font-family: Tahoma, sans-serif;"> <!--[if !supportLineBreakNewLine]--><!--[endif]--></span>&nbsp;</span><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif; font-size: 14px;">Ch&uacute;ng t&ocirc;i c</span><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">hấp nhận c&aacute;c h&igrave;nh thức thanh to&aacute;n bằng tiền mặt, chuyển khoản theo đ&uacute;ng quy định ph&aacute;p luật.&nbsp;</span></span></p>
<p style="margin: 0px 0px 1.3em; padding: 0px; box-sizing: border-box; color: rgb(66, 66, 66); font-family: Roboto, sans-serif; font-size: 16px;">
	<img alt="" src="/admin/webroot/upload/image/images/Thiết kế chưa có tên (22).png" style="width: 320px; height: 183px;" /></p>
<p style="margin: 0px 0px 1.3em; padding: 0px; text-align: justify; box-sizing: border-box; color: rgb(66, 66, 66); font-family: Roboto, sans-serif; font-size: 16px;">
	<span style="color:#000000;"><span style="margin: 0px; padding: 0px; font-size: 14px;"><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;">Qu&yacute; kh&aacute;ch c&oacute; thể chọn c&aacute;c phương thức thanh to&aacute;n sau đ&acirc;y:</span></span><br />
	<br />
	<strong><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">I. Thanh to&aacute;n trực tiếp tại cửa h&agrave;ng<br />
	<br />
	II. Thanh to&aacute;n qua h&igrave;nh thức chuyển khoản</span></strong><br />
	<br />
	<span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">Th&ocirc;ng tin t&agrave;i khoản:</span></span></p>
<p style="margin: 0px 0px 1.3em; padding: 0px; box-sizing: border-box; color: rgb(66, 66, 66); font-family: Roboto, sans-serif; font-size: 16px;">
	<strong style="color: rgb(0, 0, 0); margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif; font-size: 14px; text-align: justify;"><em>Chủ t&agrave;i khoản</em>: C&Ocirc;NG TY CP C&Ocirc;NG NGHỆ V&Agrave; THƯƠNG MẠI TH&Agrave;NH ĐẠT</strong></p>
<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><em style="margin: 0px; padding: 0px;"><strong>Số t&agrave;i khoản</strong></em><em style="margin: 0px; padding: 0px;">: <strong>0611001648635</strong> tại Ng&acirc;n h&agrave;ng TMCP Ngoại thương Việt Nam, chi nh&aacute;nh Ba Đ&igrave;nh<br />
<br />
<strong>Nội dung chuyển khoản</strong>: T&ecirc;n c&ocirc;ng ty - Th&ocirc;ng tin sản phẩm đ&atilde; mua &ndash; Số điện thoại người chuyển tiền</em></span></span></span><br />
<br />
<p style="margin: 0px 0px 1.3em; padding: 0px; text-align: justify; box-sizing: border-box; color: rgb(66, 66, 66); font-family: Roboto, sans-serif; font-size: 16px;">
	<span style="color:#000000;"><span style="margin: 0px; padding: 0px; font-size: 14px;"><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;">Sau khi chuyển khoản h&atilde;y th&ocirc;ng b&aacute;o lại cho ch&uacute;ng t&ocirc;i để ch&uacute;ng t&ocirc;i kiểm tra v&agrave; x&aacute;c nhận lại cho Qu&yacute; kh&aacute;ch.</span></span><br />
	<br />
	<strong><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">III. Thanh to&aacute;n khi nh&acirc;n vi&ecirc;n đến giao nhận h&agrave;ng</span></strong></span></p>
<p style="margin: 0px 0px 1.3em; padding: 0px; text-align: justify; box-sizing: border-box; color: rgb(66, 66, 66);">
	<span style="color:#000000;"><font face="tahoma, geneva, sans-serif"><span style="font-size: 14px;">Qu&yacute; kh&aacute;ch h&agrave;ng thanh to&aacute;n trực tiếp bằng tiền mặt cho nh&acirc;n vi&ecirc;n giao h&agrave;ng của ch&uacute;ng t&ocirc;i ngay khi kiểm tra v&agrave; nhận h&agrave;ng.<br />
	<br />
	Mọi phản hồi v&agrave; thắc mắc về việc thanh to&aacute;n, Qu&yacute; kh&aacute;ch li&ecirc;n hệ <strong>0942 288 388</strong>&nbsp;để được tư vấn.</span></font><br />
	<br />
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tr&acirc;n trọng!</span></span></span></p>
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			'title_seo' => 'Trắc địa Thành Đạt - nơi cung cấp các loại máy móc ngành đo đạc',
			'meta_key' => 'Máy toàn đạc, máy thủy chuẩn, máy kinh vĩ, máy laser, máy GPS, máy RTK,...',
			'meta_des' => 'Trắc địa Thành Đạt chuyên cung cấp các máy toàn đạc, máy GNSS RTK, máy thủy bình, UAV, máy kinh vĩ, phụ kiện trắc địathiết bị máy trắc địa chất lượng cao, giá tốt nhất, hỗ trợ tư vấn 24/7, chuyển giao công nghệ tận chân công trình!',
			'created' => '2015-12-02',
			'modified' => '2025-10-29',
			'slug' => 'chinh-sach-ban-hang-1',
			'cate' => '4',
			'link' => 'dich-vu',
			'name_eng' => 'Sales Policy',
			'name_tq' => '',
			'type' => 'new',
			'hot' => '0',
			'content' => '',
			'display' => '0',
			'content_eng' => null
		)
	),
	(int) 2 => array(
		'Post' => array(
			'id' => '587',
			'name' => 'Chính sách vận chuyển',
			'code' => null,
			'alias' => 'chinh-sach-van-chuyen',
			'cat_id' => '4',
			'price' => '0',
			'type' => 'new',
			'shortdes' => '',
			'content' => '<div>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong><span style="font-family:verdana,geneva,sans-serif;">Cảm ơn Qu&yacute; kh&aacute;ch đ&atilde; tin tưởng lựa chọn sản phẩm v&agrave; dịch vụ vủa ch&uacute;ng t&ocirc;i!</span></strong><br />
	<br />
	Ch&uacute;ng t&ocirc;i hỗ trợ giao h&agrave;ng to&agrave;n quốc cho Qu&yacute; kh&aacute;ch mua h&agrave;ng tại hệ thống cửa h&agrave;ng của ch&uacute;ng t&ocirc;i.</span></span><br />
	&nbsp;</div>
<div>
	<p style="margin: 0in 0in 7.5pt; padding: 0px; color: rgb(51, 51, 51); font-family: arial; font-size: 13px; text-align: justify; background-image: initial; background-position: initial; background-size: initial; background-repeat: initial; background-attachment: initial; background-origin: initial; background-clip: initial;">
		<span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;"><span style="margin: 0px; padding: 0px; font-size: 14px;">Sau khi nhận được th&ocirc;ng tin đặt h&agrave;ng ch&uacute;ng t&ocirc;i sẽ lập tức xử l&yacute; đơn h&agrave;ng v&agrave; phản hồi lại th&ocirc;ng tin cho kh&aacute;ch h&agrave;ng về việc thanh to&aacute;n v&agrave; giao nhận.<br />
		<br />
		<strong>&gt; Thời gian giao h&agrave;ng&nbsp;</strong><br />
		<br />
		- Trong v&ograve;ng 24 giờ&nbsp;nếu địa điểm giao h&agrave;ng&nbsp;<b style="color: rgb(74, 74, 74); box-sizing: border-box;">&le; 20 km</b>&nbsp;t&iacute;nh từ cửa h&agrave;ng của ch&uacute;ng t&ocirc;i.</span></span></p>
	<p style="margin-top: 0in; background-image: initial; background-position: initial; background-size: initial; background-repeat: initial; background-attachment: initial; background-origin: initial; background-clip: initial; box-sizing: border-box; margin-bottom: 1rem;">
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">-&nbsp;Trong v&ograve;ng 1-2 ng&agrave;y&nbsp;nếu địa điểm giao h&agrave;ng nằm trong phạm vi&nbsp;<b style="box-sizing: border-box">50 - 100 km</b>&nbsp;</span></span><span style="font-family: Arial, sans-serif;"><o:p></o:p></span><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">t&iacute;nh từ cửa h&agrave;ng của ch&uacute;ng t&ocirc;i.<br />
		<br />
		-&nbsp;Trong v&ograve;ng 3-5 ng&agrave;y</span></span><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">&nbsp;nếu địa điểm giao h&agrave;ng từ <strong>20</strong></span><b style="font-family: tahoma, geneva, sans-serif; font-size: 14px; box-sizing: border-box;">0 km</b><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">&nbsp;trở l&ecirc;n&nbsp;</span><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">t&iacute;nh từ cửa h&agrave;ng của ch&uacute;ng t&ocirc;i.</span></p>
	<p style="margin-top: 0in; background-image: initial; background-position: initial; background-size: initial; background-repeat: initial; background-attachment: initial; background-origin: initial; background-clip: initial; box-sizing: border-box; margin-bottom: 1rem;">
		<span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">Trước khi vận chuyển, bộ phận giao nhận sẽ li&ecirc;n lạc với Qu&yacute; kh&aacute;ch h&agrave;ng để x&aacute;c nhận khoảng thời gian v&agrave; địa điểm giao h&agrave;ng cụ thể.</span></p>
	<p style="margin-top: 0in; background-image: initial; background-position: initial; background-size: initial; background-repeat: initial; background-attachment: initial; background-origin: initial; background-clip: initial; box-sizing: border-box; margin-bottom: 1rem;">
		<strong style="font-family: tahoma, geneva, sans-serif; font-size: 14px; text-align: justify;">&gt; Ph&iacute; vận chuyển</strong><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px; text-align: justify;"> sẽ được t&iacute;nh theo từng gi&aacute; trị đơn h&agrave;ng v&agrave; được thoả thuận giữa hai b&ecirc;n ngay trước khi giao h&agrave;ng.&nbsp;</span></p>
	<p style="margin: 0in 0in 7.5pt; padding: 0px; color: rgb(51, 51, 51); font-family: arial; font-size: 13px; text-align: justify; background-image: initial; background-position: initial; background-size: initial; background-repeat: initial; background-attachment: initial; background-origin: initial; background-clip: initial;">
		<span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;"><span style="margin: 0px; padding: 0px; font-size: 14px;"><span style="margin: 0px; padding: 0px;">Mọi thắc mắc li&ecirc;n quan đến việc giao h&agrave;ng, Qu&yacute; kh&aacute;ch h&agrave;ng li&ecirc;n hệ số điện thoại&nbsp;<strong>0942 288 388</strong>&nbsp;để được giải đ&aacute;p v&agrave; giải quyết kịp thời.<br />
		<br />
		Tr&acirc;n trọng!</span></span></span></p>
</div>
',
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			'hot' => '1',
			'saleoff' => null,
			'title_seo' => 'Trắc địa Thành Đạt',
			'meta_key' => 'Chuyên cung cấp máy định vị vệ tinh GPS RTK, máy thủy bình, máy toàn đạc điện tử, UAV, ống nhòm, máy định vị GPS cầm tay, ... chính hãng, uy tín, giá tốt hàng đầu tại Việt Nam! Hotline: 0913051734!',
			'meta_des' => 'Chuyên cung cấp máy định vị vệ tinh GPS RTK, máy thủy bình, máy toàn đạc điện tử, UAV, ống nhòm, máy định vị GPS cầm tay, ... chính hãng, uy tín, giá tốt hàng đầu tại Việt Nam! Hotline: 0913051734!',
			'created' => '2021-04-07',
			'modified' => '2026-02-01',
			'status' => '1',
			'view' => '3322',
			'slug' => 'chinh-sach-van-chuyen',
			'name_eng' => '',
			'shortdes_eng' => '',
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			'namdi' => null,
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			'thoigiandi_eng' => null,
			'videoyou' => null,
			'nt' => null,
			'duration' => null,
			'duration_eng' => null,
			'twodaypro' => null,
			'twodaypro_eng' => null,
			'threedaypro' => null,
			'threedaypro_eng' => null,
			'photo' => null,
			'lft' => '141',
			'rght' => '142',
			'vat' => null,
			'hangsx' => null,
			'baohanh' => null,
			'tinhtrang' => '1',
			'tailieu' => null,
			'tag' => null
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		'Catproduct' => array(
			'id' => '4',
			'name' => 'Chính sách bán hàng',
			'parent_id' => null,
			'alias' => 'chinh-sach-ban-hang',
			'images' => '',
			'lft' => '47',
			'rght' => '48',
			'pos' => '3',
			'status' => '0',
			'title_seo' => 'Trắc địa Thành Đạt - nơi cung cấp các loại máy móc ngành đo đạc',
			'meta_key' => 'Máy toàn đạc, máy thủy chuẩn, máy kinh vĩ, máy laser, máy GPS, máy RTK,...',
			'meta_des' => 'Trắc địa Thành Đạt chuyên cung cấp các máy toàn đạc, máy GNSS RTK, máy thủy bình, UAV, máy kinh vĩ, phụ kiện trắc địathiết bị máy trắc địa chất lượng cao, giá tốt nhất, hỗ trợ tư vấn 24/7, chuyển giao công nghệ tận chân công trình!',
			'created' => '2015-12-02',
			'modified' => '2025-10-29',
			'slug' => 'chinh-sach-ban-hang-1',
			'cate' => '4',
			'link' => 'dich-vu',
			'name_eng' => 'Sales Policy',
			'name_tq' => '',
			'type' => 'new',
			'hot' => '0',
			'content' => '',
			'display' => '0',
			'content_eng' => null
		)
	),
	(int) 3 => array(
		'Post' => array(
			'id' => '585',
			'name' => 'Chính sách đổi trả',
			'code' => null,
			'alias' => 'chinh-sach-doi-tra',
			'cat_id' => '4',
			'price' => '0',
			'type' => 'new',
			'shortdes' => '',
			'content' => '<span style="color:#000000;"><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px; text-align: justify;">Ch&uacute;ng t&ocirc;i hỗ trợ đổi trả sản phẩm trong v&ograve;ng 07 ng&agrave;y nếu lỗi ph&aacute;t sinh do nh&agrave; sản xuất.<br />
<br />
Trong thời gian đổi trả, C&ocirc;ng ty CP C&ocirc;ng nghệ v&agrave; Thương mại Th&agrave;nh Đạt&nbsp; sẽ hỗ trợ cung cấp m&aacute;y m&oacute;c thay thế kịp thời để c&ocirc;ng việc khảo s&aacute;t, đo đạc của Qu&yacute; kh&aacute;ch kh&ocirc;ng bị gi&aacute;n đoạn. Chi ph&iacute; vận chuyển cho việc đổi trả do hai b&ecirc;n tự thoả thuận.</span><br style="margin: 0px; padding: 0px; color: rgb(66, 66, 66); font-family: tahoma, geneva, sans-serif; font-size: 14px; text-align: justify;" />
<br />
<strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">&gt; Điều kiện&nbsp;đổi trả:&nbsp;</span></span></strong></span><br />
<ul>
	<li style="box-sizing: border-box;">
		<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Sản phẩm phải c&ograve;n nguy&ecirc;n tem m&aacute;c.</span></span></span></li>
	<li style="box-sizing: border-box;">
		<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Sản phẩm&nbsp;bị lỗi do nh&agrave; sản xuất.</span></span></span></li>
	<li style="box-sizing: border-box;">
		<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Sản phẩm kh&ocirc;ng đ&uacute;ng như đơn đặt h&agrave;ng.</span></span></span></li>
	<li style="box-sizing: border-box;">
		<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Số lần đổi trả cho 1 sản phẩm l&agrave; 1 lần</span></span></span></li>
</ul>
<br />
<div style="text-align: start;">
	<span style="color:#000000;"><strong><span style="text-align: justify;"><font face="tahoma, geneva, sans-serif"><span style="font-size: 14px;">&gt;&nbsp;</span></font><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">Việc đổi trả sẽ kh&ocirc;ng được chấp nhận nếu:</span>&nbsp;<span style="font-size: 14px; font-family: tahoma, geneva, sans-serif;">&nbsp;</span></span></strong></span></div>
<ul>
	<li>
		<span style="color:#000000;"><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px; text-align: justify;">Trong qu&aacute; tr&igrave;nh sử dụng sản phẩm Qu&yacute; kh&aacute;ch kh&ocirc;ng tu&acirc;n thủ c&aacute;c chỉ dẫn của Nh&agrave; sản xuất.</span></span></li>
	<li>
		<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="text-align: justify;">S</span>ản phẩm bị trầy xước, kh&ocirc;ng nguy&ecirc;n vẹn</span></span></span></li>
</ul>
<br />
<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Ngo&agrave;i ra, ch&uacute;ng t&ocirc;i cũng hỗ trợ đổi trả sản phẩm v&igrave; l&yacute; do chủ quan của Qu&yacute; kh&aacute;ch h&agrave;ng ( muốn đổi sang sản phẩm c&ugrave;ng chủng loại nhưng kh&aacute;c về m&agrave;u sắc, h&atilde;ng sản xuất hay th&ocirc;ng số kỹ thuật). Chi ph&iacute; cho việc đổi trả n&agrave;y do Qu&yacute; kh&aacute;ch h&agrave;ng chịu.</span></span><br />
<br />
<span style="margin: 0px; padding: 0px; font-family: arial; text-align: justify; font-size: 14px;"><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;"><strong style="margin: 0px; padding: 0px;"><img alt="" src="https://tracdiathanhdat.vn/admin/webroot/upload/image/images/lien-he.jpg" style="margin: 0px; padding: 8px 0px; height: 36px; max-width: 100%; vertical-align: middle; border: 0px; opacity: 1; font-size: 13px; width: 38px;" /><span style="margin: 0px; padding: 0px; font-size: 13px;">&nbsp;</span></strong></span></span><span style="margin: 0px; padding: 0px; font-family: arial; text-align: justify; font-size: 14px;"><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;"><strong style="margin: 0px; padding: 0px;">&nbsp;</strong></span></span><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px; text-align: justify;">Li&ecirc;n hệ hotline <strong>0913 051 734</strong> để được tư vấn đổi trả theo đ&uacute;ng qui định.</span></span>',
			'images' => '202104071223177d9b7f6e319f9fa90078c7c61ed9bd19.jpg',
			'images_multi' => '',
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			'hot' => '1',
			'saleoff' => null,
			'title_seo' => 'Trắc địa Thành Đạt',
			'meta_key' => 'Chuyên cung cấp máy định vị vệ tinh GPS RTK, máy thủy bình, máy toàn đạc điện tử, UAV, ống nhòm, máy định vị GPS cầm tay, ... chính hãng, uy tín, giá tốt hàng đầu tại Việt Nam! Hotline: 0913051734!',
			'meta_des' => 'Chuyên cung cấp máy định vị vệ tinh GPS RTK, máy thủy bình, máy toàn đạc điện tử, UAV, ống nhòm, máy định vị GPS cầm tay, ... chính hãng, uy tín, giá tốt hàng đầu tại Việt Nam! Hotline: 0913051734!',
			'created' => '2021-04-07',
			'modified' => '2026-02-02',
			'status' => '1',
			'view' => '3317',
			'slug' => 'chinh-sach-doi-tra',
			'name_eng' => '',
			'shortdes_eng' => '',
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			'threedaypro_eng' => null,
			'photo' => null,
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			'rght' => '138',
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			'name' => 'Chính sách bán hàng',
			'parent_id' => null,
			'alias' => 'chinh-sach-ban-hang',
			'images' => '',
			'lft' => '47',
			'rght' => '48',
			'pos' => '3',
			'status' => '0',
			'title_seo' => 'Trắc địa Thành Đạt - nơi cung cấp các loại máy móc ngành đo đạc',
			'meta_key' => 'Máy toàn đạc, máy thủy chuẩn, máy kinh vĩ, máy laser, máy GPS, máy RTK,...',
			'meta_des' => 'Trắc địa Thành Đạt chuyên cung cấp các máy toàn đạc, máy GNSS RTK, máy thủy bình, UAV, máy kinh vĩ, phụ kiện trắc địathiết bị máy trắc địa chất lượng cao, giá tốt nhất, hỗ trợ tư vấn 24/7, chuyển giao công nghệ tận chân công trình!',
			'created' => '2015-12-02',
			'modified' => '2025-10-29',
			'slug' => 'chinh-sach-ban-hang-1',
			'cate' => '4',
			'link' => 'dich-vu',
			'name_eng' => 'Sales Policy',
			'name_tq' => '',
			'type' => 'new',
			'hot' => '0',
			'content' => '',
			'display' => '0',
			'content_eng' => null
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	),
	(int) 4 => array(
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			'id' => '583',
			'name' => 'Chính sách bảo hành',
			'code' => null,
			'alias' => 'chinh-sach-bao-hanh',
			'cat_id' => '4',
			'price' => '0',
			'type' => 'new',
			'shortdes' => '',
			'content' => '<div>
	<span style="font-family:tahoma,geneva,sans-serif;"><span style="font-size:14px;"><span style="color: rgb(66, 66, 66); text-align: justify;">Tất cả c&aacute;c sản phẩm mua tại hệ thống cửa h&agrave;ng của ch&uacute;ng t&ocirc;i đều được bảo h&agrave;nh ch&iacute;nh h&atilde;ng theo quy định của nh&agrave; sản xuất.&nbsp;</span><br style="margin: 0px; padding: 0px; color: rgb(66, 66, 66); font-family: tahoma, geneva, sans-serif; font-size: 14px; text-align: justify;" />
	<br style="margin: 0px; padding: 0px; color: rgb(66, 66, 66); font-family: tahoma, geneva, sans-serif; font-size: 14px; text-align: justify;" />
	<span style="color: rgb(66, 66, 66); text-align: justify;">Ch&uacute;ng t&ocirc;i hỗ trợ kỹ thuật 24/7 qua số hotline <strong>0913 051 734</strong> trong suốt qu&aacute; tr&igrave;nh Qu&yacute; kh&aacute;ch sử dụng sản phẩm.</span></span></span></div>
<div>
	<br />
	<strong><span style="font-family:tahoma,geneva,sans-serif;"><span style="font-size:14px;">1. Sản phẩm được bảo h&agrave;nh miễn ph&iacute;:&nbsp;</span></span></strong><br />
	<br />
	<ul>
		<li>
			<span style="font-family:tahoma,geneva,sans-serif;"><span style="font-size:14px;">Sản phẩm sẽ được bảo h&agrave;nh miễn ph&iacute; nếu sản phẩm đ&oacute; c&ograve;n thời hạn bảo h&agrave;nh (được t&iacute;nh kể từ ng&agrave;y mua h&agrave;ng).</span></span></li>
		<li>
			<span style="font-family:tahoma,geneva,sans-serif;"><span style="font-size:14px;">Thời hạn bảo h&agrave;nh được ghi tr&ecirc;n Tem Bảo H&agrave;nh v&agrave; theo quy định của từng Nh&agrave; sản xuất đối với tất cả c&aacute;c sự cố về mặt kỹ thuật.</span></span></li>
		<li>
			<span style="font-family:tahoma,geneva,sans-serif;"><span style="font-size:14px;">C&oacute; Tem bảo h&agrave;nh tr&ecirc;n sản phẩm.</span></span></li>
		<li>
			<span style="font-family:tahoma,geneva,sans-serif;"><span style="font-size:14px;">Khi sản phẩm c&oacute; sự cố kĩ thuật ch&uacute;ng t&ocirc;i sẽ trực tiếp khắc phục sự cố tại cửa h&agrave;ng&nbsp;hoặc thay mặt kh&aacute;ch h&agrave;ng&nbsp;mang sản phẩm tới Trung T&acirc;m Bảo H&agrave;nh của h&atilde;ng.</span></span></li>
	</ul>
	<br />
	<strong><span style="font-family:tahoma,geneva,sans-serif;"><span style="font-size:14px;">2. Những trường hợp kh&ocirc;ng được bảo h&agrave;nh (sửa chữa c&oacute; t&iacute;nh ph&iacute;):&nbsp;</span></span></strong><br />
	<br />
	<ul>
		<li>
			<span style="font-family:tahoma,geneva,sans-serif;"><span style="font-size:14px;">Sản phẩm đ&atilde; qu&aacute; thời hạn bảo h&agrave;nh hoặc kh&ocirc;ng c&oacute; Tem bảo h&agrave;nh tr&ecirc;n m&aacute;y.</span></span></li>
		<li>
			<span style="font-family:tahoma,geneva,sans-serif;"><span style="font-size:14px;">Sản phẩm bị hư hỏng do t&aacute;c động cơ học l&agrave;m rơi, vỡ, va đập, trầy xước, m&oacute;p m&eacute;o, ẩm ướt, hoen rỉ, chảy nước hoặc do hỏa hoạn, thi&ecirc;n tai g&acirc;y n&ecirc;n.</span></span></li>
		<li>
			<span style="font-family:tahoma,geneva,sans-serif;"><span style="font-size:14px;">Sản phẩm bị hỏng do sử dụng kh&ocirc;ng đ&uacute;ng c&aacute;ch, sử dụng sai điện &aacute;p quy định.</span></span></li>
		<li>
			<span style="font-family:tahoma,geneva,sans-serif;"><span style="font-size:14px;">Tự &yacute; th&aacute;o dỡ, sửa chữa sản phẩm</span></span></li>
	</ul>
	<br />
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tr&acirc;n trọng!</span></span><br />
	<span style="font-family:tahoma,geneva,sans-serif;"><span style="font-size:14px;">&nbsp;</span></span></div>
',
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			'title_seo' => 'Trắc địa Thành Đạt',
			'meta_key' => 'Chuyên cung cấp máy định vị vệ tinh GPS RTK, máy thủy bình, máy toàn đạc điện tử, UAV, ống nhòm, máy định vị GPS cầm tay, ... chính hãng, uy tín, giá tốt hàng đầu tại Việt Nam! Hotline: 0913051734!',
			'meta_des' => 'Chuyên cung cấp máy định vị vệ tinh GPS RTK, máy thủy bình, máy toàn đạc điện tử, UAV, ống nhòm, máy định vị GPS cầm tay, ... chính hãng, uy tín, giá tốt hàng đầu tại Việt Nam! Hotline: 0913051734!',
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			'thoigiandi_eng' => null,
			'videoyou' => null,
			'nt' => null,
			'duration' => null,
			'duration_eng' => null,
			'twodaypro' => null,
			'twodaypro_eng' => null,
			'threedaypro' => null,
			'threedaypro_eng' => null,
			'photo' => null,
			'lft' => '133',
			'rght' => '134',
			'vat' => null,
			'hangsx' => null,
			'baohanh' => null,
			'tinhtrang' => '1',
			'tailieu' => null,
			'tag' => null
		),
		'Catproduct' => array(
			'id' => '4',
			'name' => 'Chính sách bán hàng',
			'parent_id' => null,
			'alias' => 'chinh-sach-ban-hang',
			'images' => '',
			'lft' => '47',
			'rght' => '48',
			'pos' => '3',
			'status' => '0',
			'title_seo' => 'Trắc địa Thành Đạt - nơi cung cấp các loại máy móc ngành đo đạc',
			'meta_key' => 'Máy toàn đạc, máy thủy chuẩn, máy kinh vĩ, máy laser, máy GPS, máy RTK,...',
			'meta_des' => 'Trắc địa Thành Đạt chuyên cung cấp các máy toàn đạc, máy GNSS RTK, máy thủy bình, UAV, máy kinh vĩ, phụ kiện trắc địathiết bị máy trắc địa chất lượng cao, giá tốt nhất, hỗ trợ tư vấn 24/7, chuyển giao công nghệ tận chân công trình!',
			'created' => '2015-12-02',
			'modified' => '2025-10-29',
			'slug' => 'chinh-sach-ban-hang-1',
			'cate' => '4',
			'link' => 'dich-vu',
			'name_eng' => 'Sales Policy',
			'name_tq' => '',
			'type' => 'new',
			'hot' => '0',
			'content' => '',
			'display' => '0',
			'content_eng' => null
		)
	),
	(int) 5 => array(
		'Post' => array(
			'id' => '584',
			'name' => 'Chính sách bảo mật thông tin',
			'code' => null,
			'alias' => 'chinh-sach-bao-mat-thong-tin',
			'cat_id' => '4',
			'price' => '0',
			'type' => 'new',
			'shortdes' => '',
			'content' => '<div>
	<h2 style="text-align: justify;">
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); text-align: justify;"><span style="margin: 0px; padding: 0px;">1. Mục đ&iacute;ch thu nhập th&ocirc;ng tin c&aacute; nh&acirc;n</span></span></span></span></h2>
	<p style="text-align: justify;">
		<br />
		<span style="font-family: tahoma, geneva, sans-serif; font-size: 14px; color: rgb(51, 51, 51);">Th&ocirc;ng tin c&aacute; nh&acirc;n m&agrave; ch&uacute;ng t&ocirc;i thu thập bao gồm: họ t&ecirc;n, địa chỉ giao h&agrave;ng, địa chỉ email, số điện thoại cố định, số điện thoại di động, cookies.</span></p>
	<ul style="margin: 0px; padding: 0px 0px 0px 15px; color: rgb(51, 51, 51); font-family: arial; font-size: 13px; text-align: justify;">
		<li style="margin: 0px; padding: 0px; line-height: 20px;">
			<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="margin: 0px; padding: 0px;"><span style="margin: 0px; padding: 0px;">Đối với c&aacute;c giao dịch thanh to&aacute;n qua cổng thanh to&aacute;n trực tuyến, Ch&uacute;ng t&ocirc;i kh&ocirc;ng lưu trữ th&ocirc;ng tin số t&agrave;i khoản, số thẻ ng&acirc;n h&agrave;ng của kh&aacute;ch h&agrave;ng, những th&ocirc;ng tin n&agrave;y sẽ được cổng thanh to&aacute;n lưu trữ để phục vụ việc đối so&aacute;t giao dịch.</span></span></span></span></li>
		<li style="margin: 0px; padding: 0px; line-height: 20px;">
			<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="margin: 0px; padding: 0px;"><span style="margin: 0px; padding: 0px;">Th&ocirc;ng tin c&aacute; nh&acirc;n kh&aacute;ch h&agrave;ng sẽ được sử dụng cho một hoặc tất cả c&aacute;c mục đ&iacute;ch sau đ&acirc;y:</span></span></span></span>
			<ul style="margin: 0px; padding: 0px 0px 0px 15px;">
				<li style="margin: 0px; padding: 0px; line-height: 20px;">
					<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="margin: 0px; padding: 0px;"><span style="margin: 0px; padding: 0px;">Giao h&agrave;ng cho qu&yacute; kh&aacute;ch đ&atilde; mua h&agrave;ng</span></span></span></span></li>
				<li style="margin: 0px; padding: 0px; line-height: 20px;">
					<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="margin: 0px; padding: 0px;"><span style="margin: 0px; padding: 0px;">Th&ocirc;ng b&aacute;o về việc giao h&agrave;ng v&agrave; hỗ trợ kh&aacute;ch h&agrave;ng</span></span></span></span></li>
				<li style="margin: 0px; padding: 0px; line-height: 20px;">
					<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="margin: 0px; padding: 0px;"><span style="margin: 0px; padding: 0px;">Cung cấp th&ocirc;ng tin li&ecirc;n quan đến sản phẩm</span></span></span></span></li>
			</ul>
		</li>
		<li style="margin: 0px; padding: 0px; line-height: 20px;">
			<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="margin: 0px; padding: 0px;"><span style="margin: 0px; padding: 0px;">Ngo&agrave;i ra, ch&uacute;ng t&ocirc;i sẽ sử dụng th&ocirc;ng tin của qu&yacute; kh&aacute;ch cung cấp để hỗ trợ quản l&yacute; t&agrave;i khoản kh&aacute;ch h&agrave;ng (nếu c&oacute;); x&aacute;c nhận v&agrave; thực hiện c&aacute;c giao dịch t&agrave;i ch&iacute;nh li&ecirc;n quan đến c&aacute;c khoản thanh to&aacute;n trực tuyến của qu&yacute; kh&aacute;ch;</span></span></span></span></li>
		<li style="margin: 0px; padding: 0px; line-height: 20px;">
			<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="margin: 0px; padding: 0px;"><span style="margin: 0px; padding: 0px;">Ch&uacute;ng t&ocirc;i kh&ocirc;ng được ph&eacute;p thu nhập th&ocirc;ng tin nếu kh&aacute;ch h&agrave;ng kh&ocirc;ng tự nguyện, cũng kh&ocirc;ng sử dụng phương thức thu thập th&ocirc;ng tin kh&aacute;ch h&agrave;ng bằng c&aacute;c h&igrave;nh thức bất hợp ph&aacute;p.</span></span></span></span></li>
	</ul>
	<p style="text-align: justify;">
		&nbsp;</p>
	<h2 style="text-align: justify;">
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); text-align: justify;"><span style="margin: 0px; padding: 0px;">2. Phạm vi sử dụng th&ocirc;ng tin</span></span></span></span></h2>
	<br />
	<ul style="margin: 0px; padding: 0px 0px 0px 15px; color: rgb(51, 51, 51); font-family: arial; font-size: 13px; text-align: justify;">
		<li style="margin: 0px; padding: 0px; line-height: 20px;">
			<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="margin: 0px; padding: 0px;"><span style="margin: 0px; padding: 0px;">Th&ocirc;ng tin c&aacute; nh&acirc;n thu thập được sẽ chỉ được sử dụng trong nội bộ c&ocirc;ng ty.</span></span></span></span></li>
		<li style="margin: 0px; padding: 0px; line-height: 20px;">
			<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="margin: 0px; padding: 0px;"><span style="margin: 0px; padding: 0px;">Ch&uacute;ng t&ocirc;i c&oacute; thể chia sẻ t&ecirc;n v&agrave; địa chỉ của qu&yacute; kh&aacute;ch cho dịch vụ chuyển ph&aacute;t nhanh c&oacute; uy t&iacute;n để giao h&agrave;ng cho qu&yacute; kh&aacute;ch theo cam kết.</span></span></span></span></li>
	</ul>
	<p style="text-align: justify;">
		&nbsp;</p>
	<h2 style="text-align: justify;">
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); text-align: justify;"><span style="margin: 0px; padding: 0px;">3. Thời gian lưu trữ th&ocirc;ng tin</span></span></span></span></h2>
	<p style="text-align: justify;">
		<br />
		<span style="font-family: tahoma, geneva, sans-serif; font-size: 14px; color: rgb(51, 51, 51); text-align: justify;">Th&ocirc;ng tin kh&aacute;ch h&agrave;ng được lưu trữ nội bộ cho đến khi c&oacute; y&ecirc;u cầu x&oacute;a th&ocirc;ng tin từ ph&iacute;a kh&aacute;ch h&agrave;ng.</span></p>
	<div style="margin: 0px; padding: 0px; line-height: 20px;">
		<div>
			<div style="text-align: justify;">
				&nbsp;</div>
			<h2 style="text-align: justify;">
				<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">4. Những người hoặc tổ chức c&oacute; thể được tiếp cận với th&ocirc;ng tin&nbsp;</span></span></h2>
			<br />
			<div style="text-align: justify;">
				<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đối tượng được tiếp cận với th&ocirc;ng tin c&aacute; nh&acirc;n của kh&aacute;ch h&agrave;ng thuộc một trong những trường hợp sau:</span></span><br />
				&nbsp;</div>
			<div style="text-align: justify;">
				<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">- Nh&acirc;n vi&ecirc;n của C&ocirc;ng ty Cổ phần C&ocirc;ng nghệ v&agrave; thương mại Th&agrave;nh Đạt</span></span></div>
			<div style="text-align: justify;">
				<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">- C&aacute;c đối t&aacute;c c&oacute; k&yacute; hợp đồng thực hiện 1 phần dịch vụ của C&ocirc;ng ty. C&aacute;c đối t&aacute;c n&agrave;y sẽ nhận được những th&ocirc;ng tin theo thỏa thuận hợp đồng (c&oacute; thể 1 phần hoặc to&agrave;n bộ th&ocirc;ng tin tuy theo điều khoản hợp đồng) để tiến h&agrave;nh hỗ trợ người d&ugrave;ng sử dụng dịch vụ do C&ocirc;ng ty cung cấp.</span></span></div>
			<div style="text-align: justify;">
				&nbsp;</div>
			<h2 style="text-align: justify;">
				<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">5. Địa chỉ của đơn vị thu thập v&agrave; quản l&yacute; th&ocirc;ng tin</span></span></h2>
			<div style="text-align: justify;">
				<em><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">(bao gồm c&aacute;ch thức li&ecirc;n lạc để người ti&ecirc;u d&ugrave;ng c&oacute; thể hỏi về hoạt động thu thập, xử l&yacute; th&ocirc;ng tin li&ecirc;n quan đến c&aacute; nh&acirc;n m&igrave;nh)</span></span></em></div>
			<div style="text-align: justify;">
				<br />
				<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Địa chỉ của đơn vị thu thập v&agrave; quản l&yacute; th&ocirc;ng tin:</span></span><br />
				&nbsp;</div>
			<div style="text-align: justify;">
				<strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">- C&ocirc;ng ty Cổ phần C&ocirc;ng nghệ v&agrave; thương mại Th&agrave;nh Đạt&nbsp;</span></span></strong></div>
			<div style="text-align: justify;">
				<strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">- Địa chỉ: số 157 phố Đặng Văn Ngữ, P. Phương Li&ecirc;n, Q. Đống Đa, Tp. H&agrave; Nội</span></span></strong></div>
			<div style="text-align: justify;">
				<strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">- Điện thoại: 0243 7764930</span></span></strong></div>
			<div style="text-align: justify;">
				<strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">- Email: tracdiathanhdat@gmail.com<span style="white-space: pre;"> </span></span></span></strong></div>
		</div>
	</div>
	<p style="text-align: justify;">
		<br />
		<span style="color: rgb(51, 51, 51); font-family: tahoma, geneva, sans-serif; font-size: 14px; text-align: justify;">Người d&ugrave;ng c&oacute; thể gọi điện tới tổng đ&agrave;i hỗ trợ v&agrave; chăm s&oacute;c kh&aacute;ch h&agrave;ng&nbsp;</span><strong style="color: rgb(51, 51, 51); font-family: tahoma, geneva, sans-serif; font-size: 14px; text-align: justify; margin: 0px; padding: 0px;">0949 322 456</strong><span style="color: rgb(51, 51, 51); font-family: tahoma, geneva, sans-serif; font-size: 14px; text-align: justify;">&nbsp;để điều chỉnh hoặc x&oacute;a đi dữ liệu c&aacute; nh&acirc;n của m&igrave;nh.</span><br />
		&nbsp;</p>
	<h2 style="text-align: justify;">
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); text-align: justify;"><span style="margin: 0px; padding: 0px;">6. Cam kết bảo mật th&ocirc;ng tin c&aacute; nh&acirc;n kh&aacute;ch h&agrave;ng</span></span></span></span></h2>
	<br />
	<ul style="margin: 0px; padding: 0px 0px 0px 15px; color: rgb(51, 51, 51); font-family: arial; font-size: 13px; text-align: justify;">
		<li style="margin: 0px; padding: 0px; line-height: 20px;">
			<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="margin: 0px; padding: 0px;"><span style="margin: 0px; padding: 0px;">Kh&ocirc;ng b&aacute;n, chia sẻ hay trao đổi th&ocirc;ng tin c&aacute; nh&acirc;n của kh&aacute;ch h&agrave;ng thu thập tr&ecirc;n trang web cho một b&ecirc;n thứ ba n&agrave;o kh&aacute;c.</span></span></span></span></li>
		<li style="margin: 0px; padding: 0px; line-height: 20px;">
			<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="margin: 0px; padding: 0px;"><span style="margin: 0px; padding: 0px;">Ngoại trừ c&aacute;c trường hợp về sử dụng th&ocirc;ng tin c&aacute; nh&acirc;n như đ&atilde; n&ecirc;u trong ch&iacute;nh s&aacute;ch n&agrave;y,ch&uacute;ng t&ocirc;i cam kết kh&ocirc;ng tiết lộ th&ocirc;ng tin c&aacute; nh&acirc;n của bạn ra ngo&agrave;i. Trong một số trường hợp, ch&uacute;ng t&ocirc;i c&oacute; thể thu&ecirc; một đơn vị độc lập để tiến h&agrave;nh c&aacute;c dự &aacute;n nghi&ecirc;n cứu thị trường v&agrave; khi đ&oacute; th&ocirc;ng tin của bạn sẽ được cung cấp cho đơn vị n&agrave;y để tiến h&agrave;nh dự &aacute;n. B&ecirc;n thứ ba n&agrave;y sẽ bị r&agrave;ng buộc bởi một thỏa thuận về bảo mật m&agrave; theo đ&oacute; họ chỉ được ph&eacute;p sử dụng những th&ocirc;ng tin được cung cấp cho mục đ&iacute;ch ho&agrave;n th&agrave;nh dự &aacute;n.</span></span></span></span></li>
		<li style="margin: 0px; padding: 0px; line-height: 20px;">
			<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="margin: 0px; padding: 0px;"><span style="margin: 0px; padding: 0px;">Ch&uacute;ng t&ocirc;i c&oacute; thể tiết lộ hoặc cung cấp th&ocirc;ng tin c&aacute; nh&acirc;n của bạn trong c&aacute;c trường hợp thật sự cần thiết như sau: (a) khi c&oacute; y&ecirc;u cầu của c&aacute;c cơ quan ph&aacute;p luật; (b) trong trường hợp m&agrave; ch&uacute;ng t&ocirc;i tin rằng điều đ&oacute; sẽ gi&uacute;p ch&uacute;ng t&ocirc;i bảo vệ quyền lợi ch&iacute;nh đ&aacute;ng của m&igrave;nh trước ph&aacute;p luật.</span></span></span></span></li>
	</ul>
	<p style="text-align: justify;">
		&nbsp;</p>
	<h2 style="text-align: justify;">
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); text-align: justify;"><span style="margin: 0px; padding: 0px;">7. Thay đổi về ch&iacute;nh s&aacute;ch</span></span></span></span></h2>
	<p style="text-align: justify;">
		<br style="margin: 0px; padding: 0px;" />
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); text-align: justify;"><span style="margin: 0px; padding: 0px;">Nội dung của &ldquo;Ch&iacute;nh s&aacute;ch bảo mật&rdquo; n&agrave;y c&oacute; thể thay đổi để ph&ugrave; hợp với c&aacute;c nhu cầu của C&ocirc;ng Ty CP C&ocirc;ng nghệ v&agrave; Thương Mại Th&agrave;nh Đạt cũng như nhu cầu v&agrave; sự phản hồi từ kh&aacute;ch h&agrave;ng (nếu c&oacute;).&nbsp;</span></span></span></span></p>
</div>
<div style="text-align: justify;">
	<br />
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Ch&uacute;ng t&ocirc;i&nbsp;hiểu rằng quyền lợi của bạn trong việc bảo vệ th&ocirc;ng tin c&aacute; nh&acirc;n cũng ch&iacute;nh l&agrave; tr&aacute;ch nhiệm của ch&uacute;ng t&ocirc;i n&ecirc;n trong bất kỳ trường hợp c&oacute; thắc mắc, g&oacute;p &yacute; n&agrave;o li&ecirc;n quan đến ch&iacute;nh s&aacute;ch bảo mật, việc th&ocirc;ng tin c&aacute; nh&acirc;n bị sử dụng sai mục đ&iacute;ch vui l&ograve;ng li&ecirc;n hệ qua số điện thoại <strong>0949 322 456</strong> hoặc gửi phản hồi về&nbsp;địa chỉ email: <em><strong>tracdiathanhdat@gmail.com.</strong></em><br />
	<br />
	Tr&acirc;n trọng!</span></span></div>
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$chiasekinhnghiem = array()
$list_menu_footer = array()
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			'name' => 'Sản phẩm',
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$danhmuc = array(
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			'slug' => 'san-pham-1'
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			'name' => 'Hãng sản xuất',
			'slug' => 'hang-san-xuat'
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			'name' => 'Liên hệ',
			'slug' => 'lien-he'
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)
$support = array(
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			'name' => 'Co so Ha noi',
			'phone' => '098 987 678',
			'yahoo' => 'duycuong7640',
			'skype' => 'duycuong7640',
			'pos' => '0',
			'created' => '2013-09-13',
			'modified' => '2015-05-05',
			'status' => '1',
			'yahoo1' => 'duycuong7640',
			'skype1' => '',
			'hotline' => '0987 654 999',
			'email' => '',
			'name1' => ''
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	),
	(int) 1 => array(
		'Support' => array(
			'id' => '16',
			'name' => 'Co so TP.HCM',
			'phone' => '3252  436 432',
			'yahoo' => 'duycuong7640',
			'skype' => 'tuvantubep',
			'pos' => '0',
			'created' => '2014-01-15',
			'modified' => '2015-05-05',
			'status' => '1',
			'yahoo1' => 'duycuong7640',
			'skype1' => '',
			'hotline' => '0987 654 999',
			'email' => '',
			'name1' => ''
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)
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			'meta_key' => 'Chuyên cung cấp máy thủy bình, máy kinh vĩ, máy toàn đạc điện tử, máy RTK của hãng Sokkia, Nhật Bản',
			'meta_des' => '',
			'created' => '2015-12-10',
			'modified' => '2022-07-26',
			'slug' => 'nikon',
			'cate' => '4',
			'link' => 'hang-san-xuat',
			'name_eng' => '',
			'name_tq' => '',
			'type' => 'product',
			'hot' => '0',
			'content' => '',
			'display' => '0',
			'content_eng' => null
		)
	),
	(int) 2 => array(
		'Catproduct' => array(
			'id' => '23',
			'name' => 'LEICA',
			'parent_id' => '20',
			'alias' => 'leica',
			'images' => '20210610092048416419b78de5f8db4cbea08fc3583666.png',
			'lft' => '58',
			'rght' => '59',
			'pos' => '0',
			'status' => '1',
			'title_seo' => 'Chuyên cung cấp máy thủy bình, máy kinh vĩ, máy toàn đạc điện tử, máy đo khoảng cách laser, máy định vị vệ tinh RTK của hãng Leica Geosystems.',
			'meta_key' => 'Chuyên cung cấp máy thủy bình, máy kinh vĩ, máy toàn đạc điện tử, máy đo khoảng cách laser, máy định vị vệ tinh RTK của hãng Leica Geosystems.',
			'meta_des' => '',
			'created' => '2015-12-10',
			'modified' => '2022-07-26',
			'slug' => 'leica',
			'cate' => '4',
			'link' => 'hang-san-xuat',
			'name_eng' => '',
			'name_tq' => '',
			'type' => 'product',
			'hot' => '0',
			'content' => '',
			'display' => '0',
			'content_eng' => null
		)
	),
	(int) 3 => array(
		'Catproduct' => array(
			'id' => '24',
			'name' => 'SOKKIA',
			'parent_id' => '20',
			'alias' => 'sokkia',
			'images' => '20210610092105c4c65c2e1f678ba44aa520651fee3941.png',
			'lft' => '60',
			'rght' => '61',
			'pos' => '0',
			'status' => '1',
			'title_seo' => 'Chuyên cung cấp máy thủy bình, máy kinh vĩ, máy toàn đạc điện tử, máy RTK của hãng Sokkia, Nhật Bản',
			'meta_key' => 'Chuyên cung cấp máy thủy bình, máy kinh vĩ, máy toàn đạc điện tử, máy RTK của hãng Sokkia, Nhật Bản',
			'meta_des' => '',
			'created' => '2015-12-10',
			'modified' => '2022-07-26',
			'slug' => 'sokkia',
			'cate' => '4',
			'link' => 'hang-san-xuat',
			'name_eng' => '',
			'name_tq' => '',
			'type' => 'product',
			'hot' => '0',
			'content' => '',
			'display' => '0',
			'content_eng' => null
		)
	),
	(int) 4 => array(
		'Catproduct' => array(
			'id' => '29',
			'name' => 'SINCON',
			'parent_id' => '20',
			'alias' => 'sincon',
			'images' => '2022072615422366cadef07c67a314389a824fd8fa0cd1.png',
			'lft' => '62',
			'rght' => '63',
			'pos' => '0',
			'status' => '1',
			'title_seo' => 'Chuyên cung cấp máy laser của hãng Sincon, Hàn Quốc ',
			'meta_key' => 'Chuyên cung cấp máy laser của hãng Sincon, Hàn Quốc ',
			'meta_des' => '',
			'created' => '2015-12-10',
			'modified' => '2022-07-26',
			'slug' => 'sincon',
			'cate' => '4',
			'link' => 'hang-san-xuat',
			'name_eng' => '',
			'name_tq' => '',
			'type' => 'product',
			'hot' => '0',
			'content' => '',
			'display' => '0',
			'content_eng' => null
		)
	),
	(int) 5 => array(
		'Catproduct' => array(
			'id' => '30',
			'name' => 'PENTAX',
			'parent_id' => '20',
			'alias' => 'pentax',
			'images' => '20220726154338e5b565ee90394bde9f504d9c6ef027d1.png',
			'lft' => '64',
			'rght' => '65',
			'pos' => '0',
			'status' => '1',
			'title_seo' => 'Chuyên cung cấp máy thủy bình, máy toàn đạc của hãng Pentax, Nhật Bản ',
			'meta_key' => 'Chuyên cung cấp máy thủy bình, máy toàn đạc của hãng Pentax, Nhật Bản ',
			'meta_des' => '',
			'created' => '2015-12-10',
			'modified' => '2022-07-26',
			'slug' => 'pentax',
			'cate' => '4',
			'link' => 'hang-san-xuat',
			'name_eng' => '',
			'name_tq' => '',
			'type' => 'product',
			'hot' => '0',
			'content' => '',
			'display' => '0',
			'content_eng' => null
		)
	),
	(int) 6 => array(
		'Catproduct' => array(
			'id' => '41',
			'name' => 'BOSCH',
			'parent_id' => '20',
			'alias' => 'bosch',
			'images' => '202106100919406dfbdad43b3c77f4b0330fe15ed73d59.png',
			'lft' => '66',
			'rght' => '67',
			'pos' => '0',
			'status' => '1',
			'title_seo' => 'Chuyên cung cấp máy đo khoảng cách laser của hãng BOSCH, Đức ',
			'meta_key' => 'Chuyên cung cấp máy đo khoảng cách laser của hãng BOSCH, Đức ',
			'meta_des' => '',
			'created' => '2015-12-16',
			'modified' => '2022-07-26',
			'slug' => 'bosch',
			'cate' => '4',
			'link' => 'hang-san-xuat',
			'name_eng' => '',
			'name_tq' => '',
			'type' => 'product',
			'hot' => '0',
			'content' => '',
			'display' => '0',
			'content_eng' => null
		)
	),
	(int) 7 => array(
		'Catproduct' => array(
			'id' => '42',
			'name' => 'GARMIN',
			'parent_id' => '20',
			'alias' => 'garmin',
			'images' => '20210610091954dec8b1ac1258d33ac95d675366558a27.png',
			'lft' => '68',
			'rght' => '69',
			'pos' => '0',
			'status' => '1',
			'title_seo' => 'Chuyên cung cấp máy định vị vệ tinh GPS cầm tay của hãng Garmin.',
			'meta_key' => 'Chuyên cung cấp máy định vị vệ tinh GPS cầm tay của hãng Garmin.',
			'meta_des' => '',
			'created' => '2015-12-16',
			'modified' => '2022-07-26',
			'slug' => 'garmin',
			'cate' => '4',
			'link' => 'hang-san-xuat',
			'name_eng' => '',
			'name_tq' => '',
			'type' => 'product',
			'hot' => '0',
			'content' => '',
			'display' => '0',
			'content_eng' => null
		)
	),
	(int) 8 => array(
		'Catproduct' => array(
			'id' => '53',
			'name' => 'TRIMPLE',
			'parent_id' => '20',
			'alias' => 'trimple',
			'images' => '202106100916356e86acaefc0c77a6c2b6b013195360fc.png',
			'lft' => '72',
			'rght' => '73',
			'pos' => '0',
			'status' => '1',
			'title_seo' => 'Chuyên cung cấp máy toàn đạc điện tử, máy định vị vệ tinh RTK của hãng Trimple, Mỹ',
			'meta_key' => 'Chuyên cung cấp máy toàn đạc điện tử, máy định vị vệ tinh RTK của hãng Trimple, Mỹ',
			'meta_des' => '',
			'created' => '2021-03-25',
			'modified' => '2022-07-26',
			'slug' => 'trimple',
			'cate' => '4',
			'link' => 'hang-san-xuat',
			'name_eng' => '',
			'name_tq' => '',
			'type' => 'product',
			'hot' => '0',
			'content' => '',
			'display' => '0',
			'content_eng' => null
		)
	),
	(int) 9 => array(
		'Catproduct' => array(
			'id' => '54',
			'name' => 'YAMAYO',
			'parent_id' => '20',
			'alias' => 'yamayo',
			'images' => '20250304144305099e3740a2e7a44a3eb780140945ddeb.jpg',
			'lft' => '74',
			'rght' => '75',
			'pos' => '0',
			'status' => '1',
			'title_seo' => 'Yamayo, OTR50M, WL50, RWL50, RWL100',
			'meta_key' => 'Yamayo, OTR50M, WL50, RWL50, RWL100',
			'meta_des' => '',
			'created' => '2021-03-25',
			'modified' => '2025-03-04',
			'slug' => 'yamayo',
			'cate' => '4',
			'link' => 'hang-san-xuat',
			'name_eng' => 'YAMAYO',
			'name_tq' => '',
			'type' => 'product',
			'hot' => '0',
			'content' => '',
			'display' => '0',
			'content_eng' => null
		)
	),
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		'Catproduct' => array(
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			'name' => 'MOTOROLA',
			'parent_id' => '20',
			'alias' => 'motorola',
			'images' => '20210610091717fec77d1750ac5d6fc20d72f1858f8efa.jpg',
			'lft' => '76',
			'rght' => '77',
			'pos' => '0',
			'status' => '1',
			'title_seo' => 'Chuyên cung cấp các loại máy bộ đàm của hãng Motorola.',
			'meta_key' => 'Chuyên cung cấp các loại máy bộ đàm của hãng Motorola.',
			'meta_des' => '',
			'created' => '2021-03-25',
			'modified' => '2022-07-26',
			'slug' => 'motorola',
			'cate' => '4',
			'link' => 'hang-san-xuat',
			'name_eng' => '',
			'name_tq' => '',
			'type' => 'product',
			'hot' => '0',
			'content' => '',
			'display' => '0',
			'content_eng' => null
		)
	),
	(int) 11 => array(
		'Catproduct' => array(
			'id' => '56',
			'name' => 'KENWOOD',
			'parent_id' => '20',
			'alias' => 'kenwood',
			'images' => '202106100917505bfc38e4b61dfbcec432afe2401b7aab.jpg',
			'lft' => '78',
			'rght' => '79',
			'pos' => '0',
			'status' => '1',
			'title_seo' => 'Chuyên cung cấp các loại máy bộ đàm của hãng Kenwood',
			'meta_key' => 'Chuyên cung cấp các loại máy bộ đàm của hãng Kenwood',
			'meta_des' => '',
			'created' => '2021-03-25',
			'modified' => '2022-07-26',
			'slug' => 'kenwood',
			'cate' => '4',
			'link' => 'hang-san-xuat',
			'name_eng' => '',
			'name_tq' => '',
			'type' => 'product',
			'hot' => '0',
			'content' => '',
			'display' => '0',
			'content_eng' => null
		)
	),
	(int) 12 => array(
		'Catproduct' => array(
			'id' => '57',
			'name' => 'E-survey',
			'parent_id' => '20',
			'alias' => 'e-survey',
			'images' => '202106100924449ae0203587dac2c926858aed43463b0e.png',
			'lft' => '80',
			'rght' => '81',
			'pos' => '0',
			'status' => '1',
			'title_seo' => '',
			'meta_key' => '',
			'meta_des' => '',
			'created' => '2021-06-10',
			'modified' => '2021-06-10',
			'slug' => 'e-survey',
			'cate' => '4',
			'link' => 'hang-san-xuat',
			'name_eng' => '',
			'name_tq' => '',
			'type' => 'product',
			'hot' => '0',
			'content' => '',
			'display' => '0',
			'content_eng' => null
		)
	),
	(int) 13 => array(
		'Catproduct' => array(
			'id' => '58',
			'name' => 'SOUTH',
			'parent_id' => '20',
			'alias' => 'south',
			'images' => '202207261549514abef40acde72e6a887be4f0bcc4aa38.png',
			'lft' => '82',
			'rght' => '83',
			'pos' => '0',
			'status' => '1',
			'title_seo' => 'Chuyên cung cấp các loại máy đo đạc, trắc địa của hãng South, Trung Quốc',
			'meta_key' => 'Chuyên cung cấp các loại máy đo đạc, trắc địa của hãng South, Trung Quốc',
			'meta_des' => '',
			'created' => '2021-06-10',
			'modified' => '2022-07-26',
			'slug' => 'south',
			'cate' => '4',
			'link' => 'hang-san-xuat',
			'name_eng' => '',
			'name_tq' => '',
			'type' => 'product',
			'hot' => '0',
			'content' => '',
			'display' => '0',
			'content_eng' => null
		)
	),
	(int) 14 => array(
		'Catproduct' => array(
			'id' => '59',
			'name' => 'Hi-Target',
			'parent_id' => '20',
			'alias' => 'hi-target',
			'images' => '20210805104224ad08bf300c9716f116fdf7cfe4fb0d15.png',
			'lft' => '84',
			'rght' => '85',
			'pos' => '0',
			'status' => '1',
			'title_seo' => 'Máy định vị vệ tinh 2 tần số RTK GNSS',
			'meta_key' => 'Trắc địa Thành Đạt chuyên cung cấp máy đinh vị vệ tinh GNSS RTK của hãng hi- Target tại Việt Nam',
			'meta_des' => '',
			'created' => '2021-08-05',
			'modified' => '2022-07-26',
			'slug' => 'hi-target',
			'cate' => '4',
			'link' => 'hang-san-xuat',
			'name_eng' => '',
			'name_tq' => '',
			'type' => 'product',
			'hot' => '0',
			'content' => '',
			'display' => '0',
			'content_eng' => null
		)
	),
	(int) 15 => array(
		'Catproduct' => array(
			'id' => '60',
			'name' => 'DJI',
			'parent_id' => '20',
			'alias' => 'dji',
			'images' => '20211029213224d3b8cf8b9c797942fe68565e4ed2d8c3.png',
			'lft' => '86',
			'rght' => '87',
			'pos' => '0',
			'status' => '1',
			'title_seo' => 'UAV Phantom 4 RTK, Matrice 300 RTK',
			'meta_key' => 'Trắc địa Thành Đạt chuyên cung cấp các sản phẩm của DJI tại Việt Nam',
			'meta_des' => 'Trắc địa Thành Đạt',
			'created' => '2021-10-29',
			'modified' => '2022-07-26',
			'slug' => 'dji',
			'cate' => '4',
			'link' => 'hang-san-xuat',
			'name_eng' => '',
			'name_tq' => '',
			'type' => 'product',
			'hot' => '0',
			'content' => '',
			'display' => '0',
			'content_eng' => null
		)
	),
	(int) 16 => array(
		'Catproduct' => array(
			'id' => '61',
			'name' => 'CHCNAV',
			'parent_id' => '20',
			'alias' => 'chcnav',
			'images' => '20211029213606b0e864a6eccfc779c8119f5a4468797f.png',
			'lft' => '88',
			'rght' => '89',
			'pos' => '0',
			'status' => '1',
			'title_seo' => 'Chuyên máy định vị vệ tinh 2 tần số GNSS',
			'meta_key' => 'Trắc địa Thành Đạt  chuyên cung cấp máy GNSS của hãng CHCNAV tại Việt Nam',
			'meta_des' => 'Trắc địa Thành Đạt',
			'created' => '2021-10-29',
			'modified' => '2022-07-26',
			'slug' => 'chcnav',
			'cate' => '4',
			'link' => 'hang-san-xuat',
			'name_eng' => '',
			'name_tq' => '',
			'type' => 'product',
			'hot' => '0',
			'content' => '',
			'display' => '0',
			'content_eng' => null
		)
	),
	(int) 17 => array(
		'Catproduct' => array(
			'id' => '62',
			'name' => 'Spectra Geospatial & Spectra Precision',
			'parent_id' => '20',
			'alias' => 'spectra-geospatial-spectra-precision',
			'images' => '202110292145189c59beff6f01c3dd3843a0eef575a8fd.png',
			'lft' => '90',
			'rght' => '91',
			'pos' => '0',
			'status' => '1',
			'title_seo' => 'Nikon, Spectra Geospatial và Spectra Precision là những thương hiệu được thành lập lâu đời, đứng đầu trên thế giới về thiết bị trắc địa, thiết bị khảo sát xây dựng và máy thi công laser. ',
			'meta_key' => 'Trắc địa Thành Đạt
',
			'meta_des' => 'Trắc địa Thành Đạt',
			'created' => '2021-10-29',
			'modified' => '2022-07-26',
			'slug' => 'spectra-geospatial-spectra-precision',
			'cate' => '4',
			'link' => 'hang-san-xuat',
			'name_eng' => '',
			'name_tq' => '',
			'type' => 'product',
			'hot' => '0',
			'content' => '',
			'display' => '0',
			'content_eng' => null
		)
	),
	(int) 18 => array(
		'Catproduct' => array(
			'id' => '65',
			'name' => 'eFix',
			'parent_id' => '20',
			'alias' => 'efix',
			'images' => '20220713122211fbe3d1863b974d6d492ac3c1ea44c779.png',
			'lft' => '92',
			'rght' => '93',
			'pos' => '0',
			'status' => '1',
			'title_seo' => 'Efix là nhà cung cấp thiết bị GNSS RTK chuyên nghiệp, tin cậy, dễ sử dụng, tiết kiệm chi phí có trụ sở tại Thượng Hải, Trung Quốc.',
			'meta_key' => 'Trắc địa Thành Đạt chuyên cung cấp máy GNSS EFIX tại Việt Nam',
			'meta_des' => '',
			'created' => '2022-07-13',
			'modified' => '2022-07-13',
			'slug' => 'efix',
			'cate' => '4',
			'link' => 'hang-san-xuat',
			'name_eng' => '',
			'name_tq' => '',
			'type' => 'product',
			'hot' => '0',
			'content' => '',
			'display' => '0',
			'content_eng' => null
		)
	),
	(int) 19 => array(
		'Catproduct' => array(
			'id' => '66',
			'name' => 'GeoMax',
			'parent_id' => '20',
			'alias' => 'geomax',
			'images' => '20220726152511ff685590317f1330efc73f396ac92cd7.jpg',
			'lft' => '94',
			'rght' => '95',
			'pos' => '0',
			'status' => '1',
			'title_seo' => 'Chuyên cung cấp các loại máy toàn đạc điện tử, máy thủy bình Geomax tại Việt Nam',
			'meta_key' => 'Trắc địa Thành Đạt chuyên cung cấp máy toàn đạc điện tử, máy thủy bình của hãng Geomax tại Việt Nam',
			'meta_des' => '',
			'created' => '2022-07-26',
			'modified' => '2024-06-10',
			'slug' => 'geomax',
			'cate' => '4',
			'link' => 'hang-san-xuat',
			'name_eng' => '',
			'name_tq' => '',
			'type' => 'product',
			'hot' => '0',
			'content' => '',
			'display' => '0',
			'content_eng' => null
		)
	),
	(int) 20 => array(
		'Catproduct' => array(
			'id' => '68',
			'name' => 'FOIF',
			'parent_id' => '20',
			'alias' => 'foif',
			'images' => '2022072617213005205552655b321c2b5eb6c76daeea63.png',
			'lft' => '96',
			'rght' => '97',
			'pos' => '0',
			'status' => '1',
			'title_seo' => 'Chuyên cung cấp máy đo đạc trắc địa các hãng LEICA, NIKON, TOPCON, SOKKIA, PENTAX, FOIF,...',
			'meta_key' => 'Chuyên cung cấp máy đo đạc trắc địa các hãng LEICA, NIKON, TOPCON, SOKKIA, PENTAX, FOIF,...',
			'meta_des' => '',
			'created' => '2022-07-26',
			'modified' => '2022-07-26',
			'slug' => 'foif',
			'cate' => '4',
			'link' => 'hang-san-xuat',
			'name_eng' => '',
			'name_tq' => '',
			'type' => 'product',
			'hot' => '0',
			'content' => '',
			'display' => '0',
			'content_eng' => null
		)
	),
	(int) 21 => array(
		'Catproduct' => array(
			'id' => '70',
			'name' => 'Geomate',
			'parent_id' => '20',
			'alias' => 'geomate',
			'images' => '202305151416371b7227a8c68a56e017230f15f5aaf064.jpg',
			'lft' => '98',
			'rght' => '99',
			'pos' => '0',
			'status' => '1',
			'title_seo' => 'máy RTK',
			'meta_key' => '',
			'meta_des' => '',
			'created' => '2023-05-15',
			'modified' => '2023-05-15',
			'slug' => 'geomate',
			'cate' => '4',
			'link' => 'hang-san-xuat',
			'name_eng' => '',
			'name_tq' => '',
			'type' => 'product',
			'hot' => '0',
			'content' => '',
			'display' => '0',
			'content_eng' => null
		)
	),
	(int) 22 => array(
		'Catproduct' => array(
			'id' => '71',
			'name' => 'Meridian',
			'parent_id' => '20',
			'alias' => 'meridian',
			'images' => '20250917151733eabbd747b71c416eeaa52bb09f58985a.png',
			'lft' => '100',
			'rght' => '101',
			'pos' => '0',
			'status' => '1',
			'title_seo' => 'Máy định vị vệ tinh GNSS RTK',
			'meta_key' => 'GNSS RTK, GPS 2 tần số, máy RTK',
			'meta_des' => 'GNSS RTK, GPS 2 tần số, máy RTK',
			'created' => '2025-09-17',
			'modified' => '2025-09-17',
			'slug' => 'meridian',
			'cate' => '4',
			'link' => 'hang-san-xuat',
			'name_eng' => '',
			'name_tq' => '',
			'type' => 'product',
			'hot' => '0',
			'content' => '',
			'display' => '0',
			'content_eng' => null
		)
	),
	(int) 23 => array(
		'Catproduct' => array(
			'id' => '43',
			'name' => 'Hãng Khác',
			'parent_id' => '20',
			'alias' => 'hang-khac',
			'images' => null,
			'lft' => '70',
			'rght' => '71',
			'pos' => '1',
			'status' => '1',
			'title_seo' => '',
			'meta_key' => '',
			'meta_des' => '',
			'created' => '2015-12-23',
			'modified' => '2015-12-23',
			'slug' => 'hang-khac',
			'cate' => '4',
			'link' => 'hang-san-xuat',
			'name_eng' => '',
			'name_tq' => '',
			'type' => 'product',
			'hot' => '0',
			'content' => '',
			'display' => '0',
			'content_eng' => null
		)
	)
)
$cap2 = array(
	'Catproduct' => array(
		'id' => '47',
		'name' => 'Sản phẩm khác',
		'parent_id' => '2',
		'alias' => 'san-pham-khac',
		'images' => '2024010816004972262bc63fc2344d41a2a0d35c8176a7.png',
		'lft' => '28',
		'rght' => '29',
		'pos' => '14',
		'status' => '1',
		'title_seo' => 'địa bàn địa chất, la bàn, la ban, búa địa chất, máy đo độ dày bê tông,camera hồng ngoại, máy đo độ bụi, máy đo độ cứng bê tông, bật mực, nhiệt kế, súng bắn bê tông,..',
		'meta_key' => 'địa bàn địa chất, la bàn, la ban, búa địa chất, máy đo độ dày bê tông,camera hồng ngoại, máy đo độ bụi, máy đo độ cứng bê tông, bật mực, nhiệt kế, súng bắn bê tông,..',
		'meta_des' => 'Chuyên cung cấp địa bàn địa chất, la bàn, la ban, búa địa chất, máy đo độ dày bê tông,camera hồng ngoại, máy đo độ bụi, máy đo độ cứng bê tông, bật mực, nhiệt kế, súng bắn bê tông,..  Trắc địa Thành Đạt cam kết mang tới cho khách hàng những sản phẩm chính hãng chất lượng tốt nhất, giá cả hợp lý, hỗ trợ tư vấn, chuyển giao công nghệ miễn phí, dịch vụ chăm sóc khách hàng tận tâm 24/7! ',
		'created' => '2016-01-25',
		'modified' => '2024-01-08',
		'slug' => 'san-pham-khac',
		'cate' => '4',
		'link' => 'san-pham',
		'name_eng' => '',
		'name_tq' => '',
		'type' => 'product',
		'hot' => '0',
		'content' => '',
		'display' => '0',
		'content_eng' => null
	)
)
$dm_c3 = array()

include - APP/View/Elements/menu.ctp, line 55
View::_evaluate() - CORE/Cake/View/View.php, line 920
View::_render() - CORE/Cake/View/View.php, line 883
View::element() - CORE/Cake/View/View.php, line 424
include - APP/View/Layouts/home.ctp, line 169
View::_evaluate() - CORE/Cake/View/View.php, line 920
View::_render() - CORE/Cake/View/View.php, line 883
View::renderLayout() - CORE/Cake/View/View.php, line 539
View::render() - CORE/Cake/View/View.php, line 483
Controller::render() - CORE/Cake/Controller/Controller.php, line 957
ProductController::chitiet() - APP/Controller/ProductController.php, line 135
ReflectionMethod::invokeArgs() - [internal], line ??
Controller::invokeAction() - CORE/Cake/Controller/Controller.php, line 485
Dispatcher::_invoke() - CORE/Cake/Routing/Dispatcher.php, line 186
Dispatcher::dispatch() - CORE/Cake/Routing/Dispatcher.php, line 161
[main] - APP/webroot/index.php, line 92

Notice (8): Undefined index: name_eng [APP/View/Elements/menu.ctp, line 56]
Code Context
                        <div class="accordion-heading">

                            <a class="accordion-toggle" <?php if(!empty($dm_c2)){?>data-toggle="collapse" data-parent="#accordion2" href="#collapse<?php echo $cap1['Catproduct']['id'];?>" title="<?php echo $cap1['Catproduct']['name'.LANGUAGE];?>"<?php }else{?>href="<?php echo DOMAIN.$cap1['Catproduct']['slug'];?>"<?php }?>>

                                <?php echo $cap1['Catproduct']['name'.LANGUAGE];?>
$viewFile = '/home/tracdiathanhda/domains/tracdiathanhdat.vn/public_html/app/View/Elements/menu.ctp'
$dataForView = array(
	'cat12' => array(
		'Catproduct' => array(
			'id' => '40',
			'name' => 'Blogs',
			'parent_id' => null,
			'alias' => 'blogs',
			'images' => '',
			'lft' => '103',
			'rght' => '104',
			'pos' => '5',
			'status' => '1',
			'title_seo' => 'tin tức trắc địa, cập nhật xu hướng đo đạc mới, công nghệ đo đạc, thiết bị đo đạc hiện đại, mẹo kỹ thuật trắc địa, sai số đo đạc, hệ tọa độ VN-2000, GNSS, RTK, GPS trắc địa, phần mềm trắc địa, phần mềm GIS, SurPad, LandStar, Magnet Field, Leica Captivate, Trimble Access',
			'meta_key' => 'tin tức trắc địa, cập nhật xu hướng đo đạc mới, công nghệ đo đạc, thiết bị đo đạc hiện đại, mẹo kỹ thuật trắc địa, sai số đo đạc, hệ tọa độ VN-2000, GNSS, RTK, GPS trắc địa, phần mềm trắc địa, phần mềm GIS, SurPad, LandStar, Magnet Field, Leica Captivate, Trimble Access',
			'meta_des' => 'phần mềm máy đo đạc, phần mềm GIS, phần mềm trút dữ liệu',
			'created' => '2015-12-16',
			'modified' => '2025-10-29',
			'slug' => 'blogs',
			'cate' => '4',
			'link' => 'tin-tuc',
			'name_eng' => '',
			'name_tq' => '',
			'type' => 'new',
			'hot' => '0',
			'content' => '',
			'display' => '0',
			'content_eng' => null
		)
	),
	'description_for_layout' => 'Chuyên cung cấp máy định vị vệ tinh GPS RTK, máy thủy bình, máy toàn đạc điện tử, UAV, ống nhòm, máy định vị GPS cầm tay, ... chính hãng, uy tín, giá tốt hàng đầu tại Việt Nam! Hotline: 0913051734!',
	'keywords_for_layout' => 'Chuyên cung cấp máy định vị vệ tinh GPS RTK, máy thủy bình, máy toàn đạc điện tử, UAV, ống nhòm, máy định vị GPS cầm tay, ... chính hãng, uy tín, giá tốt hàng đầu tại Việt Nam! Hotline: 0913051734!',
	'title_for_layout' => 'Máy toàn đạc điện tử',
	'tinmoiup' => array(
		(int) 0 => array(
			'Post' => array(
				[maximum depth reached]
			),
			'Catproduct' => array(
				[maximum depth reached]
			)
		),
		(int) 1 => array(
			'Post' => array(
				[maximum depth reached]
			),
			'Catproduct' => array(
				[maximum depth reached]
			)
		),
		(int) 2 => array(
			'Post' => array(
				[maximum depth reached]
			),
			'Catproduct' => array(
				[maximum depth reached]
			)
		),
		(int) 3 => array(
			'Post' => array(
				[maximum depth reached]
			),
			'Catproduct' => array(
				[maximum depth reached]
			)
		),
		(int) 4 => array(
			'Post' => array(
				[maximum depth reached]
			),
			'Catproduct' => array(
				[maximum depth reached]
			)
		),
		(int) 5 => array(
			'Post' => array(
				[maximum depth reached]
			),
			'Catproduct' => array(
				[maximum depth reached]
			)
		),
		(int) 6 => array(
			'Post' => array(
				[maximum depth reached]
			),
			'Catproduct' => array(
				[maximum depth reached]
			)
		),
		(int) 7 => array(
			'Post' => array(
				[maximum depth reached]
			),
			'Catproduct' => array(
				[maximum depth reached]
			)
		),
		(int) 8 => array(
			'Post' => array(
				[maximum depth reached]
			),
			'Catproduct' => array(
				[maximum depth reached]
			)
		),
		(int) 9 => array(
			'Post' => array(
				[maximum depth reached]
			),
			'Catproduct' => array(
				[maximum depth reached]
			)
		)
	),
	'tinlq' => array(
		(int) 0 => array(
			'Post' => array(
				[maximum depth reached]
			),
			'Catproduct' => array(
				[maximum depth reached]
			)
		),
		(int) 1 => array(
			'Post' => array(
				[maximum depth reached]
			),
			'Catproduct' => array(
				[maximum depth reached]
			)
		),
		(int) 2 => array(
			'Post' => array(
				[maximum depth reached]
			),
			'Catproduct' => array(
				[maximum depth reached]
			)
		),
		(int) 3 => array(
			'Post' => array(
				[maximum depth reached]
			),
			'Catproduct' => array(
				[maximum depth reached]
			)
		),
		(int) 4 => array(
			'Post' => array(
				[maximum depth reached]
			),
			'Catproduct' => array(
				[maximum depth reached]
			)
		),
		(int) 5 => array(
			'Post' => array(
				[maximum depth reached]
			),
			'Catproduct' => array(
				[maximum depth reached]
			)
		),
		(int) 6 => array(
			'Post' => array(
				[maximum depth reached]
			),
			'Catproduct' => array(
				[maximum depth reached]
			)
		),
		(int) 7 => array(
			'Post' => array(
				[maximum depth reached]
			),
			'Catproduct' => array(
				[maximum depth reached]
			)
		),
		(int) 8 => array(
			'Post' => array(
				[maximum depth reached]
			),
			'Catproduct' => array(
				[maximum depth reached]
			)
		),
		(int) 9 => array(
			'Post' => array(
				[maximum depth reached]
			),
			'Catproduct' => array(
				[maximum depth reached]
			)
		)
	),
	'detailNews' => array(
		'Post' => array(
			'id' => '721',
			'name' => 'Định vị công trình bằng máy toàn đạc điện tử',
			'code' => null,
			'alias' => 'dinh-vi-cong-trinh-bang-may-toan-dac-dien-tu',
			'cat_id' => '40',
			'price' => '0',
			'type' => 'new',
			'shortdes' => '<p style="margin: 0in 0in 15.6pt; text-align: justify; background-image: initial; background-position: initial; background-size: initial; background-repeat: initial; background-attachment: initial; background-origin: initial; background-clip: initial;">
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="color: rgb(51, 51, 51);">Định vị thi c&ocirc;ng c&ocirc;ng tr&igrave;nh l&agrave; c&ocirc;ng t&aacute;c trắc địa nhằm x&aacute;c định vị tr&iacute; mặt&nbsp;<span style="box-sizing: border-box; touch-action: manipulation; color: rgb(51, 72, 98);">bằng</span>&nbsp;của c&aacute;c điểm, c&aacute;c đường thẳng, c&aacute;c điểm chi tiết của c&ocirc;ng tr&igrave;nh x&acirc;y dựng tr&ecirc;n đất liền cũng như tr&ecirc;n mặt nước theo đ&uacute;ng thiết kế.</span></span></span><span style="font-size:11.5pt;
font-family:Montserrat;color:#333333"><o:p></o:p></span></p>
',
			'content' => '<h2>
	<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>I. T&igrave;m hiểu về định vị thi c&ocirc;ng c&ocirc;ng tr&igrave;nh&nbsp;</strong></span></span></span></h2>
<br />
<p>
	<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Định vị thi c&ocirc;ng c&ocirc;ng tr&igrave;nh l&agrave; c&ocirc;ng t&aacute;c trắc địa nhằm x&aacute;c định vị tr&iacute; mặt&nbsp;bằng&nbsp;của c&aacute;c điểm, c&aacute;c đường thẳng, c&aacute;c điểm chi tiết của c&ocirc;ng tr&igrave;nh x&acirc;y dựng tr&ecirc;n đất liền cũng như tr&ecirc;n mặt nước theo đ&uacute;ng thiết kế.<br />
	<br />
	Định vị c&ocirc;ng tr&igrave;nh bằng m&aacute;y to&agrave;n đạc c&oacute; thể hiểu l&agrave; thao t&aacute;c sử dụng m&aacute;y to&agrave;n đạc để khảo s&aacute;t, x&aacute;c định vị tr&iacute; tọa độ c&ocirc;ng tr&igrave;nh chi tiết, nhanh ch&oacute;ng v&agrave; ch&iacute;nh x&aacute;c. C&aacute;c kỹ sư sẽ nhập c&aacute;c tham số tr&ecirc;n bản vẽ v&agrave;o m&aacute;y. Sau đ&oacute;, c&aacute;c thuật to&aacute;n của m&aacute;y to&agrave;n đạc sẽ xử l&yacute; những số liệu n&agrave;y. Cuối c&ugrave;ng, m&aacute;y to&agrave;n đạc&nbsp;sẽ khảo s&aacute;t, x&aacute;c định chi tiết v&agrave; x&aacute;c thực những vị tr&iacute; điểm ra thực địa.&nbsp;<br />
	<br />
	Chỉ cần tr&iacute;ch xuất những vị tr&iacute; tọa độ ch&iacute;nh x&aacute;c điểm tr&ecirc;n bản vẽ sang&nbsp;<strong><a href="https://tracdiathanhdat.vn/may-toan-dac-dien-tu">m&aacute;y to&agrave;n đạc điện tử</a> , </strong>&nbsp;m&aacute;y sẽ xử l&yacute; c&aacute;c th&ocirc;ng số n&agrave;y. Sau đ&oacute;, m&aacute;y triển khai vị tr&iacute; những tim trục tr&ecirc;n bản đồ l&ecirc;n thực địa. Nhờ vậy, sẽ định vị được x&aacute;c thực tim trục của nền m&oacute;ng cho những bước thi c&ocirc;ng tiếp theo.</span></span></span></p>
<p style="text-align: center;">
	<br />
	<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/dinh-vi-cong-trinh-bang-may-toan-dac.jpg" style="width: 620px; height: 360px;" /></span></span></span></p>
<h2>
	<br />
	<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>II. Phương ph&aacute;p thực hiện định vị c&ocirc;ng tr&igrave;nh bằng m&aacute;y to&agrave;n đạc điện tử</strong></span></span></span></h2>
<p style="text-align: center;">
	<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">&nbsp; &nbsp; &nbsp;&nbsp;<img alt="" 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" style="height: 411px; width: 620px;" /></span></span></span></p>
<p style="text-align: center;">
	<em><span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">&nbsp; &nbsp; &nbsp;Bản vẽ mặt bằng mộtt nh&agrave; xưởng</span></span></span></em><br />
	&nbsp;</p>
<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Reference Line (Định ᴠị c&ocirc;ng tr&igrave;nh theo đường chuẩn l&agrave; đường thẳng): một đường chuẩn c&oacute; thể được х&aacute;c định bằng c&aacute;ch tham chiếu tới 1 đường thẳng gốc đ&atilde; biết.&nbsp;<br />
<br />
1. X&aacute;c định đường gốc<br />
<br />
Một đường gốc được gắn ᴠới 2 điểm gốc ᴠ&agrave; được х&aacute;c định theo 3 c&aacute;ch: Đo đến điểm gốc; Nhập toạ độ bằng taу; Gọi điểm từ bộ nhớ.<br />
<br />
a) Đo tới điểm gốc. Nhập t&ecirc;n điểm <strong>PtID</strong> ᴠ&agrave; đo bằng ph&iacute;m&nbsp;<br />
b) Với điểm gốc đ&atilde; biết toạ độ t&igrave;m kiếm điểm <strong>PtID</strong> trong bộ nhớ. Nhập toạ độ bằng taу. Hiển thị những điểm ѕẵn trong m&aacute;у.<br />
&nbsp; &nbsp; (1) Điểm gốc trang bị 1&nbsp;<br />
&nbsp; &nbsp; (2) Điểm gốc thứ hai.<br />
&nbsp; &nbsp; (3) Đường gốc.<br />
&nbsp; &nbsp; (4) Đường chuẩn.<br />
<br />
2. Dịch chuуển/Quaу đường gốc<br />
Đường gốc được dịch chuуển ѕong ѕong, chiều dọc, chiều đứng hoặc l&agrave; quaу. Tất cả c&aacute;c kết quả đo ѕau đ&oacute; ѕẽ ảnh hưởng đến đường chuẩn.<br />
&nbsp; &nbsp; <strong>BP</strong>: Điểm gốc.<br />
&nbsp; &nbsp; <strong>BL</strong>: Đường gốc.<br />
&nbsp; &nbsp; <strong>RP</strong>: Điểm chuẩn.<br />
&nbsp; &nbsp; <strong>RL</strong>: Đường chuẩn.<br />
&nbsp; &nbsp; <strong>Off</strong>: Dịch chuуển ѕong ѕong.<br />
&nbsp; &nbsp; <strong>L</strong>: Dịch chuуển theo chiều dọc.<br />
&nbsp; &nbsp; <strong>R</strong>: Th&ocirc;ng ѕố quaу.<br />
<br />
Nhập th&ocirc;ng ѕố: Sử dụng ph&iacute;m n&agrave;у để chuуển con trỏ đến trường th&ocirc;ng ѕố bắt buộc nhập.&nbsp;Ta c&oacute; thể nhập c&aacute;c th&ocirc;ng ѕố như ѕau:<br />
&nbsp; &nbsp; <strong>Offѕet</strong>: Dịch chuуển đường chuẩn ѕong ѕong ᴠề ph&iacute;a b&ecirc;n cần của đường gốc, ᴠ&agrave;o hướng của đường gốc (BP1-BP2).<br />
&nbsp; &nbsp; <strong>Line</strong>: Dịch chuуển đường chuẩn theo chiều dọc t&iacute;nh từ điểm gốc trước ti&ecirc;n theo hướng từ điểm gốc đầu ti&ecirc;n tới điểm gốc vật dụng hai.<br />
&nbsp; &nbsp; <strong>Rotate</strong>: Quaу đường chuẩn theo chiều kim đồng hồ хung quanh điểm gốc.<br />
&nbsp; &nbsp; <strong>Height</strong>: Đường chuẩn cao hơn đường gốc.<br />
&nbsp; &nbsp; <strong>Ref.Hgt:Point1:</strong> Ch&ecirc;nh cao ѕo ᴠới điểm gốc chuẩn nhất.<br />
&nbsp; &nbsp; <strong>Point 2</strong>: Ch&ecirc;nh cao ѕo ᴠới điểm gốc chuẩn hai.<br />
&nbsp; &nbsp; <strong>Interpolated:</strong> Ch&ecirc;nh cao dọc theo đường chuẩn.<br />
&nbsp; &nbsp; <strong>No height</strong>: Ch&ecirc;nh cao kh&ocirc;ng được t&iacute;nh to&aacute;n ᴠ&agrave; hiển thị.<br />
<br />
3. Tiến h&agrave;nh đo hoặc chuуển ѕang chế độ chuуển điểm bề ngo&agrave;i ra thực địa. Tiến h&agrave;nh đo đến điểm đ&iacute;ch. Chuуển ѕang chế độ chuуển điểm bề ngo&agrave;i ra thực địa.<br />
<br />
4. Ứng dụng tương trợ &ldquo;Line&amp;Offѕet&rdquo;:&nbsp;t&iacute;nh to&aacute;n ra ᴠị tr&iacute; của điểm đo ѕo ᴠới đường chuẩn bằng c&aacute;ch hiển thị c&aacute;c lệch dọc trục, lệch ngang, ch&ecirc;nh cao&hellip;<br />
&nbsp;</span></span></span><br />
<p style="box-sizing: border-box; margin-bottom: 1.3em; margin-top: 0px; color: rgb(66, 66, 66); font-family: Roboto, sans-serif; font-size: 15px; text-align: justify;">
	<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trắc đạc c&ocirc;ng tr&igrave;nh hay đo đạc c&ocirc;ng tr&igrave;nh l&agrave; khảo s&aacute;t v&agrave; khai triển bản vẽ thiết kế của c&ocirc;ng tr&igrave;nh ra thực địa, d&ugrave;ng cho thi c&ocirc;ng v&agrave; gi&aacute;m s&aacute;t x&acirc;y dựng c&ocirc;ng tr&igrave;nh đ&uacute;ng bản vẽ thiết kế. Quan trắc dịch chuyển của c&ocirc;ng tr&igrave;nh ra thực địa, chuy&ecirc;n dụng cho thi c&ocirc;ng v&agrave; gi&aacute;m s&aacute;t x&acirc;y dựng c&ocirc;ng tr&igrave;nh đ&uacute;ng bản vẽ thiết kế. C&ocirc;ng cụ đo bằng những mẫu m&aacute;y đo đạc như m&aacute;y kinh vĩ, m&aacute;y thủy b&igrave;nh,m&aacute;y đo khoảng c&aacute;ch laser, m&aacute;y to&agrave;n đạc điện tử&nbsp;&hellip;&nbsp;</span></span></span></p>
<p style="box-sizing: border-box; margin-bottom: 1.3em; margin-top: 0px; color: rgb(66, 66, 66); font-family: Roboto, sans-serif; font-size: 15px; text-align: justify;">
	<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Nhiệm vụ chủ đạo của c&ocirc;ng t&aacute;c trắc địa trong x&acirc;y dựng l&agrave; đảm bảo cho c&ocirc;ng tr&igrave;nh được x&acirc;y dựng đ&uacute;ng k&iacute;ch thước h&igrave;nh học v&agrave; đ&uacute;ng vị tr&iacute; thiết kế. Chỉ khi hai y&ecirc;u cầu n&agrave;y được đ&aacute;p ứng th&igrave; c&ocirc;ng tr&igrave;nh mới mang thể vận h&agrave;nh an to&agrave;n.&nbsp;</span></span></span></p>
<h2 style="box-sizing: border-box; margin-bottom: 1.3em; margin-top: 0px; color: rgb(66, 66, 66); font-family: Roboto, sans-serif; font-size: 15px; text-align: justify;">
	<span style="font-weight: var(--h2_typography-font-weight); font-family: tahoma, geneva, sans-serif; font-size: 14px; color: rgb(0, 0, 0);">III. Những thiết bị được sử dụng trong định vị thi c&ocirc;ng c&ocirc;ng tr&igrave;nh</span></h2>
<ul style="box-sizing: border-box; color: rgb(73, 73, 73); font-family: &quot;Open Sans&quot;, Arial, Helvetica, sans-serif; font-size: 15px;">
	<li style="box-sizing: border-box;">
		<span style="color:#ff0000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><a href="https://tracdiathanhdat.vn/may-thuy-binh-tu-dong"><strong>M&aacute;y thủy b&igrave;nh tự động, m&aacute;y thủy b&igrave;nh điện tử</strong></a></span></span></span><span style="color:#000080;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">:</span></span></span><span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> X&aacute;c định cao độ, dẫn mốc cao độ, đo ch&ecirc;nh cao, quan trắc l&uacute;n&hellip;</span></span></span></li>
</ul>
<ul style="box-sizing: border-box; color: rgb(73, 73, 73); font-family: &quot;Open Sans&quot;, Arial, Helvetica, sans-serif; font-size: 15px;">
	<li style="box-sizing: border-box;">
		<span style="color:#000080;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="box-sizing: border-box; font-weight: bolder;"><a href="https://tracdiathanhdat.vn/may-toan-dac-dien-tu">M&aacute;y to&agrave;n đạc điện tử</a></span></span></span></span><span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="box-sizing: border-box; font-weight: bolder;">:</span>&nbsp;Bố tr&iacute; tr&iacute; tọa độ thiết kế ra thực địa; t&iacute;nh to&aacute;n khoảng c&aacute;ch ngang, đứng, g&oacute;c phương vị của đường, tọa độ điểm, diện t&iacute;ch v&agrave; bố tr&iacute; đường thẳng, đường cong; dẫn lưới lập mốc đường chuyền&hellip;</span></span></span></li>
</ul>
<ul style="box-sizing: border-box; color: rgb(73, 73, 73); font-family: &quot;Open Sans&quot;, Arial, Helvetica, sans-serif; font-size: 15px;">
	<li style="box-sizing: border-box;">
		<span style="color:#000080;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="box-sizing: border-box; font-weight: bolder;"><a href="https://tracdiathanhdat.vn/may-dinh-vi-ve-tinh-gps-2-tan-so-rtk">M&aacute;y định vị GNSS</a></span></span></span></span><span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="box-sizing: border-box; font-weight: bolder;">:</span>&nbsp;Khảo s&aacute;t th&agrave;nh lập lưới khống chế tọa độ; bố tr&iacute; điểm phục vụ cho c&ocirc;ng t&aacute;c chuyển điểm thiết kế ra thực địa; giao hội, bố tr&iacute; đường cong, t&iacute;nh diện t&iacute;ch&hellip;</span></span></span></li>
</ul>
<p style="box-sizing: border-box; margin-bottom: 1.3em; margin-top: 0px; color: rgb(66, 66, 66); font-family: Roboto, sans-serif; font-size: 15px; text-align: center;">
	<span style="color:#000000;"><img alt="" src="/admin/webroot/upload/image/images/Banner (665 × 295 px) (31).png" style="width: 665px; height: 295px;" /></span></p>
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			'lft' => '103',
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			'title_seo' => 'tin tức trắc địa, cập nhật xu hướng đo đạc mới, công nghệ đo đạc, thiết bị đo đạc hiện đại, mẹo kỹ thuật trắc địa, sai số đo đạc, hệ tọa độ VN-2000, GNSS, RTK, GPS trắc địa, phần mềm trắc địa, phần mềm GIS, SurPad, LandStar, Magnet Field, Leica Captivate, Trimble Access',
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		'title' => 'Chuyên phân phối máy đo đạc, trắc địa: Máy GPS RTK, máy thủy bình, máy toàn đạc, máy scanner, UAV chính hãng (LEICA, TOPCON, NIKON, TRIMPLE, SOKKIA, DJI, PENTAX, GARMIN,...)',
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		'address' => '<p>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong><u>Văn ph&ograve;ng</u></strong></span></span><span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">: Số 157&nbsp;Đặng Văn Ngữ, Phường Kim Li&ecirc;n, H&agrave; Nội</span></span></p>
<p>
	<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">MST:<strong><a href="javascript: void(0)" style="font-size:11px;"><span style="color:#ffffff;"> 0103764857 </span></a></strong>do Sở KHĐT TP. H&agrave; Nội cấp ng&agrave;y 28-04-2009<br />
	Điện thoại:&nbsp;<a href="javascript: void(0)" style="font-family: tahoma, geneva, sans-serif;font-size:11px;"><span style="color: rgb(255, 255, 255);"><strong style="font-family: arial, helvetica, sans-serif;">(</strong><strong style="font-family: arial, helvetica, sans-serif;">024) 3776 4930</strong></span></a></span></span></p>
<div>
	<p>
		<strong style="font-size: 14px; font-family: tahoma, geneva, sans-serif;"><u>Cửa h&agrave;ng</u></strong><span style="font-size: 14px; font-family: tahoma, geneva, sans-serif;">:</span></p>
</div>
<p>
	<span style="font-family: tahoma, geneva, sans-serif;">- <span style="font-size:12px;">Số <strong><span style="font-size:14px;">145 </span></strong></span></span><span style="font-size:12px;"><span style="font-family: tahoma, geneva, sans-serif;">L&aacute;ng Hạ, Phường L&aacute;ng Hạ, H&agrave; Nội</span></span></p>
<p>
	<span style="font-size:12px;"><span style="font-family: tahoma, geneva, sans-serif;">- Số 5/161 Nguyễn Tu&acirc;n, Phường Thanh Xu&acirc;n, H&agrave; Nội</span></span><br />
	<br />
	&nbsp;</p>
',
		'contactinfo_eng' => '',
		'taikhoan' => '<strong><span style="color:#04529a;">Số T&agrave;i&nbsp; khoản c&aacute;c ng&acirc;n h&agrave;ng của c&ocirc;ng ty T&acirc;n &Aacute;</span></strong><br />
<br />
1. 13022-0506-5430 - Nguyễn Văn Hiệu - Agribank - CN Trung Y&ecirc;n, HN<br />
2. 0011-00404-0367 - Nguyễn Văn Hiệu - Vietcombank - CN Sở Giao dịch, HN<br />
3. 711A-6202-9713 - Nguyễn Văn Hiệu - Vietinbank - CN Thanh Xu&acirc;n, HN<br />
4. 190-256-018-210-13 - Nguyễn Văn Hiệu - Techcombank, H&agrave; Nội<br />
5. 1231-0000-368-767 - Nguyễn Văn Hiệu - BIDV CN Quang Trung, H&agrave; Nội',
		'contactinfo' => '<div dir="rtl" style="text-align: left;">
	<u style="font-family: tahoma, geneva, sans-serif; font-size: 14px;"><strong>Văn Ph&ograve;ng</strong></u></div>
<div style="">
	<br />
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Địa chỉ:&nbsp; Số 157 Đặng Văn Ngữ, Phường Kim Li&ecirc;n, H&agrave; Nội, Việt Nam<br />
	Tel:&nbsp; &nbsp; &nbsp; &nbsp; (024) 3776 4930 &nbsp; &nbsp;<br />
	Fax:&nbsp; &nbsp; &nbsp; &nbsp;(024) 3776 5908<br />
	Email:&nbsp; &nbsp; thanhdatsurvey.JSC@gmail.com/ tracdiathanhdat@gmail.com<br />
	Hotline:&nbsp; <strong>0913 051 734</strong><br />
	<br />
	<strong><u>C</u></strong><strong><u>ửa h&agrave;ng</u></strong></span></span><br />
	<br />
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">- Số 145 L&aacute;ng Hạ, Phường L&aacute;ng Hạ, H&agrave; Nội</span></span><br />
	<img alt="" src="data:image/png;base64,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" style="height: 12px; width: 16px;" /><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">&nbsp;<strong>0942 288 388</strong></span><br />
	&nbsp;</div>
<div style="">
	<span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">- Số 5/161 Nguyễn Tu&acirc;n, Phường Thanh Xu&acirc;n, H&agrave; Nội</span></div>
<div style="">
	<img alt="" src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADUAAAAoCAYAAABerrI1AAAIK0lEQVRoBdWZi1fTRxbH8/esW3W77Wnrqnva7XH7dNk+7Lq7h/Io8jIEGiCGN9XKK0SBJITwy+uXH8kvFgUEUZ4iWI5Va7UVH1sf1VWrq+261W0tIt89d+L8GkJegJ6VOWfOZCYzc+9n7p07k4kK80z3H0ziyu1zOHF1DINnZew4th3Wg3rUDWVgc18iirrfQn7na9B2vIqCztdR2PUmK6lO7cU9b2NLXyIMw5mwjZeg/YtG7P+6HV9ePYhrty+A5p9vUsU7cHLqZ0x8ewi9E06Yxwqg352ATP/vkOFf8chz5o6V0HcnwDJWyOSd+vazOUHGhDp9/TCkIzVMyOMAiHdOgvQercWZG0dj2iEi1KFv9qJm8INHboV4IaL1qx1Kx5FLAxHhZkFduDWB+uGsJxImFHT7iAZXb5+fBTcDauCMF+TPoYMXWs/asQrZn6wGlQudK3S8uv1FjJ7rmAGmQLUfb1qQwHT5eWzwPosP2n7LNje5B/n/5e/PstW89p+LrKT6P/51DJ9fHsLI1+3Q7lzDxmXIzy9IPgUwnhgUheTQFYhVL+l5G77PDcjveAVJ7l/jfdevWNb4f48f7n3P549ZbhvMVMbSPMmeZXAcqkR571/mrNORy4NMnurGnctxD87asRKGoQwcvtSPqQf32QQlXQmKUgS2ECi+MGTN6ekH7AxsGNHE7bY57S/hx8k7UFG4jmUV/n3l3r/OWvnHBRUsiA50rkOssu+0BBWd/rE68u9pU966ey1YHiJB3f7xJs7dPIHjV0ZBx8PY+S6MX9yDL66M4OyNY7h59yqbJ9j9gi3FhdDK53e+GreOjQfyoKIrDFc6nvLAuV1cHiuDoZLFpcj2r8TW/uSYiuTufBkf7fs7dJ1vsH3Egagk9+OJFiEevXifyn1/g0qz8w9zGtT1ZQvzdy60uCsBydJypPuem9M8XAleUvRMlZ5GomuJAjWNadAxw/vEU+btWgOV2r86/kHyChgGNihQhy/1gYJHNGFa35+wpS0bNVIhtkhq6HzvRO2fLr/AoiotGkFZRvORIcd/v9zQ9ixUWd4XkCItjyqIK03uVd2XyoxEN2veHqn8UH4NH7epYXLUwdTQCLPNiGpJCwKNNIa3f9yfxG7rtjE9ksVlMfvTuLS2Z5Dsfgqq4/88oITkJHEpSPFwmXw9RVyKi99NoHog+p1Q710Ps1gHl8vFcmuzALPBAluTTWmzig0o86ZEvelrdr6EI5f6kSY9jfddS5DiWc5cnUolS4G2ZPEpxrHruAns8P3s4j5s9K9ijUmuJQiX9Z1rceLKKMp734u4atn+1TB6yuEQHHA5A0AEZqmzoKnaxHJwO/UjeLUceV/Tta3/tARdx+vK4gcHFf451fMbyEcNzIsY1P2pn7Fvwo1tQ1loHM6BaX+ukhuG1Wjar0H/KQmFXW9EBCLzN4pVsJlsTHlLrQVOhxNOpwtOwYmWRhvsLYJiqWajlfWzGq1oERuRI78cdW7bwSJUdL8LCkxl3e8ouWT3n1HUuRaO8TLcuhM4JpS7H49m4crJqXugqML9PVxJe4WsQspzqxCU3y/D4xEhCHa43W6lbqkPWM9S38zGNXg2R52fZNKv4nhSXFCxTvRc+Y9wuhyKFQSrnVnJJ/vQUN+AEm0pdOpNKMorRn2VAT6fF6IoQrDZlTG0IJu867BRfjEiHEXa0MM/HGRMqLHznRGF0OpRUKiS8phydsHB3I0UJAsZa43ISdVAt1EHnUbPwDSpGlRVboXP71OA2B50uVAr6VHmTYoqz7h/YziOGW1RoX66/1/QyR/O3XhblaSFRTQoe8lUY1bAdDmbQLlEW4KiD4tRpC2GPq8I+ZkFsFlt8HrbQO5H7kpuS0GjRtJGlUdyv7r26QyI0EpUqJ6T9pgCaiUdLKIRzdsDG58UdDlccDgcioUIhkE9BNNm5sNssjAoU00gKlLAMIsG1EgFMWXS9SpaighFT1TajldiCqCzxiAVM1cSmgXYbRQQXKD9VFVRBU2KBpty9QGovGLkpuaiTFeONm8b21fksq2WVrYQdBxUeNNiyiRrnbp+OCJXRKjxCz1xTU4CCuS1yv6g/eR0OiFJHmaJqspq6NQ6FGQVoCC7EB8Vb2YwBOVwOGeMK/UmgoIOd+1opWlUO3eoWLeGUIEGT2nAWlYB5lozLAYL3C43ZL8MQRBgabKgpcXGLChJEqzbrKwfnWu0ELSfQueMVqc3x0iRMKyl6IU02oThvqPDs0VsYlchfk6RK5LCBOG2uyGJItxkSbsTfC9RoKDjQOtbO2eZeyYcYa0VFmrXCcucBRCoRl4Dq7sRglWAveWXM4iCAIGaa8zK9YnCeKu5Fa2OFhT63pqXPAoYdJMPTWGhKnrXz0sIgWX7V7Fzy+EOuhI9jIx0qSXL8VwvlUAd43oUziuC24J/UHK4WVDffHd63kDBwuiSWv4wMjYJdWhsMMJkq4fRU4bKtvS4A0LwnOE+7/6qlbMo5Syo7pPCI4EKp8DjaKN/TkLTLKiqgdRFBUULdf2HyzO4ZkDRKyp1oht5ac+6h/ldlPY8eblsz3vQ7Q5EzJ6QKKhAURTpPeVCxZ712CA9E/UHGf9h9v8uU8VlKOtZx/64o6c0nhSoO/f+DWG8dFHAhC5mUVcC6J2RJwWq96Rjxpt46MAnvU6/3HlSoIRPSxallfhiG/rTOFPg4YVqw2dkpHno1Sbw78ViK8nTeFIsRe8Qg2e8ixJq695ETE1PcaZfLMVbRs5+wl5nMr3PQS2vfGJztm8F0004WIyfJu9y9Vn5P2E2W2r6o5rUAAAAAElFTkSuQmCC" style="height: 12px; width: 16px;" /><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">&nbsp;<strong>0949 322 456</strong></span></div>
<div style="">
	<br />
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong><u>VPĐD tại Tp. Hồ Ch&iacute; Minh</u></strong><br />
	<br />
	- 1/56 Nguyễn Th&aacute;i Sơn, Phường Hạnh Th&ocirc;ng, Hồ Ch&iacute; Minh</span></span><br />
	<img alt="" src="data:image/png;base64,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" style="height: 12px; width: 16px;" /><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">&nbsp;<strong>0904 925 936</strong></span></div>
',
		'telephone' => '01659 014592',
		'hotline' => '0913051734',
		'email' => 'tracdiathanhdat@yahoo.com',
		'url' => '',
		'meta_key' => 'Leica Geosystems, Máy RTK, máy định vị GPS, GNSS, vngeonet, máy laser, thước đo, Yamayo, máy toàn đạc điện tử, máy toàn đạc robotic, máy toàn đạc tự động, Leica, Sokkia, Nikon, Trimple, Nikon, Spectra, Topcon, ống nhòm, máy bộ đàm, thước đo Yamayo, Máy toàn đạc điện tử, Máy toàn đạc Leica, Máy toàn đạc Sokkia, máy toàn đạc Nikon, Máy toàn đạc Geomax,	Máy toàn đạc Topcon, Máy toàn đạc Trimble, Máy thủy bình tự động, Máy thủy bình leica, Máy thủy bình sokkia, Máy thủy bình Nikon, Máy thủy bình Topcon, Máy thủy bình pentax, Máy thủy bình điện tử, Máy cân bằng laser, Máy kinh vĩ nikon, Máy kinh vĩ Topcon, Máy kinh vĩ sokkia, Máy kinh vĩ geomax, Máy cân bằng laser sabaru, Máy cân bằng laser sincon, Máy cân bằng laser fukuda, Máy cân bằng laser acuza, Máy đo khoảng cách laser leica, Máy đo khoảng cách laser sincon, Máy đo khoảng cách laser bosch, Máy định vị gps 2 tần, Máy định vị gps cầm tay, Máy đo sâu, Máy bộ đàm, Phụ kiện trắc địa, Máy định vị GPS RTK GNSS, Máy định vị GPS RTK Trimble, Máy định vị GPS RTK Sokkia, Máy định vị GPS RTK Sanding, Máy định vị GPS RTK CHC, Máy định vị GPS RTK Comnav, Máy định vị GPS RTK Efix, Máy định vị GPS RTK FOIF, Máy định vị GPS RTK Geomax, Máy định vị GPS RTK Topcon, Máy định vị GPS RTK Nikon, Máy định vị GPS RTK South, Máy định vị GPS RTK Ruide, Máy định vị GPS RTK Kolida, Máy định vị GPS RTK Leica, máy định vị điểm, đo đạc, khảo sát, bản đồ, RINEX, CORS, ',
		'meta_des' => 'Chuyên cung cấp máy định vị vệ tinh GNSS RTK, máy thủy bình, máy toàn đạc, máy laser, máy GPS cầm tay, UAV, ống nhòm (LEICA, TOPCON, NIKON, TRIMPLE, SOKKIA, DJI, PENTAX, GARMIN,...). Uy tín, chất lượng, giá tốt hàng đầu tại Việt Nam!',
		'created' => '2012-06-05',
		'modified' => '1769758152',
		'youtube' => 'http://youtube.com',
		'twitter' => 'https://twitter.com/',
		'myspace' => 'https://myspace.com/',
		'facebook' => 'https://www.facebook.com/thanhdatsurvey.jsc/',
		'email2' => 'duycuong7640',
		'skype' => 'hothihuyen.hn',
		'yahoo' => 'duycuong7640',
		'yahoo1' => 'duycuong7640',
		'content' => 'Thanks for your interest in Vn Discoverytours. For a fast response, please submit this basic Quick Enquiry form below by clicking &ldquo;Submit&rdquo;, and we&rsquo;ll get back to you by e-mail within 12 to 24 hours (in working days). For urgent booking, call us at +84 974 839 873',
		'video' => '<iframe width="1280" height="720" src="https://www.youtube.com/embed/mR4kOuAkEtY" title="YouTube video player" frameborder="0" allow="accelerometer; autoplay; clipboard-write; encrypted-media; gyroscope; picture-in-picture" allowfullscreen></iframe>',
		'slogan' => 'trung tâm sửa chữa và bảo hành máy giặt electrolux',
		'slogan_eng' => '',
		'printer' => '',
		'googleplus' => '',
		'bando' => '<p>
	<iframe allowfullscreen="" frameborder="0" height="410" src="https://www.google.com/maps/embed?pb=!1m18!1m12!1m3!1d1680.2372398112452!2d105.81212934716025!3d21.01437303922492!2m3!1f0!2f0!3f0!3m2!1i1024!2i768!4f13.1!3m3!1m2!1s0x3135ab63b645b665%3A0xa6797ac6008687bf!2zQ-G7rWEgSMOgbmcgVHLhuq9jIMSQ4buLYQ!5e0!3m2!1svi!2s!4v1449908805279" style="border:0" width="600"></iframe></p>
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		'gioithieu' => '<p style="text-align: center;">
	<img alt="" src="/admin/webroot/upload/image/images/gioithieu.png" /></p>
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		'thongtincongty' => 'Sửa máy lạnh tại nhà
Sửa máy lạnh tại HCM
Sửa tủ lạnh
Bơm ga máy lạnh ',
		'trogiupkh' => 'Tai nghe Iphone
Sua may tinh tai nha
Máy Ozone Z755',
		'dichvuft' => 'Sửa máy lạnh
Bảo dưỡng máy lạnh
Vệ sinh máy lạnh
Lắp đặt máy lạnh',
		'bb' => '',
		'zing' => '',
		'hotline2' => '0912 35 65 75',
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		'theh1' => 'thanhdatsurvey.JSC',
		'hanoi' => '<div>
	<strong>C&Ocirc;NG TY CỔ PHẦN THƯƠNG MẠI HMH VIỆT NAM</strong></div>
<div>
	<strong>Địa chỉ</strong> &nbsp;: Số 51 - Trần Duy Hưng, Trung H&ograve;a, Cầu Giấy, H&agrave; Nội</div>
<div>
	<strong>Điện thoại </strong>: (04) 3641.7498 - <strong>Fax</strong>: (04) 3543.0479</div>
<div>
	<strong>Email </strong>: info@ifes.vn</div>
',
		'tphcm' => '<div>
	<strong>C&Ocirc;NG TY CỔ PHẦN THƯƠNG MẠI HMH VIỆT NAM</strong></div>
<div>
	<strong>Địa chỉ</strong>&nbsp;&nbsp;: Số 51 - Trần Duy Hưng, Trung H&ograve;a, Cầu Giấy, H&agrave; Nội</div>
<div>
	<strong>Điện thoại&nbsp;</strong>: (04) 3641.7498 -&nbsp;<strong>Fax</strong>: (04) 3543.0479</div>
<div>
	<strong>Email&nbsp;</strong>: info@ifes.vn</div>
',
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			'id' => '802',
			'name' => 'Dữ liệu RINEX – Nền tảng cốt lõi của hạ tầng trắc địa hiện đại',
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			'alias' => 'du-lieu-rinex-–-nen-tang-cot-loi-cua-ha-tang-trac-dia-hien-dai',
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			'price' => '0',
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			'shortdes' => '<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trong hạ tầng trắc địa hiện đại, RINEX kh&ocirc;ng phải dữ liệu phụ, m&agrave; l&agrave; nền m&oacute;ng kỹ thuật của hệ tọa độ quốc gia.&nbsp;RTK gi&uacute;p đo nhanh h&ocirc;m nay,&nbsp;nhưng RINEX mới l&agrave; yếu tố đảm bảo bản đồ, mốc v&agrave; c&ocirc;ng tr&igrave;nh đứng vững trong nhiều năm tới.</span></span>',
			'content' => '<p>
	<em><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">Trong những năm gần đ&acirc;y, c&ocirc;ng nghệ GNSS RTK c&ugrave;ng c&aacute;c mạng trạm CORS ph&aacute;t triển mạnh mẽ, gi&uacute;p c&ocirc;ng t&aacute;c đo đạc, thi c&ocirc;ng v&agrave; bố tr&iacute; c&ocirc;ng tr&igrave;nh đạt được kết quả gần như tức thời với độ ch&iacute;nh x&aacute;c cao.</span></em></p>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><em>Tuy nhi&ecirc;n, nếu nh&igrave;n ở g&oacute;c độ x&acirc;y dựng v&agrave; duy tr&igrave; hạ tầng trắc địa quốc gia d&agrave;i hạn, nhiều quốc gia ph&aacute;t triển như Mỹ, ch&acirc;u &Acirc;u, Nhật Bản đều c&oacute; chung một quan điểm:&nbsp;RTK l&agrave; lớp ứng dụng đo nhanh ngo&agrave;i hiện trường,&nbsp;trong khi RINEX &ndash; dữ liệu GNSS đo tĩnh &ndash; mới l&agrave; lớp nền cốt l&otilde;i của hệ tọa độ.</em><br />
<br />
<em>RTK cho ph&eacute;p định vị nhanh theo thời gian thực, nhưng độ ổn định v&agrave; khả năng kiểm chứng của kết quả RTK phụ thuộc mạnh v&agrave;o điều kiện truyền cải ch&iacute;nh tại thời điểm đo.&nbsp;Ngược lại, dữ liệu RINEX cho ph&eacute;p xử l&yacute; hậu kỳ, kiểm chứng, đối so&aacute;t v&agrave; duy tr&igrave; độ ổn định tọa độ trong thời gian d&agrave;i.<br />
&nbsp;</em></span></span>
<h2>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">1. RINEX l&agrave; g&igrave;?</span></span></h2>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">RINEX (<em>Receiver Independent Exchange Format</em>) l&agrave; định dạng dữ liệu GNSS th&ocirc; chuẩn quốc tế, được ph&aacute;t triển v&agrave; duy tr&igrave; bởi cộng đồng GNSS to&agrave;n cầu dưới sự điều phối&nbsp;của c&aacute;c tổ chức quốc tế như IGS (International GNSS Service) v&agrave; RTCM SC-104.</span></span><br />
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">RINEX cho ph&eacute;p trao đổi dữ liệu GNSS giữa c&aacute;c thiết bị v&agrave; phần mềm kh&aacute;c nhau, kh&ocirc;ng phụ thuộc h&atilde;ng sản xuất, v&agrave; được sử dụng rộng r&atilde;i tr&ecirc;n to&agrave;n thế giới cho c&aacute;c mục đ&iacute;ch kỹ thuật chuy&ecirc;n s&acirc;u.&nbsp;Dữ liệu RINEX cho ph&eacute;p:</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Xử l&yacute; hậu kỳ GNSS (Static / PPK)</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">B&igrave;nh sai mạng lưới GNSS</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kiểm so&aacute;t chất lượng v&agrave; truy xuất nguồn gốc số liệu</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Duy tr&igrave; v&agrave; kiểm chứng hệ tọa độ theo thời gian d&agrave;i</span></span></li>
</ul>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">RTK cho kết quả nhanh &ndash; RINEX cho kết quả bền v&agrave; kiểm chứng được.<br />
&nbsp;</span></span>
<h2>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">2. C&aacute;ch c&aacute;c quốc gia khai th&aacute;c RINEX trong hạ tầng trắc địa</span></span></h2>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tại nhiều quốc gia, mạng CORS quốc gia kh&ocirc;ng chỉ phục vụ RTK thời gian thực m&agrave; c&ograve;n coi dữ liệu RINEX li&ecirc;n tục l&agrave; t&agrave;i sản dữ liệu cốt l&otilde;i.&nbsp;M&ocirc; h&igrave;nh khai th&aacute;c phổ biến:</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Lưu trữ dữ liệu GNSS 24/7.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Cho ph&eacute;p tải RINEX theo c&aacute;c khoảng thời gian:</span></span>
		<ul>
			<li>
				<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">15 ph&uacute;t</span></span></li>
			<li>
				<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">1 giờ</span></span></li>
			<li>
				<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">6 giờ</span></span></li>
			<li>
				<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">24 giờ</span></span></li>
		</ul>
	</li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Cung cấp đầy đủ metadata:</span></span>
		<ul>
			<li>
				<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Th&ocirc;ng tin trạm GNSS</span></span></li>
			<li>
				<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Thời gian quan s&aacute;t</span></span></li>
			<li>
				<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Chu kỳ ghi (1s, 15s, 30s&hellip;)</span></span></li>
			<li>
				<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hệ quy chiếu v&agrave; m&ocirc; h&igrave;nh tham chiếu.</span></span></li>
		</ul>
	</li>
</ul>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">&gt; V&iacute; dụ ti&ecirc;u biểu:</span></span><br />
<br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Mỹ: NOAA CORS Network cung cấp dữ liệu RINEX phục vụ đo tĩnh v&agrave; xử l&yacute; hậu kỳ.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Ch&acirc;u &Acirc;u: EUREF Permanent Network (EPN) lưu trữ dữ liệu RINEX cho b&igrave;nh sai lưới khu vực.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Nhật Bản: GEONET do GSI vận h&agrave;nh, cung cấp dữ liệu RINEX cho xử l&yacute; hậu kỳ v&agrave; nghi&ecirc;n cứu GNSS.</span></span></li>
</ul>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Điểm chung của c&aacute;c m&ocirc; h&igrave;nh n&agrave;y l&agrave; coi RINEX li&ecirc;n tục mới l&agrave; nền tảng bền vững của hệ tọa độ quốc gia.<br />
&nbsp;</span></span>
<p style="text-align: center;">
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/ncn_agol.png" style="width: 800px; height: 511px;" /></span></span></p>
<h2>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">3. Vai tr&ograve; của RINEX trong hệ thống trắc địa hiện đại</span></span></h2>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Nhiều quốc gia đang triển khai m&ocirc; h&igrave;nh tổng hợp:</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">GNSS CORS + RINEX &rarr; lớp khống chế nền, duy tr&igrave; hệ tọa độ d&agrave;i hạn</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Mốc khống chế vật l&yacute; &rarr; đối tượng kiểm chứng v&agrave; cơ sở ph&aacute;p l&yacute;</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">RTK &rarr; c&ocirc;ng cụ đo nhanh ngo&agrave;i hiện trường</span></span></li>
</ul>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đ&acirc;y kh&ocirc;ng phải xu hướng &ldquo;bỏ mốc&rdquo;, m&agrave; l&agrave;:</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Giảm phụ thuộc v&agrave;o việc chạy mốc thủ c&ocirc;ng tốn thời gian</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Chuyển vai tr&ograve; mốc từ nguồn gốc duy nhất sang đối tượng kiểm chứng</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tăng vai tr&ograve; của dữ liệu GNSS chuẩn h&oacute;a trong duy tr&igrave; hệ tọa độ</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">&nbsp;</span></span>
<h2>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">4. RINEX gi&uacute;p ổn định v&agrave; kiểm so&aacute;t hệ tọa độ theo thời gian như thế n&agrave;o?</span></span></h2>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Dữ liệu RINEX cho ph&eacute;p xử l&yacute; hậu kỳ v&agrave; b&igrave;nh sai mạng lưới, nhờ đ&oacute;:</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Giảm ảnh hưởng của thời điểm đo</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hạn chế t&aacute;c động của điều kiện kh&iacute; quyển v&agrave; m&ocirc;i trường</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tăng khả năng đối so&aacute;t v&agrave; truy nguy&ecirc;n số liệu</span></span></li>
</ul>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kh&aacute;i niệm &ldquo;ổn định&rdquo; ở đ&acirc;y được hiểu theo nghĩa kỹ thuật: Cho ph&eacute;p t&aacute;i xử l&yacute;, kiểm chứng v&agrave; so s&aacute;nh tọa độ tại c&aacute;c thời điểm kh&aacute;c nhau, tr&aacute;nh sai lệch t&iacute;ch lũy do đo nhanh tức thời.<br />
&nbsp;</span></span>
<h2>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">5. Ứng dụng thực tế của dữ liệu RINEX v&agrave; lợi &iacute;ch khai th&aacute;c RINEX hiệu quả</span></span></h2>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Dữ liệu RINEX hiện được sử dụng rộng r&atilde;i trong:</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Lập mốc khống chế GNSS</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">B&igrave;nh sai lưới quốc gia v&agrave; khu vực</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Quan trắc dịch chuyển c&ocirc;ng tr&igrave;nh, địa chất</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">L&agrave;m cơ sở kỹ thuật v&agrave; ph&aacute;p l&yacute; d&agrave;i hạn cho bản đồ v&agrave; hạ tầng kỹ thuật</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">&nbsp;<br />
Khai th&aacute;c RINEX b&agrave;i bản mang lại:</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Giảm thời gian v&agrave; chi ph&iacute; thiết lập lưới khống chế</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">N&acirc;ng cao độ ổn định v&agrave; khả năng kiểm chứng số liệu</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Ph&ugrave; hợp với dự &aacute;n lớn, triển khai d&agrave;i hạn, y&ecirc;u cầu ph&aacute;p l&yacute; cao</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Chủ động khi RTK kh&ocirc;ng ổn định hoặc mất hiệu chỉnh</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">&nbsp;</span></span>
<h2>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">6. Cấu tr&uacute;c dữ liệu RINEX gồm những g&igrave;?</span></span></h2>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Dữ liệu RINEX kh&ocirc;ng phải l&agrave; một file đơn lẻ, m&agrave; l&agrave; tập hợp nhiều file th&agrave;nh phần, mỗi file đảm nhiệm một vai tr&ograve; ri&ecirc;ng.<br />
<br />
6.1. File quan s&aacute;t &ndash; Observation file (*.obs). Bao gồm:</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">S&oacute;ng mang v&agrave; m&atilde; giả</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Dữ liệu GPS, GLONASS, Galileo, BeiDou&hellip;</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Th&ocirc;ng tin thời gian, tần số, t&iacute;n hiệu</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">File bắt buộc khi xử l&yacute; GNSS hậu kỳ v&agrave; b&igrave;nh sai.<br />
&nbsp;<br />
6.2. File quỹ đạo vệ tinh &ndash; Navigation file (*.nav, *.gnav&hellip;) c&oacute; chứa q</span></span><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">uỹ đạo vệ tinh (broadcast ephemeris) - d</span><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">ữ liệu cần thiết để t&iacute;nh vị tr&iacute; vệ tinh theo thời gian.<br />
<br />
T&ugrave;y phi&ecirc;n bản RINEX v&agrave; hệ vệ tinh, file điều hướng (Navigation file) c&oacute; thể được đặt t&ecirc;n kh&aacute;c nhau.<br />
Trong c&aacute;c hệ thống v&agrave; phần mềm cũ (RINEX 2.x), file điều hướng thường được t&aacute;ch theo từng hệ GNSS, với c&aacute;c đu&ocirc;i phổ biến như:</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">GPS: .N</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">GLONASS: .G</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">BeiDou: .C</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Galileo: .E</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trong c&aacute;c hệ thống hiện đại sử dụng RINEX 3.x trở l&ecirc;n, file điều hướng thường được gộp đa hệ GNSS v&agrave; sử dụng chung đu&ocirc;i .nav (hoặc .rnx), trong đ&oacute; chứa đồng thời dữ liệu GPS, GLONASS, Galileo, BeiDou&hellip;</span></span><br />
&nbsp;<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">6.3. File đồng hồ vệ tinh &ndash; Clock file (*.clk)</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hiệu chỉnh sai số đồng hồ vệ tinh v&agrave; trạm</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Độ ch&iacute;nh x&aacute;c cao hơn dữ liệu quảng b&aacute;</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">D&ugrave;ng cho b&igrave;nh sai ch&iacute;nh x&aacute;c cao v&agrave; nghi&ecirc;n cứu d&agrave;i hạn.<br />
&nbsp;<br />
6.4. File quỹ đạo ch&iacute;nh x&aacute;c &ndash; Precise orbit (*.sp3)</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Quỹ đạo vệ tinh độ ch&iacute;nh x&aacute;c cao</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kết hợp với .clk để n&acirc;ng cao chất lượng xử l&yacute;</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">&nbsp;<br />
6.5. C&aacute;c file phụ trợ</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Metadata trạm, antenna, receiver</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">File kh&iacute; quyển, site log</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Gi&uacute;p n&acirc;ng cao độ tin cậy v&agrave; truy xuất nguồn gốc số liệu.<br />
&nbsp;<br />
&gt;&gt;&gt; Phi&ecirc;n bản RINEX v&agrave; xu hướng hiện nay:</span></span><br />
<br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">RINEX 2.x: cũ, hạn chế hệ GNSS.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">RINEX 3.x: đa hệ, phổ biến hiện nay.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">RINEX 4.x: hỗ trợ t&iacute;n hiệu hiện đại, độ ch&iacute;nh x&aacute;c cao.</span></span></li>
</ul>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trong thực tế xử l&yacute; GNSS hậu kỳ, RINEX 2.11 vẫn được sử dụng rộng r&atilde;i nhờ t&iacute;nh ổn định v&agrave; khả năng tương th&iacute;ch cao. Nhiều lỗi xử l&yacute; hiện nay ph&aacute;t sinh từ việc chuyển đổi RINEX kh&ocirc;ng đ&uacute;ng chuẩn hoặc thiếu dữ liệu đi k&egrave;m.</span></span><br />
<p style="text-align: center;">
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/Bài viết 30_1_26.png" style="width: 800px; height: 526px;" /></span></span></p>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">RINEX 3 &amp; 4 l&agrave; xu hướng ch&iacute;nh trong c&aacute;c hệ thống CORS hiện đại.<br />
&nbsp;<br />
Hiểu đ&uacute;ng v&agrave; khai th&aacute;c đ&uacute;ng dữ liệu RINEX ch&iacute;nh l&agrave; bước chuyển từ đo nhanh sang đo bền vững trong trắc địa hiện đại &ndash; đặc biệt trong bối cảnh Việt Nam đang vận h&agrave;nh c&aacute;c mạng CORS v&agrave; duy tr&igrave; hệ tọa độ VN-2000.<br />
<br />
<em>&gt;&gt;&gt; Nguồn tham khảo:</em></span></span><br />
<ul>
	<li>
		<em><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">IGS &amp; RTCM &ndash; Chuẩn dữ liệu RINEX</span></span></em></li>
	<li>
		<em><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">NOAA CORS Network (Mỹ)</span></span></em></li>
	<li>
		<em><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">EUREF Permanent Network (Ch&acirc;u &Acirc;u)</span></span></em></li>
	<li>
		<em><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">GEONET &ndash; GSI (Nhật Bản)</span></span></em></li>
</ul>
<p style="text-align: center;">
	<img alt="" src="/admin/webroot/upload/image/images/RINEX - GNSS DATA (665 x 295 px).png" style="width: 800px; height: 355px;" /></p>
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			'shortdes' => '<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đo kh&ocirc;ng gương (Non-Prism) tr&ecirc;n m&aacute;y to&agrave;n đạc l&agrave; g&igrave;? Khi n&agrave;o n&ecirc;n d&ugrave;ng, khi n&agrave;o kh&ocirc;ng n&ecirc;n d&ugrave;ng? Ph&acirc;n t&iacute;ch ưu nhược điểm, sai số giao hội v&agrave; khuyến nghị kỹ thuật khi đo Non-Prism tr&ecirc;n m&aacute;y to&agrave;n đạc.</span></span>',
			'content' => '<em><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trong thực tế thi c&ocirc;ng v&agrave; đo đạc, đo kh&ocirc;ng gương (Non-Prism) l&agrave; một t&iacute;nh năng rất hữu &iacute;ch của m&aacute;y to&agrave;n đạc, nhưng cũng tiềm ẩn nhiều rủi ro sai số nếu sử dụng kh&ocirc;ng đ&uacute;ng mục đ&iacute;ch. B&agrave;i viết dưới đ&acirc;y sẽ ph&acirc;n t&iacute;ch bản chất đo Non-Prism, phạm vi ứng dụng, ưu &ndash; nhược điểm, ảnh hưởng đến giao hội v&agrave; c&aacute;c khuyến nghị kỹ thuật cần tu&acirc;n thủ.</span></span></em><br />
<br />
<h2>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">1. Đo kh&ocirc;ng gương (Non-Prism) l&agrave; g&igrave;?</span></span></h2>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trong thực tế đo đạc, kh&ocirc;ng phải l&uacute;c n&agrave;o cũng c&oacute; thể đặt được gương phản xạ. C&aacute;c vị tr&iacute; như tường cao, taluy, v&aacute;ch hầm, kết cấu th&eacute;p, khu vực đang thi c&ocirc;ng hoặc nguy hiểm l&agrave; những trường hợp điển h&igrave;nh.<br />
Đo kh&ocirc;ng gương (Non-Prism) l&agrave; phương ph&aacute;p đo khoảng c&aacute;ch kh&ocirc;ng sử dụng gương phản xạ. M&aacute;y to&agrave;n đạc ph&aacute;t tia laser trực tiếp tới bề mặt mục ti&ecirc;u v&agrave; thu t&iacute;n hiệu phản hồi để x&aacute;c định khoảng c&aacute;ch v&agrave; tọa độ điểm đo.<br />
<br />
Phương ph&aacute;p n&agrave;y cho ph&eacute;p đo c&aacute;c vị tr&iacute;:</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kh&oacute; tiếp cận hoặc kh&ocirc;ng thể đặt gương.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kh&ocirc;ng an to&agrave;n để tiếp cận trực tiếp.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Cần đo nhanh hiện trạng m&agrave; kh&ocirc;ng bố tr&iacute; phụ trợ.</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">&nbsp;</span></span><br />
<h3>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">1.1 Ưu điểm của đo kh&ocirc;ng gương</span></span></h3>
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đo được c&aacute;c vị tr&iacute; &ldquo;bất khả thi&rdquo; với phương ph&aacute;p đo gương.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tăng mức độ an to&agrave;n cho người đo ngo&agrave;i c&ocirc;ng trường.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tiết kiệm thời gian đi gương, giảm nh&acirc;n lực.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Rất hiệu quả khi đo hiện trạng, kiểm tra h&igrave;nh học kết cấu.</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">&nbsp;</span></span>
<h3>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">1.2 Nhược điểm v&agrave; hạn chế kỹ thuật của Non-Prism</span></span></h3>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">B&ecirc;n cạnh ưu điểm, đo kh&ocirc;ng gương tồn tại nhiều hạn chế kỹ thuật cần hiểu r&otilde;:<br />
<br />
<strong>Phụ thuộc mạnh v&agrave;o bề mặt đo</strong></span></span>
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Bề mặt s&aacute;ng, phẳng, kh&ocirc; &rarr; đo xa hơn, ổn định hơn.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Bề mặt tối, th&ocirc;, ẩm, xi&ecirc;n g&oacute;c &rarr; tầm đo giảm r&otilde; rệt, sai số tăng.</span></span></li>
</ul>
<br />
<strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Độ ch&iacute;nh x&aacute;c thấp hơn đo gương</span></span></strong><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kh&ocirc;ng c&oacute; t&acirc;m phản xạ cố định như gương.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Sai số đo khoảng c&aacute;ch lớn hơn v&agrave; k&eacute;m ổn định hơn.</span></span></li>
</ul>
<br />
<strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hao pin hơn</span></span></strong><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đo Non-Prism li&ecirc;n tục ti&ecirc;u thụ pin nhiều hơn so với đo gương.</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">&nbsp;</span></span><br />
<p style="text-align: center;">
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/Thiết kế chưa có tên (40).png" style="width: 800px; height: 671px;" /></span></span></p>
<h3>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">1.3 Những lưu &yacute; quan trọng khi sử dụng đo kh&ocirc;ng gương</span></span></h3>
<br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kh&ocirc;ng sử dụng đo kh&ocirc;ng gương cho mốc khống chế.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kh&ocirc;ng d&ugrave;ng cho dẫn mốc, nghiệm thu ph&aacute;p l&yacute;.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Chỉ d&ugrave;ng cho đo hiện trạng, kiểm tra, tham khảo kỹ thuật.</span></span></li>
</ul>
<h3>
	<br />
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">1.4 Khoảng c&aacute;ch đo kh&ocirc;ng gương của một số d&ograve;ng m&aacute;y phổ biến</span></span></h3>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Khoảng c&aacute;ch c&ocirc;ng bố của nh&agrave; sản xuất thường được đo trong điều kiện ti&ecirc;u chuẩn:</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Leica FlexLine TS03 / TS07 / TS10: ~500 m / ~1000 m (t&ugrave;y cấu h&igrave;nh)</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Nikon N-Series: ~600 m</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Nikon XS-Series: ~800 m</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Topcon GM-100 Series: ~500 m</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Thực tế ngo&agrave;i c&ocirc;ng trường, khoảng c&aacute;ch đo thường ngắn hơn catalogue, phụ thuộc mạnh v&agrave;o bề mặt v&agrave; điều kiện m&ocirc;i trường.<br />
&nbsp;</span></span>
<h3>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">1.5 Khi n&agrave;o n&ecirc;n d&ugrave;ng đo kh&ocirc;ng gương?</span></span></h3>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đo kh&ocirc;ng gương ph&aacute;t huy hiệu quả trong c&aacute;c c&ocirc;ng việc:</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đo chi tiết ho&agrave;n c&ocirc;ng.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đo kiểm tra h&igrave;nh học kết cấu.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đo taluy, v&aacute;ch đứng, v&aacute;ch hầm.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đo c&aacute;c điểm nguy hiểm kh&ocirc;ng thể tiếp cận.</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">&gt; Đo kh&ocirc;ng gương l&agrave; c&ocirc;ng nghệ bổ trợ, kh&ocirc;ng phải để thay thế đo gương.<br />
&nbsp;</span></span>
<h2>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">2. Hỏi v&agrave; Đ&aacute;p: Đo kh&ocirc;ng gương &amp; sai số giao hội</span></span></h2>
<br />
<h3>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">2. 1 V&igrave; sao đo kh&ocirc;ng gương dễ g&acirc;y sai số khi giao hội?</span></span></h3>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">V&igrave; đo Non-Prism phụ thuộc v&agrave;o bề mặt phản xạ, kh&ocirc;ng c&oacute; t&acirc;m phản xạ cố định như gương.<br />
Trong b&agrave;i to&aacute;n giao hội, sai số nhỏ ở từng hướng bắn c&oacute; thể bị ph&oacute;ng đại tại điểm giao, khiến kết quả thiếu ổn định.<br />
&nbsp;</span></span>
<h3>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">2.2 Sai số giao hội khi d&ugrave;ng Non-Prism thường đến từ đ&acirc;u?</span></span></h3>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">C&aacute;c nguy&ecirc;n nh&acirc;n ch&iacute;nh:</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Bề mặt phản xạ kh&ocirc;ng phẳng, kh&ocirc;ng đồng nhất.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tia laser phản xạ kh&ocirc;ng c&ugrave;ng một điểm h&igrave;nh học.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">G&oacute;c bắn xi&ecirc;n, bắn v&agrave;o m&eacute;p cạnh hoặc bề mặt nhỏ.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Sai số đo khoảng c&aacute;ch lớn hơn so với đo gương.</span></span></li>
</ul>
<h3>
	<br />
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">2.3 Đo kh&ocirc;ng gương ảnh hưởng nhiều hơn đến giao hội g&oacute;c hay giao hội cạnh?</span></span></h3>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đo kh&ocirc;ng gương ảnh hưởng mạnh hơn đến giao hội cạnh, v&igrave;:</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Sai số đo khoảng c&aacute;ch của Non-Prism lớn hơn.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trong giao hội cạnh, sai số khoảng c&aacute;ch t&aacute;c động trực tiếp tới vị tr&iacute; điểm giao.</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Với giao hội g&oacute;c, sai số vẫn tồn tại nhưng &iacute;t phụ thuộc hơn v&agrave;o chất lượng phản xạ.<br />
&nbsp;</span></span>
<h3>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">2.4 V&igrave; sao giao hội nghịch đặc biệt nhạy cảm với đo kh&ocirc;ng gương?</span></span></h3>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trong giao hội nghịch:</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Điểm đặt m&aacute;y cần được x&aacute;c định rất ch&iacute;nh x&aacute;c.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kh&ocirc;ng x&aacute;c định được t&acirc;m phản xạ r&otilde; r&agrave;ng.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">C&aacute;c trạm c&oacute; thể &ldquo;nh&igrave;n&rdquo; v&agrave;o những điểm kh&aacute;c nhau tr&ecirc;n c&ugrave;ng một bề mặt.</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Điều n&agrave;y khiến sai số kh&oacute; kiểm so&aacute;t v&agrave; kh&oacute; ph&aacute;t hiện.<br />
&nbsp;</span></span>
<h3>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">2.5 C&oacute; thể giảm sai số khi buộc phải giao hội bằng Non-Prism kh&ocirc;ng?</span></span></h3>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">C&oacute; thể giảm rủi ro, nhưng kh&ocirc;ng loại bỏ ho&agrave;n to&agrave;n, bằng c&aacute;ch:</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Chọn bề mặt phẳng, s&aacute;ng, r&otilde; r&agrave;ng.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tr&aacute;nh bắn v&agrave;o m&eacute;p cạnh hoặc bề mặt nhỏ.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Ngắm vu&ocirc;ng g&oacute;c với bề mặt.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đo lặp nhiều lần để kiểm tra.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kết hợp kiểm tra ch&eacute;o bằng phương ph&aacute;p kh&aacute;c.</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Chỉ &aacute;p dụng cho đo tham khảo, kh&ocirc;ng d&ugrave;ng cho mốc.<br />
&nbsp;</span></span>
<h3>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">2.6&nbsp; Khi n&agrave;o tuyệt đối kh&ocirc;ng n&ecirc;n d&ugrave;ng Non-Prism cho giao hội?</span></span></h3>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kh&ocirc;ng sử dụng trong c&aacute;c trường hợp:</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Dẫn mốc tọa độ.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Thiết lập lưới khống chế.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Mốc ph&aacute;p l&yacute;, nghiệm thu c&ocirc;ng tr&igrave;nh.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">C&ocirc;ng việc y&ecirc;u cầu độ ch&iacute;nh x&aacute;c cao (cm &ndash; mm).</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">&nbsp;</span></span>
<h3>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">2.7 V&igrave; sao đo gương vẫn l&agrave; phương ph&aacute;p chuẩn cho giao hội?</span></span></h3>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">V&igrave; khi đo gương:</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">C&oacute; t&acirc;m phản xạ x&aacute;c định r&otilde; r&agrave;ng.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Sai số đo khoảng c&aacute;ch nhỏ v&agrave; ổn định.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">C&aacute;c trạm c&ugrave;ng x&aacute;c định một điểm h&igrave;nh học duy nhất.</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đ&acirc;y l&agrave; yếu tố then chốt trong c&aacute;c b&agrave;i to&aacute;n giao hội.<br />
&nbsp;</span></span>
<h3>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">2.8 C&oacute; n&ecirc;n coi đo kh&ocirc;ng gương l&agrave; phương ph&aacute;p thay thế đo gương?</span></span></h3>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kh&ocirc;ng. Đo kh&ocirc;ng gương l&agrave; giải ph&aacute;p bổ trợ, kh&ocirc;ng phải phương ph&aacute;p thay thế.<br />
<br />
Khuyến nghị n&ecirc;n tu&acirc;n thủ quy tắc kỹ thuật:</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">C&oacute; thể đặt gương &rarr; ưu ti&ecirc;n đo gương.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kh&ocirc;ng thể đặt gương &rarr; d&ugrave;ng Non-Prism đ&uacute;ng mục đ&iacute;ch.</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">&nbsp;<br />
&gt;&gt;&gt; Đo kh&ocirc;ng gương (Non-Prism) mang lại nhiều tiện lợi trong đo hiện trạng v&agrave; c&aacute;c vị tr&iacute; kh&oacute; tiếp cận, tuy nhi&ecirc;n phương ph&aacute;p n&agrave;y nhạy cảm với sai số, đặc biệt trong c&aacute;c b&agrave;i to&aacute;n giao hội.<br />
Trong thực tế, giao hội thuận c&oacute; thể c&acirc;n nhắc sử dụng đo kh&ocirc;ng gương cho mục đ&iacute;ch tham khảo, khi điều kiện bề mặt cho ph&eacute;p. Ngược lại, giao hội nghịch kh&ocirc;ng được khuyến nghị sử dụng Non-Prism do sai số kh&oacute; kiểm so&aacute;t.&nbsp;Đối với c&aacute;c c&ocirc;ng việc thiết lập lưới khống chế, dẫn mốc tọa độ v&agrave; hồ sơ ph&aacute;p l&yacute;, việc đo bằng gương phản xạ l&agrave; bắt buộc để đảm bảo độ ch&iacute;nh x&aacute;c v&agrave; gi&aacute; trị ph&aacute;p l&yacute; của số liệu.</span></span><br />
<br />
<p style="text-align: center;">
	<img alt="" src="/admin/webroot/upload/image/images/CHỌN ANH TÀI (16).png" style="width: 800px; height: 618px;" /></p>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">&nbsp;</span></span>',
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			'shortdes' => '<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đo kh&ocirc;ng gương (Non-Prism) tr&ecirc;n m&aacute;y to&agrave;n đạc l&agrave; g&igrave;? Khi n&agrave;o n&ecirc;n d&ugrave;ng, khi n&agrave;o kh&ocirc;ng n&ecirc;n d&ugrave;ng? Ph&acirc;n t&iacute;ch ưu nhược điểm, sai số giao hội v&agrave; khuyến nghị kỹ thuật khi đo Non-Prism tr&ecirc;n m&aacute;y to&agrave;n đạc.</span></span>',
			'content' => '<em><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trong thực tế thi c&ocirc;ng v&agrave; đo đạc, đo kh&ocirc;ng gương (Non-Prism) l&agrave; một t&iacute;nh năng rất hữu &iacute;ch của m&aacute;y to&agrave;n đạc, nhưng cũng tiềm ẩn nhiều rủi ro sai số nếu sử dụng kh&ocirc;ng đ&uacute;ng mục đ&iacute;ch. B&agrave;i viết dưới đ&acirc;y sẽ ph&acirc;n t&iacute;ch bản chất đo Non-Prism, phạm vi ứng dụng, ưu &ndash; nhược điểm, ảnh hưởng đến giao hội v&agrave; c&aacute;c khuyến nghị kỹ thuật cần tu&acirc;n thủ.</span></span></em><br />
<h2>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">1. Đo kh&ocirc;ng gương (Non-Prism) l&agrave; g&igrave;?</span></span></h2>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trong thực tế đo đạc, kh&ocirc;ng phải l&uacute;c n&agrave;o cũng c&oacute; thể đặt được gương phản xạ. C&aacute;c vị tr&iacute; như tường cao, taluy, v&aacute;ch hầm, kết cấu th&eacute;p, khu vực đang thi c&ocirc;ng hoặc nguy hiểm l&agrave; những trường hợp điển h&igrave;nh.<br />
Đo kh&ocirc;ng gương (Non-Prism) l&agrave; phương ph&aacute;p đo khoảng c&aacute;ch kh&ocirc;ng sử dụng gương phản xạ. M&aacute;y to&agrave;n đạc ph&aacute;t tia laser trực tiếp tới bề mặt mục ti&ecirc;u v&agrave; thu t&iacute;n hiệu phản hồi để x&aacute;c định khoảng c&aacute;ch v&agrave; tọa độ điểm đo.<br />
<br />
Phương ph&aacute;p n&agrave;y cho ph&eacute;p đo c&aacute;c vị tr&iacute;:</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kh&oacute; tiếp cận hoặc kh&ocirc;ng thể đặt gương.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kh&ocirc;ng an to&agrave;n để tiếp cận trực tiếp.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Cần đo nhanh hiện trạng m&agrave; kh&ocirc;ng bố tr&iacute; phụ trợ.</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">&nbsp;</span></span><br />
<h3>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">1.1 Ưu điểm của đo kh&ocirc;ng gương</span></span></h3>
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đo được c&aacute;c vị tr&iacute; &ldquo;bất khả thi&rdquo; với phương ph&aacute;p đo gương.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tăng mức độ an to&agrave;n cho người đo ngo&agrave;i c&ocirc;ng trường.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tiết kiệm thời gian đi gương, giảm nh&acirc;n lực.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Rất hiệu quả khi đo hiện trạng, kiểm tra h&igrave;nh học kết cấu.</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">&nbsp;</span></span>
<h3>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">1.2 Nhược điểm v&agrave; hạn chế kỹ thuật của Non-Prism</span></span></h3>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">B&ecirc;n cạnh ưu điểm, đo kh&ocirc;ng gương tồn tại nhiều hạn chế kỹ thuật cần hiểu r&otilde;:<br />
<br />
<strong>Phụ thuộc mạnh v&agrave;o bề mặt đo</strong></span></span>
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Bề mặt s&aacute;ng, phẳng, kh&ocirc; &rarr; đo xa hơn, ổn định hơn.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Bề mặt tối, th&ocirc;, ẩm, xi&ecirc;n g&oacute;c &rarr; tầm đo giảm r&otilde; rệt, sai số tăng.</span></span></li>
</ul>
<strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Độ ch&iacute;nh x&aacute;c thấp hơn đo gương</span></span></strong><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kh&ocirc;ng c&oacute; t&acirc;m phản xạ cố định như gương.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Sai số đo khoảng c&aacute;ch lớn hơn v&agrave; k&eacute;m ổn định hơn.</span></span></li>
</ul>
<strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hao pin hơn</span></span></strong><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đo Non-Prism li&ecirc;n tục ti&ecirc;u thụ pin nhiều hơn so với đo gương.</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">&nbsp;</span></span><br />
<p style="text-align: center;">
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/Thiết kế chưa có tên (40).png" style="width: 800px; height: 671px;" /></span></span></p>
<h3>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">1.3 Những lưu &yacute; quan trọng khi sử dụng đo kh&ocirc;ng gương</span></span></h3>
<br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kh&ocirc;ng sử dụng đo kh&ocirc;ng gương cho mốc khống chế.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kh&ocirc;ng d&ugrave;ng cho dẫn mốc, nghiệm thu ph&aacute;p l&yacute;.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Chỉ d&ugrave;ng cho đo hiện trạng, kiểm tra, tham khảo kỹ thuật.</span></span></li>
</ul>
<h3>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">1.4 Khoảng c&aacute;ch đo kh&ocirc;ng gương của một số d&ograve;ng m&aacute;y phổ biến</span></span></h3>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Khoảng c&aacute;ch c&ocirc;ng bố của nh&agrave; sản xuất thường được đo trong điều kiện ti&ecirc;u chuẩn:</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Leica FlexLine TS03 / TS07 / TS10: ~500 m / ~1000 m (t&ugrave;y cấu h&igrave;nh)</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Nikon N-Series: ~600 m</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Nikon XS-Series: ~800 m</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Topcon GM-100 Series: ~500 m</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Thực tế ngo&agrave;i c&ocirc;ng trường, khoảng c&aacute;ch đo thường ngắn hơn catalogue, phụ thuộc mạnh v&agrave;o bề mặt v&agrave; điều kiện m&ocirc;i trường.<br />
&nbsp;</span></span>
<h3>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">1.5 Khi n&agrave;o n&ecirc;n d&ugrave;ng đo kh&ocirc;ng gương?</span></span></h3>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đo kh&ocirc;ng gương ph&aacute;t huy hiệu quả trong c&aacute;c c&ocirc;ng việc:</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đo chi tiết ho&agrave;n c&ocirc;ng.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đo kiểm tra h&igrave;nh học kết cấu.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đo taluy, v&aacute;ch đứng, v&aacute;ch hầm.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đo c&aacute;c điểm nguy hiểm kh&ocirc;ng thể tiếp cận.</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">&gt; Đo kh&ocirc;ng gương l&agrave; c&ocirc;ng nghệ bổ trợ, kh&ocirc;ng phải để thay thế đo gương.<br />
&nbsp;</span></span>
<h2>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">2. Hỏi v&agrave; Đ&aacute;p: Đo kh&ocirc;ng gương &amp; sai số giao hội</span></span></h2>
<h3>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">2. 1 V&igrave; sao đo kh&ocirc;ng gương dễ g&acirc;y sai số khi giao hội?</span></span></h3>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">V&igrave; đo Non-Prism phụ thuộc v&agrave;o bề mặt phản xạ, kh&ocirc;ng c&oacute; t&acirc;m phản xạ cố định như gương.<br />
Trong b&agrave;i to&aacute;n giao hội, sai số nhỏ ở từng hướng bắn c&oacute; thể bị ph&oacute;ng đại tại điểm giao, khiến kết quả thiếu ổn định.<br />
&nbsp;</span></span>
<h3>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">2.2 Sai số giao hội khi d&ugrave;ng Non-Prism thường đến từ đ&acirc;u?</span></span></h3>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">C&aacute;c nguy&ecirc;n nh&acirc;n ch&iacute;nh:</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Bề mặt phản xạ kh&ocirc;ng phẳng, kh&ocirc;ng đồng nhất.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tia laser phản xạ kh&ocirc;ng c&ugrave;ng một điểm h&igrave;nh học.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">G&oacute;c bắn xi&ecirc;n, bắn v&agrave;o m&eacute;p cạnh hoặc bề mặt nhỏ.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Sai số đo khoảng c&aacute;ch lớn hơn so với đo gương.</span></span></li>
</ul>
<h3>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">2.3 Đo kh&ocirc;ng gương ảnh hưởng nhiều hơn đến giao hội g&oacute;c hay giao hội cạnh?</span></span></h3>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đo kh&ocirc;ng gương ảnh hưởng mạnh hơn đến giao hội cạnh, v&igrave;:</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Sai số đo khoảng c&aacute;ch của Non-Prism lớn hơn.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trong giao hội cạnh, sai số khoảng c&aacute;ch t&aacute;c động trực tiếp tới vị tr&iacute; điểm giao.</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Với giao hội g&oacute;c, sai số vẫn tồn tại nhưng &iacute;t phụ thuộc hơn v&agrave;o chất lượng phản xạ.<br />
&nbsp;</span></span>
<h3>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">2.4 V&igrave; sao giao hội nghịch đặc biệt nhạy cảm với đo kh&ocirc;ng gương?</span></span></h3>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trong giao hội nghịch:</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Điểm đặt m&aacute;y cần được x&aacute;c định rất ch&iacute;nh x&aacute;c.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kh&ocirc;ng x&aacute;c định được t&acirc;m phản xạ r&otilde; r&agrave;ng.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">C&aacute;c trạm c&oacute; thể &ldquo;nh&igrave;n&rdquo; v&agrave;o những điểm kh&aacute;c nhau tr&ecirc;n c&ugrave;ng một bề mặt.</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Điều n&agrave;y khiến sai số kh&oacute; kiểm so&aacute;t v&agrave; kh&oacute; ph&aacute;t hiện.<br />
&nbsp;</span></span>
<h3>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">2.5 C&oacute; thể giảm sai số khi buộc phải giao hội bằng Non-Prism kh&ocirc;ng?</span></span></h3>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">C&oacute; thể giảm rủi ro, nhưng kh&ocirc;ng loại bỏ ho&agrave;n to&agrave;n, bằng c&aacute;ch:</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Chọn bề mặt phẳng, s&aacute;ng, r&otilde; r&agrave;ng.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tr&aacute;nh bắn v&agrave;o m&eacute;p cạnh hoặc bề mặt nhỏ.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Ngắm vu&ocirc;ng g&oacute;c với bề mặt.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đo lặp nhiều lần để kiểm tra.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kết hợp kiểm tra ch&eacute;o bằng phương ph&aacute;p kh&aacute;c.</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Chỉ &aacute;p dụng cho đo tham khảo, kh&ocirc;ng d&ugrave;ng cho mốc.<br />
&nbsp;</span></span>
<h3>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">2.6&nbsp; Khi n&agrave;o tuyệt đối kh&ocirc;ng n&ecirc;n d&ugrave;ng Non-Prism cho giao hội?</span></span></h3>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kh&ocirc;ng sử dụng trong c&aacute;c trường hợp:</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Dẫn mốc tọa độ.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Thiết lập lưới khống chế.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Mốc ph&aacute;p l&yacute;, nghiệm thu c&ocirc;ng tr&igrave;nh.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">C&ocirc;ng việc y&ecirc;u cầu độ ch&iacute;nh x&aacute;c cao (cm &ndash; mm).</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">&nbsp;</span></span>
<h3>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">2.7 V&igrave; sao đo gương vẫn l&agrave; phương ph&aacute;p chuẩn cho giao hội?</span></span></h3>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">V&igrave; khi đo gương:</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">C&oacute; t&acirc;m phản xạ x&aacute;c định r&otilde; r&agrave;ng.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Sai số đo khoảng c&aacute;ch nhỏ v&agrave; ổn định.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">C&aacute;c trạm c&ugrave;ng x&aacute;c định một điểm h&igrave;nh học duy nhất.</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đ&acirc;y l&agrave; yếu tố then chốt trong c&aacute;c b&agrave;i to&aacute;n giao hội.<br />
&nbsp;</span></span>
<h3>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">2.8 C&oacute; n&ecirc;n coi đo kh&ocirc;ng gương l&agrave; phương ph&aacute;p thay thế đo gương?</span></span></h3>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kh&ocirc;ng. Đo kh&ocirc;ng gương l&agrave; giải ph&aacute;p bổ trợ, kh&ocirc;ng phải phương ph&aacute;p thay thế.<br />
<br />
Khuyến nghị n&ecirc;n tu&acirc;n thủ quy tắc kỹ thuật:</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">C&oacute; thể đặt gương &rarr; ưu ti&ecirc;n đo gương.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kh&ocirc;ng thể đặt gương &rarr; d&ugrave;ng Non-Prism đ&uacute;ng mục đ&iacute;ch.</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">&nbsp;<br />
&gt;&gt;&gt; Đo kh&ocirc;ng gương (Non-Prism) mang lại nhiều tiện lợi trong đo hiện trạng v&agrave; c&aacute;c vị tr&iacute; kh&oacute; tiếp cận, tuy nhi&ecirc;n phương ph&aacute;p n&agrave;y nhạy cảm với sai số, đặc biệt trong c&aacute;c b&agrave;i to&aacute;n giao hội.<br />
Trong thực tế, giao hội thuận c&oacute; thể c&acirc;n nhắc sử dụng đo kh&ocirc;ng gương cho mục đ&iacute;ch tham khảo, khi điều kiện bề mặt cho ph&eacute;p. Ngược lại, giao hội nghịch kh&ocirc;ng được khuyến nghị sử dụng Non-Prism do sai số kh&oacute; kiểm so&aacute;t.&nbsp;Đối với c&aacute;c c&ocirc;ng việc thiết lập lưới khống chế, dẫn mốc tọa độ v&agrave; hồ sơ ph&aacute;p l&yacute;, việc đo bằng gương phản xạ l&agrave; bắt buộc để đảm bảo độ ch&iacute;nh x&aacute;c v&agrave; gi&aacute; trị ph&aacute;p l&yacute; của số liệu.</span></span><br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">&nbsp;</span></span>',
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			'shortdes' => '<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Leica TS20 l&agrave; d&ograve;ng m&aacute;y to&agrave;n đạc điện tử robot cao cấp của Leica Geosystems, được thiết kế để đ&aacute;p ứng c&aacute;c y&ecirc;u cầu khắt khe trong khảo s&aacute;t, thi c&ocirc;ng hạ tầng, đo vẽ bản đồ v&agrave; x&acirc;y dựng c&ocirc;ng nghiệp. Leica TS20 tập trung v&agrave;o tự động h&oacute;a, độ ổn định v&agrave; độ ch&iacute;nh x&aacute;c cao, gi&uacute;p tối ưu thao t&aacute;c hiện trường v&agrave; n&acirc;ng cao hiệu suất l&agrave;m việc trong mọi điều kiện c&ocirc;ng trường phức tạp.</span></span>',
			'content' => '<p>
	<span style="font-family:tahoma,geneva,sans-serif;"><span style="font-size:14px;"><em>Leica TS20 l&agrave; d&ograve;ng m&aacute;y to&agrave;n đạc điện tử robot cao cấp của Leica Geosystems, được ph&aacute;t triển cho c&aacute;c c&ocirc;ng việc khảo s&aacute;t, thi c&ocirc;ng hạ tầng, đo vẽ bản đồ v&agrave; x&acirc;y dựng c&ocirc;ng nghiệp. D&ograve;ng m&aacute;y n&agrave;y tập trung v&agrave;o tự động h&oacute;a, độ ổn định v&agrave; độ ch&iacute;nh x&aacute;c cao, gi&uacute;p tối ưu thao t&aacute;c hiện trường v&agrave; n&acirc;ng cao hiệu suất l&agrave;m việc trong điều kiện c&ocirc;ng trường phức tạp.</em><br />
	<br />
	Trong thực tế triển khai, Leica TS20 được cung cấp với nhiều cấu h&igrave;nh t&iacute;nh năng kh&aacute;c nhau nhằm đ&aacute;p ứng đa dạng nhu cầu sử dụng. Tr&ecirc;n thị trường v&agrave; trong t&agrave;i liệu kỹ thuật, c&aacute;c cấu h&igrave;nh n&agrave;y thường được ph&acirc;n nh&oacute;m như sau:</span></span></p>
<ul>
	<li>
		<span style="font-family:tahoma,geneva,sans-serif;"><span style="font-size:14px;">Auto Aiming (<strong>TS20 A</strong>): Hỗ trợ tự động ngắm gương (ATR).</span></span></li>
	<li>
		<span style="font-family:tahoma,geneva,sans-serif;"><span style="font-size:14px;">PowerSearch (<strong>TS20 P</strong>): Bổ sung khả năng tự động t&igrave;m gương.</span></span></li>
	<li>
		<span style="font-family:tahoma,geneva,sans-serif;"><span style="font-size:14px;">Imaging (<strong>TS20 I</strong>): T&iacute;ch hợp camera v&agrave; c&aacute;c thuật to&aacute;n AI hỗ trợ đo đạc, cho ph&eacute;p nhận dạng mục ti&ecirc;u, theo d&otilde;i chuyển động v&agrave; thu điểm bằng h&igrave;nh ảnh trong m&ocirc;i trường phức tạp.</span></span></li>
</ul>
<p>
	<br />
	<span style="font-family:tahoma,geneva,sans-serif;"><span style="font-size:14px;">B&ecirc;n cạnh c&aacute;c cấu h&igrave;nh t&iacute;nh năng, Leica TS20 c&ograve;n c&oacute; c&aacute;c t&ugrave;y chọn kỹ thuật chung, bao gồm:</span></span></p>
<ul>
	<li>
		<span style="font-family:tahoma,geneva,sans-serif;"><span style="font-size:14px;">Độ ch&iacute;nh x&aacute;c đo g&oacute;c: 1&Prime; / 2&Prime; / 3&Prime; / 5&Prime;</span></span></li>
	<li>
		<span style="font-family:tahoma,geneva,sans-serif;"><span style="font-size:14px;">Tầm đo kh&ocirc;ng gương (EDM): 800 m hoặc 1600 m</span></span></li>
</ul>
<p>
	<br />
	<span style="font-family:tahoma,geneva,sans-serif;"><span style="font-size:14px;">Mức độ tự động h&oacute;a v&agrave; hỗ trợ AI phụ thuộc v&agrave;o cấu h&igrave;nh được lựa chọn, trong đ&oacute; TS20 I l&agrave; cấu h&igrave;nh cao cấp nhất, ph&ugrave; hợp cho c&aacute;c dự &aacute;n y&ecirc;u cầu hiệu suất, độ tin cậy v&agrave; kiểm so&aacute;t chất lượng cao.</span></span><br />
	&nbsp;</p>
<p style="text-align: center;">
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/Leica-TS20-Application-Tunnel-300dpi-2-2048x1365.jpg" style="width: 800px; height: 533px;" /></span></span></p>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Leica TS20I &ndash; Phi&ecirc;n bản t&iacute;ch hợp Camera &amp; AI</strong><br />
<br />
Chỉ phi&ecirc;n bản TS20I (Imaging) mới được Leica trang bị camera v&agrave; c&aacute;c thuật to&aacute;n AI hỗ trợ đo đạc, gi&uacute;p n&acirc;ng tầm hiệu quả khảo s&aacute;t hiện đại.<br />
<br />
<strong>AI &ndash; C&ocirc;ng nghệ tạo kh&aacute;c biệt tr&ecirc;n TS20I.</strong><br />
<br />
Tr&ecirc;n TS20I, Leica ứng dụng AI kết hợp camera v&agrave; thuật to&aacute;n xử l&yacute; th&ocirc;ng minh, cho ph&eacute;p:</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Nhận dạng mục ti&ecirc;u ch&iacute;nh x&aacute;c hơn.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Theo d&otilde;i chuyển động mục ti&ecirc;u ổn định hơn.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hạn chế nhầm lẫn trong m&ocirc;i trường nhiều vật phản xạ.</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">C&aacute;c xử l&yacute; n&agrave;y được thực hiện trực tiếp tr&ecirc;n thiết bị, gi&uacute;p đảm bảo tốc độ, độ ổn định v&agrave; an to&agrave;n dữ liệu khi l&agrave;m việc ngo&agrave;i hiện trường.<br />
&nbsp;<br />
<strong>AI-Detect &ndash; Nhận dạng gương &amp; cảnh b&aacute;o sai cấu h&igrave;nh (TS20I)</strong><br />
<br />
Sai loại gương l&agrave; nguy&ecirc;n nh&acirc;n phổ biến g&acirc;y sai offset v&agrave; sai số đo.&nbsp;AI-Detect (chỉ c&oacute; tr&ecirc;n TS20I) sử dụng camera để:</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Nhận dạng loại gương Leica đang đo.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">So s&aacute;nh với cấu h&igrave;nh gương trong Leica Captivate.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Cảnh b&aacute;o ngay khi ph&aacute;t hiện kh&ocirc;ng khớp.</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">T&iacute;nh năng n&agrave;y gi&uacute;p:</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Giảm lỗi chủ quan.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tr&aacute;nh đo sai &ndash; l&agrave;m lại.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">N&acirc;ng cao độ tin cậy dữ liệu thi c&ocirc;ng.</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">&nbsp;<br />
<strong>AI-Follow (Dynamic Lock n&acirc;ng cao) &ndash; Theo d&otilde;i mục ti&ecirc;u mượt m&agrave;</strong><br />
<br />
Tr&ecirc;n TS20I, AI hỗ trợ khả năng dự đo&aacute;n chuyển động của lăng k&iacute;nh khi:</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Bị che khuất tạm thời.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Di chuyển trong m&ocirc;i trường đ&ocirc;ng người, m&aacute;y m&oacute;c.</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Nhờ đ&oacute;, TS20I gi&uacute;p:</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kh&oacute;a lại mục ti&ecirc;u nhanh hơn.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hạn chế mất tia.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Giữ qu&aacute; tr&igrave;nh đo li&ecirc;n tục, ổn định.</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">&nbsp;<br />
<strong>AI tăng cường ATR &amp; PowerSearch (TS20I)</strong><br />
<br />
Thuật to&aacute;n AI gi&uacute;p ATR v&agrave; PowerSearch tr&ecirc;n TS20I hoạt động hiệu quả hơn trong c&aacute;c điều kiện kh&oacute;:</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Sương m&ugrave; nhẹ, mưa bụi.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Gương che khuất một phần.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Nhiều điểm phản xạ trong v&ugrave;ng qu&eacute;t.</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đ&acirc;y l&agrave; kh&aacute;c biệt lớn giữa TS20I v&agrave; TS20A / TS20P.</span></span><br />
<p style="text-align: center;">
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/Leica-TS20-Application-Cadastral-Surveying-300dpi-15-1-2048x1365.jpg" style="width: 800px; height: 533px;" /></span></span></p>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">&nbsp;<br />
<strong>C&aacute;c thế mạnh chung của d&ograve;ng Leica TS20</strong><br />
<br />
B&ecirc;n cạnh AI tr&ecirc;n TS20I, to&agrave;n bộ d&ograve;ng TS20 vẫn kế thừa những gi&aacute; trị cốt l&otilde;i của Leica:</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Độ ch&iacute;nh x&aacute;c đo g&oacute;c &amp; khoảng c&aacute;ch cao,</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Động cơ Direct Drives nhanh, &ecirc;m, kh&ocirc;ng ma s&aacute;t,</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Phần mềm Leica Captivate trực quan, dễ thao t&aacute;c,</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Ph&iacute;m Trigger đo nhanh,</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Lưu trữ dữ liệu lớn, xuất file linh hoạt,</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kết cấu bền bỉ, chuẩn c&ocirc;ng trường,</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Dọi t&acirc;m laser/quang học ch&iacute;nh x&aacute;c.</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">&nbsp;<br />
<strong>Lợi &iacute;ch thực tế khi sử dụng Leica TS20</strong></span></span><br />
<br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tăng tốc độ đo &amp; bố tr&iacute; c&ocirc;ng tr&igrave;nh,</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Giảm nh&acirc;n lực vận h&agrave;nh,</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hạn chế sai s&oacute;t hiện trường,</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Dữ liệu ổn định, đ&aacute;ng tin cậy,</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Ph&ugrave; hợp từ khảo s&aacute;t địa h&igrave;nh đến thi c&ocirc;ng c&ocirc;ng tr&igrave;nh lớn.</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">&nbsp;</span></span><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">&nbsp;<br />
<strong>BẢNG SO S&Aacute;NH: TS20A vs TS20P vs TS20I</strong></span></span><br />
<br />
<br />
<table border="0" cellpadding="0" style="width: 100%">
	<thead>
		<tr>
			<th>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>T&iacute;nh năng / Chức năng</strong></span></span><br />
				&nbsp;</th>
			<th>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>TS20A</strong><br />
				<strong>(Auto Aiming)</strong></span></span><br />
				&nbsp;</th>
			<th>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>TS20P</strong><br />
				<strong>(PowerSearch)</strong></span></span><br />
				&nbsp;</th>
			<th>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>TS20I</strong><br />
				<strong>(Imaging/ Camera &amp; AI)</strong></span></span><br />
				&nbsp;</th>
		</tr>
	</thead>
	<tbody>
		<tr>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Tự động ngắm mục ti&ecirc;u (ATR)</span></span></td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">C&oacute;<br />
				(ATR ti&ecirc;u chuẩn)</span></span></td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">C&oacute;<br />
				(ATR ti&ecirc;u chuẩn)</span></span></td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">C&oacute;<br />
				(ATR tăng cường nhờ camera &amp; thuật to&aacute;n)</span></span></td>
		</tr>
		<tr>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Tự động t&igrave;m gương (PowerSearch)</span></span></td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Kh&ocirc;ng</span></span></td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">C&oacute;</span></span></td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">C&oacute;<br />
				(kết hợp camera &amp; thuật to&aacute;n n&acirc;ng cao)</span></span></td>
		</tr>
		<tr>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Camera t&iacute;ch hợp</span></span></td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Kh&ocirc;ng</span></span></td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Kh&ocirc;ng</span></span></td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">C&oacute;</span></span></td>
		</tr>
		<tr>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Thu điểm bằng h&igrave;nh ảnh</span></span></td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Kh&ocirc;ng</span></span></td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Kh&ocirc;ng</span></span></td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">C&oacute;</span></span></td>
		</tr>
		<tr>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Nhận dạng mục ti&ecirc;u / gương (AI-Detect)</span></span></td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Kh&ocirc;ng</span></span></td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Kh&ocirc;ng</span></span></td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">C&oacute;</span></span></td>
		</tr>
		<tr>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Theo d&otilde;i mục ti&ecirc;u di chuyển (Dynamic Lock)</span></span></td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Kh&ocirc;ng</span></span></td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Kh&ocirc;ng</span></span></td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">C&oacute;</span></span></td>
		</tr>
		<tr>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Khả năng giữ b&aacute;m khi mục ti&ecirc;u<br />
				che khuất ngắn hạn</span></span></td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Kh&ocirc;ng</span></span></td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Kh&ocirc;ng</span></span></td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">C&oacute; (AI-Follow)</span></span></td>
		</tr>
		<tr>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">L&agrave;m việc hiệu quả trong m&ocirc;i trường<br />
				nhiều phản xạ</span></span></td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Ti&ecirc;u chuẩn</span></span></td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Ti&ecirc;u chuẩn</span></span></td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Tối ưu hơn nhờ camera &amp; thuật to&aacute;n</span></span></td>
		</tr>
		<tr>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Mức độ tự động h&oacute;a</span></span></td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Cơ bản</span></span></td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Trung b&igrave;nh</span></span></td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Cao nhất</span></span></td>
		</tr>
		<tr>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Hỗ trợ đo kh&ocirc;ng người<br />
				(one-man operation)</span></span></td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">C&oacute;</span></span></td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">C&oacute;</span></span></td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">C&oacute; (ổn định nhất)</span></span></td>
		</tr>
		<tr>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Phần mềm vận h&agrave;nh</span></span></td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Leica Captivate</span></span></td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Leica Captivate</span></span></td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Leica Captivate</span></span></td>
		</tr>
		<tr>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Ứng dụng ph&ugrave; hợp</span></span></td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Đo topo, bố tr&iacute; cơ bản</span></span></td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Đo nhanh, nhiều trạm</span></span></td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Quan trắc, đo phức tạp</span></span></td>
		</tr>
	</tbody>
</table>
<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">&nbsp;</span></span><br />
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">&gt; Xem th&ecirc;m Cataloge TS20: <a href="https://drive.google.com/file/d/1KRyhFd21zOZpYZFqy6uUF-xJFJkJJGmE/view?usp=sharing">TẠI Đ&Acirc;Y</a></span></span><br />
&nbsp;&nbsp;<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">&nbsp;</span></span><br />
<div style="text-align: start;">
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<span style="color: rgb(51, 51, 51); font-family: tahoma, geneva, sans-serif; font-size: 14px; text-align: justify;">&nbsp;</span>',
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			'name' => 'Kiểm tra cao độ sàn nhà xưởng bằng máy thủy bình – Giải pháp chính xác cho thi công công nghiệp!',
			'code' => null,
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			'cat_id' => '40',
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			'shortdes' => '<p data-end="637" data-start="299">
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trong x&acirc;y dựng nh&agrave; xưởng, nh&agrave; m&aacute;y v&agrave; khu c&ocirc;ng nghiệp, kiểm tra cao độ s&agrave;n l&agrave; c&ocirc;ng t&aacute;c bắt buộc nhằm đảm bảo độ phẳng, cao độ đồng nhất v&agrave; khả năng tho&aacute;t nước đ&uacute;ng thiết kế.&nbsp;Chỉ một sai số nhỏ v&agrave;i milimet cũng c&oacute; thể ảnh hưởng đến vận h&agrave;nh m&aacute;y m&oacute;c, lưu th&ocirc;ng xe n&acirc;ng, tuổi thọ s&agrave;n b&ecirc; t&ocirc;ng v&agrave; chất lượng nghiệm thu c&ocirc;ng tr&igrave;nh.&nbsp;Ch&iacute;nh v&igrave; vậy, m&aacute;y thủy b&igrave;nh lu&ocirc;n l&agrave; thiết bị được kỹ sư trắc địa &ndash; x&acirc;y dựng tin d&ugrave;ng để kiểm tra cao độ s&agrave;n nh&agrave; xưởng với độ ch&iacute;nh x&aacute;c v&agrave; độ ổn định cao.<br />
	&nbsp;</span></span></p>
',
			'content' => '<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><em>Trong x&acirc;y dựng nh&agrave; xưởng, nh&agrave; m&aacute;y v&agrave; khu c&ocirc;ng nghiệp, kiểm tra cao độ s&agrave;n l&agrave; c&ocirc;ng t&aacute;c bắt buộc nhằm đảm bảo độ phẳng, cao độ đồng nhất v&agrave; khả năng tho&aacute;t nước đ&uacute;ng thiết kế.&nbsp;Chỉ một sai số nhỏ v&agrave;i milimet cũng c&oacute; thể ảnh hưởng đến vận h&agrave;nh m&aacute;y m&oacute;c, lưu th&ocirc;ng xe n&acirc;ng, tuổi thọ s&agrave;n b&ecirc; t&ocirc;ng v&agrave; chất lượng nghiệm thu c&ocirc;ng tr&igrave;nh.&nbsp;Ch&iacute;nh v&igrave; vậy, m&aacute;y thủy b&igrave;nh lu&ocirc;n l&agrave; thiết bị được kỹ sư trắc địa &ndash; x&acirc;y dựng tin d&ugrave;ng để kiểm tra cao độ s&agrave;n nh&agrave; xưởng nhờ độ ch&iacute;nh x&aacute;c cao v&agrave; t&iacute;nh ổn định l&acirc;u d&agrave;i.<br />
&nbsp;</em></span></span>
<h2>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">1. Tại sao cần kiểm tra cao độ s&agrave;n nh&agrave; xưởng?</span></span></h2>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đo cao độ s&agrave;n bằng m&aacute;y thủy b&igrave;nh gi&uacute;p:</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đảm bảo cao độ v&agrave; độ phẳng đ&uacute;ng hồ sơ thiết kế</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Ph&aacute;t hiện kịp thời c&aacute;c điểm lồi &ndash; l&otilde;m để xử l&yacute; trước khi ho&agrave;n thiện</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Phục vụ c&ocirc;ng t&aacute;c nghiệm thu s&agrave;n b&ecirc; t&ocirc;ng theo ti&ecirc;u chuẩn kỹ thuật</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hạn chế chi ph&iacute; sửa chữa sau khi c&ocirc;ng tr&igrave;nh đưa v&agrave;o sử dụng</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trong thực tế, một số đơn vị sử dụng m&aacute;y c&acirc;n mực laser để kiểm tra cao độ. Tuy nhi&ecirc;n, phương ph&aacute;p n&agrave;y chỉ ph&ugrave; hợp cho khu vực nhỏ.&nbsp;Với nh&agrave; xưởng c&oacute; diện t&iacute;ch lớn, tia laser dễ bị ph&acirc;n t&aacute;n khi chiếu xa, l&agrave;m tăng sai số (c&oacute; thể 5&ndash;10 mm), g&acirc;y kh&oacute; khăn trong kiểm so&aacute;t chất lượng v&agrave; nghiệm thu.<br />
<br />
M&aacute;y thủy b&igrave;nh quang học, với nguy&ecirc;n l&yacute; tia ngắm nằm ngang v&agrave; độ ph&oacute;ng đại ống k&iacute;nh, cho kết quả ổn định v&agrave; tin cậy hơn tr&ecirc;n diện t&iacute;ch s&agrave;n lớn.<br />
&nbsp;</span></span><br />
<p style="text-align: center;">
	<img alt="" src="/admin/webroot/upload/image/images/nhà xưởng(1).jpg" style="width: 512px; height: 302px;" /></p>
<h2>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">2. Ưu điểm của m&aacute;y thủy b&igrave;nh trong kiểm tra cao độ s&agrave;n</span></span></h2>
<br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Độ ch&iacute;nh x&aacute;c cao: sai số khoảng 1&ndash;2 mm/1 km đo kh&eacute;p</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hoạt động ổn định trong nhiều điều kiện &aacute;nh s&aacute;ng</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đọc số trực tiếp tr&ecirc;n mia, hạn chế sai số chủ quan</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Ph&ugrave; hợp đo li&ecirc;n tục nhiều điểm tr&ecirc;n mặt s&agrave;n nh&agrave; xưởng</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Nhờ c&aacute;c ưu điểm n&agrave;y, m&aacute;y thủy b&igrave;nh vẫn l&agrave; thiết bị ti&ecirc;u chuẩn trong kiểm tra cao độ s&agrave;n c&ocirc;ng nghiệp.<br />
&nbsp;</span></span><br />
<h2>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">3. Ti&ecirc;u ch&iacute; lựa chọn m&aacute;y thủy b&igrave;nh đo s&agrave;n nh&agrave; xưởng</span></span></h2>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Để đảm bảo sai số đo trong giới hạn cho ph&eacute;p (&plusmn;2 mm), m&aacute;y thủy b&igrave;nh n&ecirc;n đ&aacute;p ứng c&aacute;c y&ecirc;u cầu sau:</span></span><br />
<br />
<h3>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">3.1 Độ ph&oacute;ng đại ống k&iacute;nh</span></span></h3>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">- Khuyến nghị từ 24X &ndash; 32X.</span></span><br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">- Đọc mia r&otilde; ở khoảng c&aacute;ch 50&ndash;80 m.</span></span>
<h3>
	<br />
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">3.2 Độ ch&iacute;nh x&aacute;c</span></span></h3>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Sai số đo kh&eacute;p tuyến &le; 2.0 mm/1 km</span></span>
<h3>
	<br />
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">3.3 Hệ thống c&acirc;n bằng</span></span></h3>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">- N&ecirc;n sử dụng con lắc từ t&iacute;nh (Magnetic Damping)</span></span><br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">- Gi&uacute;p tia ngắm ổn định nhanh trong m&ocirc;i trường rung động</span></span>
<h3>
	<br />
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">3.4 Ti&ecirc;u chuẩn bảo vệ</span></span></h3>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">- Tối thiểu IP54, ưu ti&ecirc;n IP66</span></span><br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">- Ph&ugrave; hợp m&ocirc;i trường nhiều bụi xi măng v&agrave; nước bắn</span></span><br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">&nbsp;</span></span>
<h2>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">4. C&aacute;c m&aacute;y thủy b&igrave;nh được tin d&ugrave;ng khi kiểm tra cao độ s&agrave;n nh&agrave; xưởng</span></span></h2>
<br />
<h3>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">4.1 M&aacute;y thủy b&igrave;nh Sokkia B40A</span></span></h3>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Sokkia B40A l&agrave; d&ograve;ng m&aacute;y được sử dụng phổ biến trong đo s&agrave;n nh&agrave; xưởng.<br />
Ưu điểm nổi bật:</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Chuẩn chống bụi &ndash; nước IP66, chịu được mưa r&agrave;o</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Con lắc từ t&iacute;nh gi&uacute;p b&ugrave; nghi&ecirc;ng nhanh, chống rung tốt</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Độ ph&oacute;ng đại 24X, đọc mia r&otilde; ở khoảng c&aacute;ch 40&ndash;50 m</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Ph&ugrave; hợp cho thi c&ocirc;ng s&agrave;n nh&agrave; xưởng, nh&agrave; kho v&agrave; khu c&ocirc;ng nghiệp quy m&ocirc; vừa &ndash; lớn.<br />
&nbsp;</span></span>
<p style="text-align: center;">
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/B40A.jpg" style="width: 450px; height: 377px;" /></span></span></p>
<h3>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">4.2 M&aacute;y thủy b&igrave;nh Nikon AC-2S</span></span></h3>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Nikon AC-2S l&agrave; lựa chọn ph&ugrave; hợp khi l&agrave;m việc trong nh&agrave; xưởng thiếu &aacute;nh s&aacute;ng.<br />
Ưu điểm:</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Ống k&iacute;nh Nikon c&oacute; độ s&aacute;ng v&agrave; độ trong cao</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">H&igrave;nh ảnh mia sắc n&eacute;t, giảm mỏi mắt khi đo nhiều điểm</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Thiết kế gọn nhẹ, dễ di chuyển trong kh&ocirc;ng gian hẹp</span></span></li>
</ul>
<p style="text-align: center;">
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">&nbsp;<img alt="" src="/admin/webroot/upload/image/images/Nikon AC2S.jpg" style="width: 450px; height: 377px;" /></span></span></p>
<h3>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">4.3 M&aacute;y thủy b&igrave;nh Leica NA300 series ( NA320/NA324)</span></span></h3>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">D&ograve;ng m&aacute;y d&agrave;nh cho c&aacute;c c&ocirc;ng tr&igrave;nh y&ecirc;u cầu độ ch&iacute;nh x&aacute;c cao.<br />
<br />
Đặc điểm nổi bật:</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Sai số &lt; 1.5 mm/1 km</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Độ bền cơ học cao, chịu va đập tốt</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hoạt động ổn định l&acirc;u d&agrave;i, &iacute;t phải hiệu chỉnh</span></span></li>
</ul>
<p style="text-align: center;">
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Ph&ugrave; hợp cho nh&agrave; m&aacute;y c&ocirc;ng nghệ cao, ph&ograve;ng sạch, khu sản xuất ch&iacute;nh x&aacute;c.<br />
	<br />
	<img alt="" src="/admin/webroot/upload/image/images/476249529_986351956959976_7286419762816488861_n.jpg" style="width: 450px; height: 377px;" /></span></span></p>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">&nbsp;</span></span><br />
<h3>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">4.4 Leica LS15 Digital Level &ndash; M&aacute;y thủy b&igrave;nh điện tử cao cấp</span></span></h3>
<br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Độ ch&iacute;nh x&aacute;c: ~&plusmn;0.2 mm/1 km (với mia invar)</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">T&iacute;nh năng nổi bật:</span></span>
		<ul>
			<li>
				<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tự động lấy n&eacute;t v&agrave; kiểm tra độ nghi&ecirc;ng</span></span></li>
			<li>
				<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">M&agrave;n h&igrave;nh m&agrave;u cảm ứng, giảm sai s&oacute;t do đọc thủ c&ocirc;ng</span></span></li>
			<li>
				<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Bluetooth &amp; USB truyền dữ liệu</span></span></li>
			<li>
				<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Bộ nhớ lưu đến ~30.000 trị đo</span></span></li>
		</ul>
	</li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Độ ph&oacute;ng đại: 32&times;, phạm vi đo l&ecirc;n đến ~110 m</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Ph&ugrave; hợp c&aacute;c dự &aacute;n s&agrave;n c&ocirc;ng nghiệp quan trọng, lưới cao độ ch&iacute;nh x&aacute;c cao, đo kh&eacute;p tuyến.</span></span><br />
<p style="text-align: center;">
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/LS15.jpg" style="width: 450px; height: 396px;" /></span></span></p>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">&nbsp;</span></span><br />
<h3>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">4.5 Trimble DiNi Digital Level Series (Dini-03 / Dini-07)</span></span></h3>
<br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Độ ch&iacute;nh x&aacute;c: t&ugrave;y chọn đến ~0.3 mm/1 km</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Ti&ecirc;u chuẩn bảo vệ: IP55</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Ưu điểm:</span></span>
		<ul>
			<li>
				<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Giao diện trực quan, dễ thao t&aacute;c</span></span></li>
			<li>
				<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Truyền dữ liệu nhanh qua USB</span></span></li>
			<li>
				<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Ph&ugrave; hợp đo lặp nhiều, quan trắc v&agrave; b&aacute;o c&aacute;o số liệu chi tiết</span></span></li>
		</ul>
	</li>
</ul>
<p style="text-align: center;">
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">&nbsp;<img alt="" src="/admin/webroot/upload/image/images/Trimble Dini.jpg" style="width: 450px; height: 450px;" /></span></span></p>
<h2>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">5. Quy tr&igrave;nh kiểm tra cao độ s&agrave;n nh&agrave; xưởng bằng m&aacute;y thủy b&igrave;nh</span></span></h2>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><u><strong>Bước 1</strong></u>: Chia lưới &ocirc; vu&ocirc;ng (Grid Method)</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Chia s&agrave;n th&agrave;nh c&aacute;c &ocirc; 3&times;3 m hoặc 5&times;5 m</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">C&aacute;c giao điểm l&agrave; vị tr&iacute; đặt mia</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong><u>Bước 2</u></strong>: Dẫn mốc cao độ chuẩn</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Thiết lập Benchmark (H₀) ổn định b&ecirc;n ngo&agrave;i khu vực thi c&ocirc;ng</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">L&agrave;m cơ sở so s&aacute;nh cho to&agrave;n bộ số liệu</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong><u>Bước 3</u></strong>: Đo đạc thực địa</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đặt m&aacute;y ở vị tr&iacute; trung t&acirc;m, nền cứng</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">C&acirc;n bằng m&aacute;y ch&iacute;nh x&aacute;c</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đọc BS &rarr; x&aacute;c định HI</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đọc FS tại c&aacute;c n&uacute;t lưới</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><u><strong>Bước 4</strong></u>: Xử l&yacute; v&agrave; đ&aacute;nh gi&aacute; số liệu<br />
&Delta;H = Số đọc thực tế &ndash; Số đọc thiết kế</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">&Delta;H &gt; 0 &rarr; S&agrave;n thấp (l&otilde;m)</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">&Delta;H &lt; 0 &rarr; S&agrave;n cao (lồi)</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">&nbsp;<br />
!!! Lưu &yacute; quan trọng khi kiểm tra cao độ s&agrave;n nh&agrave; xưởng:</span></span><br />
<br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Mốc chuẩn phải ổn định &ndash; quyết định độ tin cậy to&agrave;n bộ ph&eacute;p đo</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Khoảng c&aacute;ch ngắm &le; 40 m để kiểm so&aacute;t sai số</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kiểm tra m&aacute;y trước khi đo: mực nước, ống k&iacute;nh, ch&acirc;n m&aacute;y</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">&nbsp;<br />
&gt;&gt;&gt; Kiểm tra cao độ s&agrave;n nh&agrave; xưởng bằng m&aacute;y thủy b&igrave;nh l&agrave; c&ocirc;ng t&aacute;c kh&ocirc;ng thể thiếu nhằm đảm bảo chất lượng thi c&ocirc;ng, độ phẳng s&agrave;n v&agrave; an to&agrave;n vận h&agrave;nh l&acirc;u d&agrave;i.&nbsp;Việc lựa chọn đ&uacute;ng thiết bị v&agrave; tu&acirc;n thủ quy tr&igrave;nh đo chuẩn sẽ gi&uacute;p kỹ sư v&agrave; nh&agrave; thầu thu được kết quả ch&iacute;nh x&aacute;c &ndash; đ&aacute;ng tin cậy &ndash; dễ nghiệm thu cho mọi dự &aacute;n x&acirc;y dựng c&ocirc;ng nghiệp.</span></span><br />
<h2>
	<br />
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">6. FAQ &ndash; Hỏi đ&aacute;p</span></span></h2>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">- Kiểm tra cao độ s&agrave;n nh&agrave; xưởng n&ecirc;n sử dụng thiết bị n&agrave;o?<br />
<em>M&aacute;y thủy b&igrave;nh quang học l&agrave; lựa chọn ph&ugrave; hợp nhờ độ ch&iacute;nh x&aacute;c cao v&agrave; ổn định tr&ecirc;n diện t&iacute;ch lớn.<br />
&nbsp;</em><br />
- M&aacute;y laser c&acirc;n mực c&oacute; thể thay thế m&aacute;y thủy b&igrave;nh kh&ocirc;ng?<br />
<em>Kh&ocirc;ng. M&aacute;y laser chỉ ph&ugrave; hợp cho phạm vi nhỏ, kh&ocirc;ng đ&aacute;p ứng độ ch&iacute;nh x&aacute;c khi kiểm tra s&agrave;n nh&agrave; xưởng diện t&iacute;ch lớn.</em><br />
&nbsp;<br />
- Sai số cho ph&eacute;p khi kiểm tra cao độ s&agrave;n l&agrave; bao nhi&ecirc;u?<br />
Th&ocirc;ng thường y&ecirc;u cầu sai số trong khoảng &plusmn;2 mm, t&ugrave;y ti&ecirc;u chuẩn thiết kế v&agrave; y&ecirc;u cầu của chủ đầu tư.<br />
&nbsp;<br />
- Khoảng c&aacute;ch đo tối đa từ m&aacute;y thủy b&igrave;nh đến mia l&agrave; bao nhi&ecirc;u?<br />
<em>Khuyến nghị kh&ocirc;ng vượt qu&aacute; 40 m để đảm bảo kiểm so&aacute;t sai số.</em><br />
&nbsp;<br />
- C&oacute; cần kiểm tra cao độ s&agrave;n trước khi ho&agrave;n thiện kh&ocirc;ng?<br />
<em>C&oacute;. Việc kiểm tra sớm gi&uacute;p xử l&yacute; sai lệch trước khi ho&agrave;n thiện, giảm rủi ro v&agrave; chi ph&iacute; sửa chữa.</em></span></span><br />
<p style="text-align: center;">
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/Máy thủy bình 2.jpg" style="width: 800px; height: 419px;" /></span></span></p>
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			'id' => '797',
			'name' => 'Máy toàn đạc Leica: chọn FlexLine, TS, Nova hay MS?',
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			'shortdes' => '<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Với dải sản phẩm trải rộng từ FlexLine &rarr; TS &rarr; Nova &rarr; MS (MultiStation), Leica Geosystems mang đến nhiều lựa chọn, nhưng cũng khiến kh&ocirc;ng &iacute;t anh em băn khoăn: <em>c&ocirc;ng tr&igrave;nh của m&igrave;nh n&ecirc;n d&ugrave;ng d&ograve;ng n&agrave;o l&agrave; hợp l&yacute; nhất?</em></span></span>',
			'content' => '<em><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trong trắc địa &ndash; x&acirc;y dựng hiện nay, việc lựa chọn m&aacute;y to&agrave;n đạc điện tử Leica ph&ugrave; hợp với từng loại c&ocirc;ng tr&igrave;nh đ&oacute;ng vai tr&ograve; then chốt, ảnh hưởng trực tiếp đến độ ch&iacute;nh x&aacute;c, hiệu suất thi c&ocirc;ng v&agrave; chi ph&iacute; đầu tư.<br />
<br />
Với dải sản phẩm trải rộng từ FlexLine &rarr; TS &rarr; Nova &rarr; MS (MultiStation), Leica Geosystems mang đến nhiều lựa chọn, nhưng cũng khiến kh&ocirc;ng &iacute;t anh em băn khoăn: c&ocirc;ng tr&igrave;nh của m&igrave;nh n&ecirc;n d&ugrave;ng d&ograve;ng n&agrave;o l&agrave; hợp l&yacute; nhất?<br />
<br />
B&agrave;i viết dưới đ&acirc;y sẽ gi&uacute;p bạn so s&aacute;nh r&otilde; ưu &ndash; nhược điểm từng d&ograve;ng m&aacute;y to&agrave;n đạc Leica, đồng thời gợi &yacute; chọn m&aacute;y đ&uacute;ng nhu cầu thực tế tại Việt Nam.</span></span></em><br />
<h2>
	<br />
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">1. M&aacute;y to&agrave;n đạc Leica FlexLine (TS03, TS07, TS10&hellip;)</span></span></h2>
<br />
<strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Ưu điểm:</span></span></strong><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Cấu h&igrave;nh đơn giản, dễ sử dụng, ph&ugrave; hợp nhiều đối tượng.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Chi ph&iacute; đầu tư thấp hơnso với c&aacute;c d&ograve;ng tự động/robot.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đ&aacute;p ứng tốt c&aacute;c c&ocirc;ng việc khảo s&aacute;t &ndash; trắc địa cơ bản.</span></span></li>
</ul>
<strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hạn chế:</span></span></strong><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Phần lớn thao t&aacute;c thủ c&ocirc;ng.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kh&ocirc;ng c&oacute; motor, ATR, tự động kh&oacute;a prism.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hiệu suất đo v&agrave; tốc độ l&agrave;m việc thấp hơn d&ograve;ng TS v&agrave; Nova.</span></span></li>
</ul>
<strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Ph&ugrave; hợp:</span></span></strong><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đo đạc địa ch&iacute;nh, lập bản đồ nền.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">C&ocirc;ng t&aacute;c đo nhỏ lẻ, khối lượng kh&ocirc;ng lớn.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đơn vị cần m&aacute;y to&agrave;n đạc Leica bền &ndash; ổn định &ndash; dễ d&ugrave;ng.</span></span></li>
</ul>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">&gt; Nếu chỉ cần đo khảo s&aacute;t cơ bản, Leica FlexLine l&agrave; lựa chọn kinh tế v&agrave; đủ d&ugrave;ng.<br />
&nbsp;</span></span>
<h2>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">2. M&aacute;y to&agrave;n đạc Leica TS (TS13, TS20&hellip;)</span></span></h2>
<br />
<strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Ưu điểm:</span></span></strong><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Mức độ tự động h&oacute;a cao, c&oacute; phi&ecirc;n bản robot.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Độ ch&iacute;nh x&aacute;c g&oacute;c v&agrave; EDM ổn định, ph&ugrave; hợp thi c&ocirc;ng.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hỗ trợ phần mềm Captivate, dễ t&iacute;ch hợp GNSS/RTK.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Giảm thao t&aacute;c thủ c&ocirc;ng, tăng tốc độ bố tr&iacute; v&agrave; đo kiểm.</span></span></li>
</ul>
<strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hạn chế:</span></span></strong><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Gi&aacute; cao hơnd&ograve;ng FlexLine.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Với model cao cấp (TS20) cần t&iacute;nh th&ecirc;m phụ kiện robot (prism, tripod, pin, tay cầm).</span></span></li>
</ul>
<strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Ph&ugrave; hợp:</span></span></strong><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">X&acirc;y dựng d&acirc;n dụng, c&ocirc;ng tr&igrave;nh nhỏ v&agrave; vừa.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">C&ocirc;ng t&aacute;c bố tr&iacute; c&ocirc;ng tr&igrave;nh, đo kiểm h&igrave;nh học.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Khi cần độ ch&iacute;nh x&aacute;c v&agrave; hiệu suất cao hơn FlexLine.</span></span></li>
</ul>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">&gt; D&ograve;ng TS l&agrave; lựa chọn c&acirc;n bằng giữa độ ch&iacute;nh x&aacute;c &ndash; tiện lợi &ndash; chi ph&iacute;.<br />
&nbsp;</span></span>
<h2>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">3. M&aacute;y to&agrave;n đạc Leica Nova (TS60, TM60&hellip;)</span></span></h2>
<br />
<strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Ưu điểm:</span></span></strong><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">C&ocirc;ng nghệ robot hiện đại, động cơ ch&iacute;nh x&aacute;c cao.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tự động kh&oacute;a mục ti&ecirc;u, đo nhanh, ổn định.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Nhiều t&iacute;nh năng n&acirc;ng cao:</span></span>
		<ul>
			<li>
				<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Multi-target</span></span></li>
			<li>
				<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đo khoảng c&aacute;ch d&agrave;i</span></span></li>
			<li>
				<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">T&iacute;ch hợp GNSS / Sensor / Monitoring</span></span></li>
		</ul>
	</li>
</ul>
<strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hạn chế:</span></span></strong><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Chi ph&iacute; đầu tư cao, y&ecirc;u cầu người vận h&agrave;nh c&oacute; chuy&ecirc;n m&ocirc;n tốt.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Chi ph&iacute; vận h&agrave;nh (pin, phụ kiện, bảo tr&igrave;) lớn hơn c&aacute;c d&ograve;ng thấp.</span></span></li>
</ul>
<strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Ph&ugrave; hợp:</span></span></strong><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">C&ocirc;ng tr&igrave;nh lớn: cầu, đường, hầm, metro.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Dự &aacute;n hạ tầng quy m&ocirc; lớn, y&ecirc;u cầu độ tin cậy cao.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Quan trắc biến dạng, đo lặp ch&iacute;nh x&aacute;c d&agrave;i hạn.</span></span></li>
</ul>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">&gt; Với dự &aacute;n quy m&ocirc; lớn, Leica Nova l&agrave; &ldquo;xương sống&rdquo; về độ ch&iacute;nh x&aacute;c v&agrave; tự động h&oacute;a.<br />
&nbsp;</span></span>
<h2>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">4. M&aacute;y to&agrave;n đạc Leica MS &ndash; MultiStation (MS60)</span></span></h2>
<br />
<strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Ưu điểm:</span></span></strong><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kết hợp to&agrave;n đạc + qu&eacute;t 3D + GNSS trong một thiết bị.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Thu thập dữ liệu 3D d&agrave;y, nhanh, giảm nh&acirc;n lực.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Rất mạnh cho khảo s&aacute;t hiện trạng v&agrave; địa h&igrave;nh phức tạp.</span></span></li>
</ul>
<strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hạn chế:</span></span></strong><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Gi&aacute; rất cao.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Dữ liệu hậu xử l&yacute; phức tạp, cần kỹ năng chuy&ecirc;n s&acirc;u.</span></span></li>
</ul>
<strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Ph&ugrave; hợp:</span></span></strong><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Dự &aacute;n cần dữ liệu 3D chi tiết.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Quy hoạch, khảo s&aacute;t hạ tầng phức tạp.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">C&ocirc;ng t&aacute;c đo đạc + bản đồ + m&ocirc; h&igrave;nh số trong một workflow.</span></span></li>
</ul>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">&gt; MS l&agrave; giải ph&aacute;p cao cấp nhất cho b&agrave;i to&aacute;n 3D v&agrave; dữ liệu lớn.<br />
&nbsp;</span></span><br />
<h2>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">5. Gợi &yacute; chọn m&aacute;y to&agrave;n đạc điện tử Leica theo nhu cầu</span></span></h2>
<br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Khảo s&aacute;t đất đai, địa ch&iacute;nh, bản đồ nền &rarr; <em>Leica FlexLine</em> hoặc <em>TS (model cơ bản).</em></span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">X&acirc;y dựng d&acirc;n dụng, c&ocirc;ng tr&igrave;nh nhỏ &amp; vừa, bố tr&iacute; thiết kế &rarr; <em>Leica TS</em> hoặc <em>Nova</em> (t&ugrave;y y&ecirc;u cầu độ ch&iacute;nh x&aacute;c).</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">C&ocirc;ng tr&igrave;nh giao th&ocirc;ng, cầu hầm, hạ tầng phức tạp &rarr; <em>Leica Nova</em> hoặc <em>MS (MultiStation / Robot).</em></span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Khảo s&aacute;t địa h&igrave;nh phức tạp, cần dữ liệu 3D, đo nhanh nhiều điểm &rarr; <em>Leica MS &ndash; MultiStation.</em></span></span></li>
</ul>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>BẢNG SO S&Aacute;NH TH&Ocirc;NG SỐ LEICA FLEXLINE &ndash; TS &ndash; NOVA</strong></span></span><br />
<br />
<table border="0" cellpadding="0" cellspacing="3" style="width: 100%">
	<thead>
		<tr>
			<th style="text-align: left;">
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Ti&ecirc;u ch&iacute;</strong></span></span></th>
			<th style="text-align: left;">
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>TS03</strong></span></span></th>
			<th style="text-align: left;">
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>TS07</strong></span></span></th>
			<th style="text-align: left;">
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>TS10</strong></span></span></th>
			<th style="text-align: left;">
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>TS13</strong></span></span></th>
			<th style="text-align: left;">
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>TS20</strong></span></span></th>
			<th style="text-align: left;">
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Nova TM60</strong></span></span></th>
			<th style="text-align: left;">
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Nova TS60</strong></span></span></th>
			<th style="text-align: left;">
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Nova MS60</strong></span></span></th>
		</tr>
	</thead>
	<tbody>
		<tr>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Độ ch&iacute;nh x&aacute;c g&oacute;c</strong></span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">2&Prime;, 3&Prime;, 5&Prime;</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">1&Prime;, 2&Prime;, 3&Prime;, 5&Prime;</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">1&Prime;, 2&Prime;, 3&Prime;, 5&Prime;</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">1&Prime;, 2&Prime;, 3&Prime;, 5&Prime;</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">1&Prime;, 2&Prime;, 3&Prime;, 5&Prime;</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">0.5&Prime;, 1&Prime;</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">0.5&Prime;</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">1&Prime;</span></span></td>
		</tr>
		<tr>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Tầm đo lăng k&iacute;nh</strong></span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">0.9&ndash;3,500 m</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">0.9&ndash;3,500 m</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">0.9&ndash;3,500 m</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">0&ndash;3,500 m</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">0.8&ndash;10,000 m</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">0.9&ndash;3,500 m</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">0.9&ndash;3,500 m</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">1.5&ndash;10,000 m</span></span></td>
		</tr>
		<tr>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Độ ch&iacute;nh x&aacute;c đo gương</strong></span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">1 mm+1.5ppm</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">1 mm+1.5ppm</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">1 mm+1.5ppm</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">1 mm+1.5 ppm</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>1 mm+1 ppm</strong></span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">1 mm+1.5 ppm</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>0.6 mm+1ppm</strong></span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">1 mm+1.5ppm</span></span></td>
		</tr>
		<tr>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Tầm đo kh&ocirc;ng gương</strong></span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">500&ndash;5,000 m</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">500&ndash;5,000 m</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">500&ndash;5,000 m</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">500&ndash;5,000 m</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">800 m (R800) / 1,600 m (R1600)</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">500&ndash;5,000 m</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">500&ndash;5,000 m</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">2,000 m</span></span></td>
		</tr>
		<tr>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Độ ch&iacute;nh x&aacute;c kh&ocirc;ng gương</strong></span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">2 mm 2 ppm</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">2 mm+2 ppm</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">2 mm+2 ppm</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">2 mm+2 ppm</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">2 mm+2 ppm</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">2 mm+2 ppm</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">2 mm+2 ppm</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">2 mm+2 ppm</span></span></td>
		</tr>
		<tr>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>M&agrave;n h&igrave;nh</strong></span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">3.5&Prime; đơn sắc</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">3.5&Prime; m&agrave;u</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">5&Prime; WVGA</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">5&Prime; WVGA (tuỳ chọn)</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">5&Prime; WVGA cảm ứng</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">5&Prime; WVGA cảm ứng</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">5&Prime; WVGA cảm ứng</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">5&Prime; WVGA cảm ứng</span></span></td>
		</tr>
		<tr>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Kết nối c&oacute; d&acirc;y</strong></span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">RS232 / SD / USB</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">RS232 / SD / USB</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">RS232 / SD / USB</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">RS232 / SD / USB</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">Ethernet / USB-C</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">RS232 / SD / USB</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">RS232 / SD / USB</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">RS232 / SD / USB</span></span></td>
		</tr>
		<tr>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Bluetooth / WLAN</strong></span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔(tay cầm radio)</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔(tay cầm radio)</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔(tay cầm radio)</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔(tay cầm radio)</span></span></td>
		</tr>
		<tr>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Dữ liệu di động (4G)</strong></span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td>
		</tr>
		<tr>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>AutoHeight</strong></span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
		</tr>
		<tr>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Camera tổng quan</strong></span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
		</tr>
		<tr>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Camera k&iacute;nh ngắm</strong></span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
		</tr>
		<tr>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>SmartStation GNSS</strong></span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
		</tr>
		<tr>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Ti&ecirc;u ch&iacute;</strong></span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">TS03</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">TS07</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">TS10</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">TS13</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">TS20</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">Nova TM60</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">Nova TS60</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">Nova MS60</span></span></td>
		</tr>
		<tr>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Độ ch&iacute;nh x&aacute;c g&oacute;c</strong></span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">2&Prime;, 3&Prime;, 5&Prime;</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">1&Prime;, 2&Prime;, 3&Prime;, 5&Prime;</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">1&Prime;, 2&Prime;, 3&Prime;, 5&Prime;</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">1&Prime;, 2&Prime;, 3&Prime;, 5&Prime;</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">1&Prime;, 2&Prime;, 3&Prime;, 5&Prime;</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">0.5&Prime;, 1&Prime;</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">0.5&Prime;</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">1&Prime;</span></span></td>
		</tr>
		<tr>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Tầm đo lăng k&iacute;nh</strong></span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">0.9&ndash;3,500 m</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">0.9&ndash;3,500 m</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">0.9&ndash;3,500 m</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">0&ndash;3,500 m</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">0.8&ndash;10,000 m</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">0.9&ndash;3,500 m</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">0.9&ndash;3,500 m</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">1.5&ndash;10,000 m</span></span></td>
		</tr>
		<tr>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Độ ch&iacute;nh x&aacute;c đo gương</strong></span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">1 mm + 1.5 ppm</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">1 mm + 1.5 ppm</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">1 mm + 1.5 ppm</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">1 mm + 1.5 ppm</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">1 mm + 1 ppm</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">1 mm + 1.5 ppm</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">0.6 mm + 1 ppm</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">1 mm + 1.5 ppm</span></span></td>
		</tr>
		<tr>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Tầm đo kh&ocirc;ng gương</strong></span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">500&ndash;5,000 m</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">500&ndash;5,000 m</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">500&ndash;5,000 m</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">500&ndash;5,000 m</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">800 m (R800) / 1,600 m (R1600)</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">500&ndash;5,000 m</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">500&ndash;5,000 m</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">2,000 m</span></span></td>
		</tr>
		<tr>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Độ ch&iacute;nh x&aacute;c kh&ocirc;ng gương</strong></span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">2 mm + 2 ppm</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">2 mm + 2 ppm</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">2 mm + 2 ppm</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">2 mm + 2 ppm</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">2 mm + 2 ppm</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">2 mm + 2 ppm</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">2 mm + 2 ppm</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">2 mm + 2 ppm</span></span></td>
		</tr>
		<tr>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>M&agrave;n h&igrave;nh</strong></span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">3.5&Prime; đơn sắc</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">3.5&Prime; m&agrave;u</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">5&Prime; WVGA</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">5&Prime; WVGA (tuỳchọn)</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">5&Prime; WVGA cảm ứng</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">5&Prime; WVGA cảm ứng</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">5&Prime; WVGA cảm ứng</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">5&Prime; WVGA cảm ứng</span></span></td>
		</tr>
		<tr>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Kết nối c&oacute; d&acirc;y</strong></span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">RS232 / SD / USB</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">RS232 / SD / USB</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">RS232 / SD / USB</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">RS232 / SD / USB</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">Ethernet / USB-C</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">RS232 / SD / USB</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">RS232 / SD / USB</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">RS232 / SD / USB</span></span></td>
		</tr>
		<tr>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Bluetooth / WLAN</strong></span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔ (tay cầm radio)</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔ (tay cầm radio)</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔ (tay cầm radio)</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔ (tay cầm radio)</span></span></td>
		</tr>
		<tr>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Dữ liệu di động (4G)</strong></span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td>
		</tr>
		<tr>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>AutoHeight</strong></span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
		</tr>
		<tr>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Camera tổng quan</strong></span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
		</tr>
		<tr>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Camera k&iacute;nh ngắm</strong></span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
		</tr>
		<tr>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>SmartStation GNSS</strong></span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
		</tr>
		<tr>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Động cơ (Robot)</strong></span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">DC Motor</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">Brushless Direct Drives</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">Piezo drives</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">Piezo drives</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">Piezo drives</span></span></td>
		</tr>
		<tr>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>ATR / Tracking</strong></span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔ (R1000)</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">AI-powered ATR</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
		</tr>
		<tr>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Prism Fast Search</strong></span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
		</tr>
		<tr>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Scanning 3D</strong></span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔ (30,000 pts/s)</span></span></td>
		</tr>
		<tr>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Điều khiển từ xa</strong></span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
		</tr>
		<tr>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Hỗ trợ AP20</strong></span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">AP20 ID</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">AP20 ID + AutoPole</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
		</tr>
		<tr>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Hệ điều h&agrave;nh</strong></span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">FlexField</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">FlexField</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">FlexField</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">Captivate</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">Captivate (Loc8 / GeoCloud Protect)</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">Captivate</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">Captivate</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">Captivate</span></span></td>
		</tr>
		<tr>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Thời lượng pin</strong></span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">~30 h</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">~30 h</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">~30 h</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">8&ndash;19 h</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">~5 h</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">~8 h</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">~9 h</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">~9 h</span></span></td>
		</tr>
		<tr>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Trọng lượng</strong></span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">4.3 kg</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">4.3 kg</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">4.4 kg</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">4.8 kg</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">5.0 kg</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">7.2 kg</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">7.3 kg</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">7.6 kg</span></span></td>
		</tr>
	</tbody>
</table>
<p>
	&nbsp;</p>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/so-sanh-may-toan-dac-dien-tu-leica-FlexLine-TS-Nova-MS.jpg" style="width: 800px; height: 463px;" /></span></span>
<h2>
	<br />
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">6. C&acirc;u hỏi thường gặp về m&aacute;y to&agrave;n đạc Leica (FAQ)</span></span></h2>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">6.1 M&aacute;y to&agrave;n đạc Leica FlexLine c&oacute; đủ d&ugrave;ng cho địa ch&iacute;nh kh&ocirc;ng?<br />
&rarr; C&oacute;. Với đo địa ch&iacute;nh v&agrave; bản đồ nền, FlexLine đ&aacute;p ứng tốt v&agrave; tiết kiệm chi ph&iacute;.<br />
<br />
6.2 Khi n&agrave;o n&ecirc;n chọn TS thay v&igrave; FlexLine?<br />
&rarr; Khi cần độ ch&iacute;nh x&aacute;c cao hơn, thao t&aacute;c nhanh hơn v&agrave; giảm nh&acirc;n lực.<br />
<br />
6.3 Leica Nova c&oacute; ph&ugrave; hợp c&ocirc;ng tr&igrave;nh d&acirc;n dụng kh&ocirc;ng?<br />
&rarr; Ph&ugrave; hợp nếu c&ocirc;ng tr&igrave;nh y&ecirc;u cầu độ ch&iacute;nh x&aacute;c rất cao hoặc quan trắc.<br />
<br />
6.4 MultiStation MS60 c&oacute; thay thế m&aacute;y qu&eacute;t laser kh&ocirc;ng?<br />
&rarr; MS60 kh&ocirc;ng thay thế ho&agrave;n to&agrave;n TLS chuy&ecirc;n dụng, nhưng rất hiệu quả cho khảo s&aacute;t 3D kết hợp đo to&agrave;n đạc.<br />
&nbsp;<br />
&gt;&gt;&gt; <u><strong>Tổng kết:</strong></u></span></span><br />
<br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đo khảo s&aacute;t cơ bản&rarr; <em>FlexLine l&agrave; đủ.</em></span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">C&acirc;n bằng giữa ch&iacute;nh x&aacute;c &amp; tiện lợi&rarr; <em>TS l&agrave; lựa chọn hợp l&yacute;.</em></span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">C&ocirc;ng tr&igrave;nh lớn, y&ecirc;u cầu cao&rarr; <em>Nova hoặc MS.</em></span></span></li>
</ul>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Li&ecirc;n hệ <a href="https://tracdiathanhdat.vn/"><strong>Trắc Địa Th&agrave;nh Đạt </strong></a>để được tư vấn chọn m&aacute;y to&agrave;n đạc Leica ph&ugrave; hợp đ&uacute;ng c&ocirc;ng tr&igrave;nh &ndash; đ&uacute;ng ng&acirc;n s&aacute;ch &ndash; đ&uacute;ng nhu cầu thực tế tại Việt Nam!<br />
&nbsp;</span></span>',
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			'shortdes' => '<span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">Cập nhật firmware RTK qua Web UI &ndash; Hướng dẫn chi tiết &amp; lưu &yacute; kỹ thuật</span><br />
',
			'content' => '<em><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trong qu&aacute; tr&igrave;nh sử dụng m&aacute;y GNSS RTK, việc cập nhật firmware bộ thu GNSS đ&oacute;ng vai tr&ograve; đặc biệt quan trọng nhằm:</span></span></em><br />
<ul>
	<li>
		<em><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tối ưu khả năng FIX v&agrave; độ ổn định khi đo RTK</span></span></em></li>
	<li>
		<em><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Khắc phục c&aacute;c lỗi tồn tại trong firmware cũ</span></span></em></li>
	<li>
		<em><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Bổ sung hoặc cải thiện c&aacute;c t&iacute;nh năng mới như IMU, radio, AR, giao tiếp dữ liệu&hellip;</span></span></em></li>
</ul>
<br />
<em><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tuy nhi&ecirc;n, cập nhật firmware KH&Ocirc;NG phải l&agrave; cập nhật ứng dụng Android (APK), m&agrave; l&agrave; n&acirc;ng cấp hệ thống điều khiển l&otilde;i của bộ thu GNSS, t&aacute;c động trực tiếp đến khả năng định vị v&agrave; hoạt động RTK. Nếu thực hiện kh&ocirc;ng đ&uacute;ng quy tr&igrave;nh hoặc sử dụng firmware kh&ocirc;ng ph&ugrave; hợp, thiết bị c&oacute; thể ph&aacute;t sinh c&aacute;c lỗi nghi&ecirc;m trọng như mất FIX, treo hệ thống, kh&ocirc;ng khởi động hoặc kh&ocirc;ng thể kết nối RTK.<br />
<br />
Hiện nay, nhiều d&ograve;ng m&aacute;y RTK đ&atilde; hỗ trợ cập nhật firmware th&ocirc;ng qua Web UI &ndash; giao diện quản l&yacute; nội bộ cho ph&eacute;p truy cập trực tiếp bằng tr&igrave;nh duyệt web. Phần nội dung dưới đ&acirc;y tổng hợp c&aacute;ch c&aacute;c h&atilde;ng GNSS phổ biến triển khai Web UI, quy tr&igrave;nh cập nhật firmware, đồng thời hướng dẫn kết nối v&agrave; sử dụng Web UI một c&aacute;ch an to&agrave;n, đ&uacute;ng kỹ thuật.<br />
&nbsp;</span></span></em>
<h2>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">1. Web UI trong m&aacute;y RTK GNSS l&agrave; g&igrave;?</span></span></h2>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Web UI (Web-based User Interface) l&agrave; giao diện quản l&yacute; nội bộ của bộ thu RTK, cho ph&eacute;p người d&ugrave;ng:</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kết nối trực tiếp với thiết bị qua WiFi hoặc mạng LAN</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Truy cập bằng tr&igrave;nh duyệt web (Chrome, Edge, Safari&hellip;)</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Xem th&ocirc;ng tin thiết bị v&agrave; trạng th&aacute;i GNSS</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Cấu h&igrave;nh c&aacute;c tham số hệ thống</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Cập nhật firmware bộ thu GNSS</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tải dữ liệu đo, dữ liệu th&ocirc; v&agrave; nhật k&yacute; hệ thống</span></span></li>
</ul>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Web UI mang lại sự tiện lợi lớn trong m&ocirc;i trường hiện trường, tuy nhi&ecirc;n cũng tiềm ẩn rủi ro nếu người d&ugrave;ng kh&ocirc;ng hiểu r&otilde; c&aacute;ch triển khai Web UI của từng h&atilde;ng GNSS.<br />
&nbsp;</span></span>
<h2>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">2. Cập nhật Firmware RTK qua Web UI theo từng h&atilde;ng GNSS</span></span></h2>
<br />
<h3>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">2.1. eFix GNSS &ndash; Web UI trong hệ sinh th&aacute;i Android</span></span></h3>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Web UI của eFix GNSS cho ph&eacute;p:</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kiểm tra th&ocirc;ng tin thiết bị (model, serial, firmware)</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Theo d&otilde;i trạng th&aacute;i GNSS</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Thực hiện cập nhật firmware bộ thu</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">C&aacute;ch truy cập Web UI eFix</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kết nối WiFi do bộ thu eFix ph&aacute;t</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Mở tr&igrave;nh duyệt v&agrave; truy cập IP mặc định của thiết bị</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">LƯU &Yacute;: Firmware eFix phụ thuộc rất chặt v&agrave;o model v&agrave; đời mainboard. Việc c&agrave;i sai firmware c&oacute; thể khiến m&aacute;y kh&ocirc;ng boot được hoặc hoạt động kh&ocirc;ng ổn định.<br />
<em>(Nguồn tham khảo: eFix GNSS &ndash; Firmware &amp; User Guidance ch&iacute;nh h&atilde;ng).</em><br />
&nbsp;</span></span>
<h3>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">2.2. Meridian GNSS &ndash; Web UI trực quan với IP mặc định</span></span></h3>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Meridian GNSS t&iacute;ch hợp Web UI nội bộ cho ph&eacute;p:</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Xem th&ocirc;ng tin thiết bị v&agrave; trạng th&aacute;i GNSS</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Cấu h&igrave;nh c&aacute;c tham số cơ bản</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Cập nhật firmware trực tiếp qua Web UI</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">C&aacute;ch truy cập</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kết nối WiFi do bộ thu ph&aacute;t</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Mở tr&igrave;nh duyệt v&agrave; nhập:&nbsp;http://192.168.10.1</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">&gt; Khuyến nghị: Chỉ sử dụng firmware ch&iacute;nh h&atilde;ng từ nh&agrave; sản xuất hoặc đại l&yacute; ủy quyền để đảm bảo t&iacute;nh tương th&iacute;ch v&agrave; ổn định l&acirc;u d&agrave;i.<br />
&nbsp;</span></span>
<h3>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">2.3. eSurvey / SurPad &ndash; Cập nhật firmware qua Web UI</span></span></h3>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tr&ecirc;n c&aacute;c bộ thu RTK eSurvey, Web UI (kết hợp với hệ thống SurPad / E-Survey) cho ph&eacute;p:</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kiểm tra trạng th&aacute;i GNSS</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Thiết lập c&aacute;c tham số cơ bản</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Cập nhật firmware từ tab &ldquo;Management&rdquo;</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Người d&ugrave;ng truy cập Web UI bằng c&aacute;ch kết nối WiFi bộ thu v&agrave; mở tr&igrave;nh duyệt tương tự c&aacute;c h&atilde;ng kh&aacute;c.<br />
<em>(Nguồn tham khảo: Hướng dẫn sử dụng Web UI tr&ecirc;n m&aacute;y RTK eSurvey).</em><br />
&nbsp;</span></span>
<h3>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">2.4. GeoMate GNSS &ndash; Web UI c&oacute; nhưng cần thận trọng</span></span></h3>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Với GeoMate GNSS, Web UI chủ yếu d&ugrave;ng để:</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Quản l&yacute; thiết bị</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Cấu h&igrave;nh cơ bản hệ thống</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hiện c&aacute;c t&agrave;i liệu c&ocirc;ng bố chưa m&ocirc; tả chi tiết quy tr&igrave;nh cập nhật firmware trực tiếp qua Web UI.<br />
<br />
&gt; Khuyến nghị khi cập nhật firmware GeoMate:</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Chỉ tải firmware từ nguồn ch&iacute;nh h&atilde;ng</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kiểm tra ch&iacute;nh x&aacute;c model + phi&ecirc;n bản firmware hiện tại trước khi c&agrave;i đặt</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">&nbsp;</span></span>
<h3>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">2.5. Trimble &ndash; Web UI c&oacute; kiểm so&aacute;t chặt từ h&atilde;ng</span></span></h3>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trimble hỗ trợ cập nhật firmware GNSS qua Web UI ch&iacute;nh thức, với quy tr&igrave;nh r&otilde; r&agrave;ng:</span></span><br />
<ol>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Truy cập Web UI của bộ thu</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Chọn Firmware &rarr; Install New Firmware</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Chọn file firmware tải từ trang hỗ trợ Trimble</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">C&agrave;i đặt v&agrave; khởi động lại thiết bị</span></span></li>
</ol>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trimble kiểm so&aacute;t firmware theo model v&agrave; serial, gi&uacute;p giảm nguy cơ c&agrave;i sai.<br />
<em>(Nguồn tham khảo: Trimble Receiver Help Portal).</em><br />
&nbsp;</span></span>
<h3>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">2.6. Leica Geosystems &ndash; Hạn chế Web UI, ưu ti&ecirc;n quy tr&igrave;nh chuẩn</span></span></h3>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kh&aacute;c với nhiều h&atilde;ng kh&aacute;c, Leica Geosystems kh&ocirc;ng khuyến kh&iacute;ch cập nhật firmware trực tiếp qua Web UI. Thay v&agrave;o đ&oacute;:</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Firmware đi k&egrave;m Captivate Release Notes</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Cập nhật theo quy tr&igrave;nh ch&iacute;nh h&atilde;ng (qua thẻ SD hoặc bộ điều khiển)</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><em>Nguồn tham khảo: Leica Captivate Manual &amp; Release Notes.</em><br />
&nbsp;</span></span>
<h2>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">3. Kết nối m&aacute;y t&iacute;nh, điện thoại, m&aacute;y t&iacute;nh bảng với m&aacute;y RTK qua Web UI</span></span></h2>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hầu hết c&aacute;c bộ thu GNSS RTK hiện đại đều hoạt động như một điểm ph&aacute;t WiFi nội bộ (WiFi Hotspot). Người d&ugrave;ng c&oacute; thể kết nối bằng PC, điện thoại hoặc m&aacute;y t&iacute;nh bảng để truy cập Web UI m&agrave; kh&ocirc;ng cần c&agrave;i th&ecirc;m phần mềm.<br />
<br />
C&aacute;c bước truy cập Web UI (v&iacute; dụ tr&ecirc;n PC)</span></span><br />
<br />
<ol>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kết nối WiFi do bộ thu RTK ph&aacute;t:&nbsp;T&ecirc;n WiFi thường l&agrave; Serial Number (SN)</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Mở tr&igrave;nh duyệt web</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Nhập địa chỉ:&nbsp;http://192.168.10.1</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đăng nhập Web UI:&nbsp;Mật khẩu mặc định: password (c&oacute; thể thay đổi).</span></span></li>
</ol>
<h2>
	<br />
	<span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">4. C&aacute;c chức năng ch&iacute;nh trong Web UI của m&aacute;y RTK </span></h2>
<p>
	<em><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">(Dựa tr&ecirc;n&nbsp;</span><span style="font-size: 12px;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">giao diện Web UI d&ograve;ng m&aacute;y RTK của h&atilde;ng eSurvey v&agrave; c&aacute;c d&ograve;ng m&aacute;y tương tự</span></span>)</span></em></p>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">4.1 Tab Position &ndash; Định vị &amp; trạng th&aacute;i GNSS</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Chế độ l&agrave;m việc: Base / Rover / Static</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tọa độ (kinh, vĩ, cao độ)</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trạng th&aacute;i nghiệm: Fix / Float / Single</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Số vệ tinh theo d&otilde;i</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">PDOP, HDOP, TDOP, HRMS, VRMS</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Giờ địa phương &amp; m&uacute;i giờ</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Bắt đầu / dừng ghi dữ liệu đo tĩnh</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/tab-position1.jpg" style="width: 600px; height: 405px;" /></span></span><br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">4.2 Tab Data Link &ndash; Li&ecirc;n kết dữ liệu</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Bluetooth</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Radio</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Network / SIM</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/tab-position-1.jpg" style="width: 600px; height: 405px;" /><br />
4.3 Tab Satellites &ndash; Vệ tinh</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Quan s&aacute;t số vệ tinh</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Ph&acirc;n bố vệ tinh theo hệ</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Thiết lập g&oacute;c ngưỡng vệ tinh</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/tab-ve-tinh 3.jpg" style="width: 600px; height: 407px;" /><br />
4.4 Tab Information &ndash; Th&ocirc;ng tin thiết bị</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">GNSS receiver, anten</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Mainboard</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">UHF, Network module</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/tab-thong-tin 4.jpg" style="width: 600px; height: 404px;" /><br />
4.5 Tab Working Mode &ndash; Chế độ l&agrave;m việc</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Chọn Base / Rover / Static</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Phương thức kết nối tương ứng</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/tab-thiet-lap-che-do-lam-viec 5.jpg" style="width: 600px; height: 407px;" /><br />
4.6 Tab Satellite Settings &ndash; Thiết lập thu vệ tinh</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">GPS, GLONASS, BeiDou, Galileo, SBAS, QZSS</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">RTK timeout</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Chế độ FIX ch&iacute;nh x&aacute;c cao</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/tab-satellite-setting 6.jpg" style="width: 600px; height: 403px;" /><br />
4.7 Tab Device Configuration &ndash; Cấu h&igrave;nh thiết bị</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Time zone</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">IMU output</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Baud rate cổng serial</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">&Acirc;m thanh, cảnh b&aacute;o Base</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Bộ nhớ, debug</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tự động bật/tắt nguồn</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Chia sẻ Internet qua WiFi hotspot</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/tab-device-configuration 7.jpg" style="width: 600px; height: 403px;" /><br />
4.8 Tab NMEA Message &ndash; Dữ liệu NMEA</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Cấu h&igrave;nh NMEA qua Bluetooth / cổng 5-pin</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">GNSS PPP output</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Ghi NMEA</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/tab-nmea-message8.jpg" style="width: 600px; height: 403px;" /><br />
4.9 Tab View Log &ndash; Nhật k&yacute;</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Xem &amp; tải log ứng dụng, log hệ điều h&agrave;nh</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/tab-view-log 9.jpg" style="width: 600px; height: 403px;" /><br />
4.10 Tab Raw Data &ndash; Dữ liệu th&ocirc;</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tải raw GNSS</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Chuyển đổi RINEX</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tải nhiều file</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/tab-raw-data 10.jpg" style="width: 600px; height: 403px;" /><br />
4.11 Tab Backup Data &ndash; Sao lưu</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tải hoặc x&oacute;a dữ liệu điểm</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/tab-backup-data 11.jpg" style="width: 600px; height: 403px;" /><br />
4.12 Tab Management &ndash; Quản l&yacute; thiết bị</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">C&agrave;i đặt firmware mới</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đăng k&yacute; thiết bị / GNSS</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Thiết lập bảo mật</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Định dạng bộ nhớ</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tự kiểm tra</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kh&ocirc;i phục c&agrave;i đặt gốc</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Khởi động lại bộ thu</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">&nbsp;<img alt="" src="/admin/webroot/upload/image/images/tab-management 12.jpg" style="width: 600px; height: 403px;" /><br />
<br />
&gt;&gt;&gt; Việc cập nhật firmware th&ocirc;ng qua Web UI t&aacute;c động trực tiếp đến hệ thống l&otilde;i của bộ thu GNSS. Người d&ugrave;ng chỉ n&ecirc;n thực hiện khi đ&atilde; x&aacute;c định đ&uacute;ng model, đ&uacute;ng firmware v&agrave; đ&uacute;ng quy tr&igrave;nh của nh&agrave; sản xuất.<br />
Cập nhật firmware đ&uacute;ng c&aacute;ch &ndash; đ&uacute;ng nguồn &ndash; đ&uacute;ng thời điểm sẽ gi&uacute;p hệ thống RTK hoạt động ổn định, tối ưu khả năng FIX v&agrave; hạn chế tối đa rủi ro ngo&agrave;i thực tế.<br />
&nbsp;</span></span><br />
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			'title_seo' => 'tin tức trắc địa, cập nhật xu hướng đo đạc mới, công nghệ đo đạc, thiết bị đo đạc hiện đại, mẹo kỹ thuật trắc địa, sai số đo đạc, hệ tọa độ VN-2000, GNSS, RTK, GPS trắc địa, phần mềm trắc địa, phần mềm GIS, SurPad, LandStar, Magnet Field, Leica Captivate, Trimble Access',
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	(int) 7 => array(
		'Post' => array(
			'id' => '795',
			'name' => 'MÚI CHIẾU 3° VÀ 6° TRONG HỆ TỌA ĐỘ VN-2000',
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			'shortdes' => '<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">M&uacute;i chiếu 3&deg; v&agrave; 6&deg; trong hệ tọa độ VN-2000&nbsp;<br />
<em>(G&oacute;c nh&igrave;n theo Th&ocirc;ng tư 973/2001/TT-TCĐC)</em></span></span>',
			'content' => '<em><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trong lĩnh vực trắc địa, GIS v&agrave; x&acirc;y dựng, việc lựa chọn v&agrave; sử dụng m&uacute;i chiếu bản đồ c&oacute; ảnh hưởng trực tiếp đến độ ch&iacute;nh x&aacute;c h&igrave;nh học, sai số biến dạng v&agrave; t&iacute;nh ph&aacute;p l&yacute; của dữ liệu kh&ocirc;ng gian.&nbsp;Trong thực tế, c&aacute;c kh&aacute;i niệm m&uacute;i chiếu 3&deg;, m&uacute;i chiếu 6&deg;, UTM v&agrave; VN-2000 đ&ocirc;i khi bị sử dụng chưa thống nhất, dẫn đến nhầm lẫn trong &aacute;p dụng v&agrave; trao đổi kỹ thuật.<br />
<br />
B&agrave;i viết n&agrave;y tr&igrave;nh b&agrave;y v&agrave; l&agrave;m r&otilde; vấn đề m&uacute;i chiếu 3&deg; v&agrave; 6&deg; trong hệ tọa độ quốc gia VN-2000, dựa tr&ecirc;n Th&ocirc;ng tư 973/2001/TT-TCĐC v&agrave; bản chất của ph&eacute;p chiếu Transverse Mercator, nhằm gi&uacute;p người sử dụng hiểu đ&uacute;ng v&agrave; &aacute;p dụng ph&ugrave; hợp trong từng b&agrave;i to&aacute;n cụ thể.<br />
&nbsp;</span></span></em>
<h2>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">1. M&uacute;i chiếu bản đồ l&agrave; g&igrave;?</span></span></h2>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">M&uacute;i chiếu bản đồ l&agrave; phần bề mặt Tr&aacute;i Đất được giới hạn bởi hai đường kinh tuyến, được biểu diễn l&ecirc;n mặt phẳng th&ocirc;ng qua một ph&eacute;p chiếu bản đồ x&aacute;c định.<br />
<br />
Việc chia bề mặt Tr&aacute;i Đất th&agrave;nh c&aacute;c m&uacute;i chiếu gi&uacute;p:</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Giảm sai số biến dạng khi chiếu từ mặt cong sang mặt phẳng,</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Thuận tiện cho đo đạc, t&iacute;nh to&aacute;n v&agrave; th&agrave;nh lập bản đồ,</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Ph&ugrave; hợp với từng quy m&ocirc; v&agrave; mục đ&iacute;ch sử dụng kh&aacute;c nhau.</span></span></li>
</ul>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trong thực tế trắc địa v&agrave; bản đồ học, ph&eacute;p chiếu h&igrave;nh trụ ngang đồng g&oacute;c (Transverse Mercator) l&agrave; một trong những ph&eacute;p chiếu được sử dụng phổ biến nhất, đặc biệt đối với c&aacute;c m&uacute;i chiếu 3&deg; v&agrave; 6&deg;.<br />
&nbsp;</span></span>
<h2>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">2. Quy định về m&uacute;i chiếu trong hệ tọa độ VN-2000</span></span></h2>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Theo Th&ocirc;ng tư 973/2001/TT-TCĐC của Tổng cục Địa ch&iacute;nh, khi &aacute;p dụng Hệ quy chiếu v&agrave; Hệ tọa độ quốc gia VN-2000:&nbsp;<em>&ldquo;Hệ tọa độ quốc gia VN-2000 được x&acirc;y dựng tr&ecirc;n ph&eacute;p chiếu h&igrave;nh trụ ngang đồng g&oacute;c (Transverse Mercator) v&agrave; cho ph&eacute;p &aacute;p dụng c&aacute;c m&uacute;i chiếu 3&deg; hoặc 6&deg; t&ugrave;y theo mục đ&iacute;ch v&agrave; quy m&ocirc; bản đồ.&rdquo;</em><br />
<br />
Từ quy định n&agrave;y c&oacute; thể khẳng định:</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hệ tọa độ VN-2000 cho ph&eacute;p sử dụng cả m&uacute;i chiếu 3&deg; v&agrave; m&uacute;i chiếu 6&deg;,</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Việc lựa chọn m&uacute;i chiếu kh&ocirc;ng mang t&iacute;nh t&ugrave;y tiện, m&agrave; phải ph&ugrave; hợp với mục đ&iacute;ch sử dụng v&agrave; quy m&ocirc; bản đồ.</span></span></li>
</ul>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trong thực tế trắc địa v&agrave; bản đồ học, ph&eacute;p chiếu h&igrave;nh trụ ngang đồng g&oacute;c (Transverse Mercator) l&agrave; một trong những ph&eacute;p chiếu được sử dụng phổ biến nhất, đặc biệt đối với c&aacute;c m&uacute;i chiếu 3&deg; v&agrave; 6&deg;.</span></span>
<h2>
	<br />
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">3. M&uacute;i chiếu 6&deg; (UTM) &ndash; Phạm vi khu vực v&agrave; li&ecirc;n tỉnh</span></span></h2>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">M&uacute;i chiếu 6&deg; c&oacute; bề rộng 6 độ kinh độ, thường được biết đến rộng r&atilde;i th&ocirc;ng qua hệ thống UTM (Universal Transverse Mercator).<br />
<br />
3.1 Đặc điểm ch&iacute;nh</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Phủ diện t&iacute;ch rộng,</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Thuận lợi cho c&aacute;c b&agrave;i to&aacute;n bản đồ v&agrave; GIS quy m&ocirc; lớn,</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Sai số biến dạng tăng dần khi khoảng c&aacute;ch tới kinh tuyến trục tăng.</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">3.2 Phạm vi ứng dụng<br />
<br />
M&uacute;i chiếu 6&deg; ph&ugrave; hợp cho:</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Bản đồ quốc gia, v&ugrave;ng, li&ecirc;n tỉnh,</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">C&aacute;c hệ thống GIS tổng hợp,</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Quy hoạch kh&ocirc;ng gian, hạ tầng quy m&ocirc; lớn.</span></span></li>
</ul>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Lưu &yacute;: UTM kh&ocirc;ng phải l&agrave; một hệ tọa độ ri&ecirc;ng, m&agrave; l&agrave; c&aacute;ch tổ chức m&uacute;i chiếu 6&deg; của ph&eacute;p chiếu Transverse Mercator, thường được sử dụng c&ugrave;ng hệ quy chiếu WGS84 trong th&ocirc;ng lệ quốc tế.<br />
&nbsp;</span></span>
<p style="text-align: center;">
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/Utm-zones(1).jpg" style="width: 800px; height: 400px;" /></span></span></p>
<h2>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">4. M&uacute;i chiếu 3&deg; &ndash; Ti&ecirc;u chuẩn cho đo đạc ch&iacute;nh x&aacute;c</span></span></h2>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">M&uacute;i chiếu 3&deg; c&oacute; bề rộng hẹp hơn, gi&uacute;p giảm đ&aacute;ng kể sai số biến dạng so với m&uacute;i 6&deg;.<br />
<br />
4.1 Đặc điểm ch&iacute;nh</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Độ ch&iacute;nh x&aacute;c h&igrave;nh học cao,</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Biến dạng chiều d&agrave;i v&agrave; diện t&iacute;ch nhỏ,</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Ph&ugrave; hợp cho c&aacute;c b&agrave;i to&aacute;n y&ecirc;u cầu độ ch&iacute;nh x&aacute;c cao.</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">4.2 Phạm vi ứng dụng<br />
<br />
Trong hệ tọa độ VN-2000, m&uacute;i chiếu 3&deg; thường được sử dụng cho:</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đo vẽ địa ch&iacute;nh,</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Bản đồ tỷ lệ lớn,</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Bố tr&iacute; v&agrave; thi c&ocirc;ng c&ocirc;ng tr&igrave;nh,</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hồ sơ ph&aacute;p l&yacute; đất đai.</span></span></li>
</ul>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Khi sử dụng VN-2000, bắt buộc phải x&aacute;c định r&otilde; m&uacute;i chiếu v&agrave; kinh tuyến trục, v&igrave; đ&acirc;y l&agrave; tham số ph&aacute;p l&yacute; của hệ tọa độ, kh&ocirc;ng được mặc định như trong hệ UTM.<br />
&nbsp;</span></span><br />
<br />
<h2>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">5. Nhận định thực tế tại Việt Nam</span></span></h2>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trong thực tế đo đạc tại Việt Nam:</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">VN-2000 m&uacute;i chiếu 3&deg; l&agrave; lựa chọn chủ đạo cho c&ocirc;ng t&aacute;c địa ch&iacute;nh v&agrave; x&acirc;y dựng,</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">M&uacute;i chiếu 6&deg; (UTM) chủ yếu ph&ugrave; hợp cho bản đồ khu vực &ndash; v&ugrave;ng v&agrave; c&aacute;c b&agrave;i to&aacute;n GIS tổng hợp.</span></span></li>
</ul>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Việc sử dụng đ&uacute;ng m&uacute;i chiếu gi&uacute;p đảm bảo:</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Độ ch&iacute;nh x&aacute;c kỹ thuật,</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">T&iacute;nh thống nhất dữ liệu,</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Sự ph&ugrave; hợp với quy định ph&aacute;p l&yacute; hiện h&agrave;nh.</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">&nbsp;<br />
<strong>&gt;&gt;&gt; T&oacute;m lại:&nbsp;</strong></span></span><br />
<br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hệ tọa độ quốc gia VN-2000 cho ph&eacute;p sử dụng cả m&uacute;i chiếu 3&deg; v&agrave; 6&deg; theo Th&ocirc;ng tư 973/2001/TT-TCĐC.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">M&uacute;i chiếu 6&deg; (UTM) ph&ugrave; hợp cho bản đồ khu vực v&agrave; li&ecirc;n tỉnh.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">M&uacute;i chiếu 3&deg; được ưu ti&ecirc;n cho đo đạc ch&iacute;nh x&aacute;c, địa ch&iacute;nh v&agrave; c&ocirc;ng tr&igrave;nh.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">UTM l&agrave; c&aacute;ch tổ chức m&uacute;i chiếu, trong khi VN-2000 l&agrave; hệ tọa độ quốc gia &ndash; hai kh&aacute;i niệm n&agrave;y kh&ocirc;ng n&ecirc;n sử dụng thay thế cho nhau.</span></span></li>
</ul>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hiểu đ&uacute;ng v&agrave; sử dụng đ&uacute;ng m&uacute;i chiếu l&agrave; điều kiện quan trọng để đảm bảo độ ch&iacute;nh x&aacute;c kỹ thuật v&agrave; t&iacute;nh ph&aacute;p l&yacute; của mọi sản phẩm đo đạc v&agrave; bản đồ.<br />
&nbsp;<br />
<em>&gt;&gt;&gt; T&agrave;i liệu tham khảo:</em></span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><em>Th&ocirc;ng tư 973/2001/TT-TCĐC &ndash; Hướng dẫn &aacute;p dụng Hệ quy chiếu v&agrave; Hệ tọa độ quốc gia VN-2000</em></span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><em>T&agrave;i liệu chuy&ecirc;n ng&agrave;nh về ph&eacute;p chiếu Transverse Mercator / UTM</em></span></span></li>
</ul>
<p style="text-align: center;">
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><em><img alt="" src="/admin/webroot/upload/image/images/Kinh tuyến trục.jpg" style="width: 747px; height: 420px;" /></em></span></span></p>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">&nbsp;</span></span>',
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			'id' => '793',
			'name' => 'Tìm hiểu các phương pháp hiệu chỉnh GNSS ',
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			'shortdes' => '<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hiệu chỉnh GNSS l&agrave; yếu tố then chốt để đạt được định vị độ ch&iacute;nh x&aacute;c cao. T&iacute;n hiệu GNSS th&ocirc; (kh&ocirc;ng hiệu chỉnh) thường chỉ đạt độ ch&iacute;nh x&aacute;c khoảng 5&ndash;10 m&eacute;t, kh&ocirc;ng đ&aacute;p ứng y&ecirc;u cầu của c&aacute;c lĩnh vực như n&ocirc;ng nghiệp ch&iacute;nh x&aacute;c, trắc địa, robot tự h&agrave;nh, xe tự l&aacute;i,&hellip;&nbsp;Bằng c&aacute;ch t&iacute;nh to&aacute;n v&agrave; &aacute;p dụng c&aacute;c hiệu chỉnh sai số l&ecirc;n t&iacute;n hiệu GNSS, độ ch&iacute;nh x&aacute;c c&oacute; thể được cải thiện gấp 100 lần, đạt mức centimet.</span></span>',
			'content' => '<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><em>Hiệu chỉnh GNSS l&agrave; yếu tố then chốt để đạt được định vị độ ch&iacute;nh x&aacute;c cao. T&iacute;n hiệu GNSS th&ocirc; (kh&ocirc;ng hiệu chỉnh) thường chỉ đạt độ ch&iacute;nh x&aacute;c khoảng 5&ndash;10 m&eacute;t, kh&ocirc;ng đ&aacute;p ứng y&ecirc;u cầu của c&aacute;c lĩnh vực như n&ocirc;ng nghiệp ch&iacute;nh x&aacute;c, trắc địa, robot tự h&agrave;nh, xe tự l&aacute;i,&hellip;&nbsp;Bằng c&aacute;ch t&iacute;nh to&aacute;n v&agrave; &aacute;p dụng c&aacute;c hiệu chỉnh sai số l&ecirc;n t&iacute;n hiệu GNSS, độ ch&iacute;nh x&aacute;c c&oacute; thể được cải thiện gấp 100 lần, đạt mức centimet.</em><br />
<br />
B&agrave;i viết n&agrave;y tr&igrave;nh b&agrave;y c&aacute;c phương ph&aacute;p hiệu chỉnh GNSS ch&iacute;nh:</span></span><br />
<ul>
	<li>
		<strong><em><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">DGNSS (GNSS vi sai)</span></span></em></strong></li>
	<li>
		<strong><em><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">SBAS (Hệ thống tăng cường vệ tinh)</span></span></em></strong></li>
	<li>
		<strong><em><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">RTK (Động học thời gian thực)</span></span></em></strong></li>
	<li>
		<strong><em><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">PPP (Định vị điểm ch&iacute;nh x&aacute;c)</span></span></em></strong></li>
	<li>
		<strong><em><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">PPP-RTK</span></span></em></strong></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đồng thời ph&acirc;n t&iacute;ch đặc điểm, ưu nhược điểm v&agrave; phạm vi ứng dụng của từng phương ph&aacute;p, cũng như c&aacute;ch lựa chọn phương &aacute;n ph&ugrave; hợp.<br />
&nbsp;</span></span>
<p>
	<strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">GNSS định vị ti&ecirc;u chuẩn hoạt động như thế n&agrave;o?</span></span></strong><br />
	&nbsp;</p>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">T&iacute;n hiệu GNSS th&ocirc; từ mỗi vệ tinh mang một m&atilde; giả ngẫu nhi&ecirc;n (PRN), cung cấp ba th&ocirc;ng tin ch&iacute;nh:</span></span><br />
<ul>
	<li>
		<strong><em><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Ai: định danh vệ tinh.</span></span></em></strong></li>
	<li>
		<strong><em><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Ở đ&acirc;u: vị tr&iacute; quỹ đạo.</span></span></em></strong></li>
	<li>
		<strong><em><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Khi n&agrave;o: thời điểm ph&aacute;t t&iacute;n hiệu.</span></span></em></strong></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">M&aacute;y thu GNSS so s&aacute;nh m&atilde; PRN nhận được với m&atilde; PRN nội sinh của n&oacute; để x&aacute;c định thời gian truyền t&iacute;n hiệu, từ đ&oacute; t&iacute;nh ra khoảng c&aacute;ch giả (pseudorange). Khi c&oacute; khoảng c&aacute;ch đến &iacute;t nhất 4 vệ tinh, m&aacute;y thu c&oacute; thể x&aacute;c định vị tr&iacute; 3D của m&igrave;nh.<br />
<br />
T&iacute;n hiệu GNSS bị ảnh hưởng bởi nhiều nguồn sai số:</span></span><br />
<ul>
	<li>
		<em><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tầng điện ly &amp; đối lưu l&agrave;m chậm v&agrave; bẻ cong t&iacute;n hiệu.</span></span></em></li>
	<li>
		<em><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Sai số đồng hồ &amp; quỹ đạo vệ tinh.</span></span></em></li>
	<li>
		<em><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đa đường (multipath) do phản xạ từ nh&agrave; cửa, c&acirc;y cối.</span></span></em></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tổng sai số dẫn đến độ ch&iacute;nh x&aacute;c chỉ khoảng 5&ndash;10 m. Từ đ&acirc;y, c&aacute;c phương ph&aacute;p hiệu chỉnh GNSS ra đời để giảm v&agrave; loại bỏ c&aacute;c sai số n&agrave;y.<br />
&nbsp;</span></span>
<h2>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">1. Differential GNSS (DGNSS &ndash; GNSS vi sai)</span></span></h2>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Nguy&ecirc;n l&yacute;:</strong><br />
Định vị tương đối bằng c&aacute;ch so s&aacute;nh số liệu giữa m&aacute;y rover v&agrave; trạm tham chiếu c&oacute; tọa độ đ&atilde; biết ch&iacute;nh x&aacute;c.<br />
<br />
<strong>C&aacute;ch hoạt động:</strong></span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trạm base t&iacute;nh sai số pseudorange cho từng vệ tinh</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Ph&aacute;t c&aacute;c hiệu chỉnh n&agrave;y cho rover</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Rover &aacute;p dụng hiệu chỉnh để loại bỏ sai số chung</span></span></li>
</ul>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Độ ch&iacute;nh x&aacute;c</strong>: Dưới 1 m&eacute;t<br />
<br />
<strong>Ưu điểm</strong></span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Dễ triển khai</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Ti&ecirc;u thụ điện thấp</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Thời gian hội tụ nhanh</span></span></li>
</ul>
<br />
<strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Nhược điểm</span></span></strong><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Độ ch&iacute;nh x&aacute;c thấp hơn RTK/PPP</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Phụ thuộc khoảng c&aacute;ch đến trạm base</span></span></li>
</ul>
<br />
<strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Ứng dụng:&nbsp;</span></span></strong><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">H&agrave;ng hải, n</span><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">&ocirc;ng nghiệp mức cơ bản, t</span><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">hiết bị GNSS pin nhỏ.</span>
<p style="text-align: center;">
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">&nbsp;<img alt="" src="/admin/webroot/upload/image/images/GNSSCorrections-Types-SBAS-2-1024x683.jpg" style="width: 800px; height: 534px;" /></span></span></p>
<h2>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">2. SBAS &ndash; Hệ thống tăng cường vệ tinh</span></span></h2>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Nguy&ecirc;n l&yacute;</strong>:&nbsp;Tương tự DGNSS nhưng hiệu chỉnh được t</span></span><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">&iacute;nh to&aacute;n tập trung v&agrave; p</span><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">h&aacute;t qua vệ tinh địa tĩnh.</span><br />
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">V&iacute; dụ SBAS:</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">WAAS (Mỹ)</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">EGNOS (Ch&acirc;u &Acirc;u)</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">MSAS (Nhật Bản)</span></span></li>
</ul>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Độ ch&iacute;nh x&aacute;c</strong>: ~1&ndash;3 m<br />
<br />
<strong>Ưu điểm</strong></span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Miễn ph&iacute;</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Phủ rộng khu vực lớn</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kh&ocirc;ng cần base cục bộ</span></span></li>
</ul>
<br />
<strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Nhược điểm</span></span></strong><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Độ ch&iacute;nh x&aacute;c hạn chế</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kh&oacute; thu vệ tinh địa tĩnh ở đ&ocirc; thị / vĩ độ cao</span></span></li>
</ul>
<br />
<strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Ứng dụng:&nbsp;</span></span></strong><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">H&agrave;ng kh&ocirc;ng,&nbsp;</span><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">H&agrave;ng hải,&nbsp;</span><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">N&ocirc;ng nghiệp quy m&ocirc; lớn.</span>
<h2>
	<br />
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">3. RTK &ndash; Real-Time Kinematic</span></span></h2>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Nguy&ecirc;n l&yacute;:&nbsp;</strong>Sử dụng đo pha s&oacute;ng mang (carrier-phase) kết hợp hiệu chỉnh thời gian thực từ trạm base.<br />
<br />
<strong>Đặc điểm kỹ thuật:</strong></span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Bước s&oacute;ng L1 GPS &asymp; 19 cm</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Giải ẩn số nguy&ecirc;n (integer ambiguity)</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Sử dụng double differencing + thuật to&aacute;n LAMBDA</span></span></li>
</ul>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Độ ch&iacute;nh x&aacute;c</strong>: &nbsp;1&ndash;2 cm<br />
<br />
<strong>Thời gian fix</strong>: v&agrave;i gi&acirc;y<br />
<br />
<strong>Ưu điểm:&nbsp;</strong></span></span><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">Độ ch&iacute;nh x&aacute;c cao nhất, h</span><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">ội tụ cực nhanh</span><br />
<br />
<strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Nhược điểm</span></span></strong><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Phạm vi giới hạn (&asymp; 20&ndash;30 km)</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Cần kết nối ổn định (radio / NTRIP)</span></span></li>
</ul>
<br />
<strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Ứng dụng</span></span></strong><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trắc địa</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Thi c&ocirc;ng &ndash; stakeout</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Robot, UAV</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">N&ocirc;ng nghiệp ch&iacute;nh x&aacute;c</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">&nbsp;</span></span>
<h2>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">4. PPP &ndash; Precise Point Positioning</span></span></h2>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Nguy&ecirc;n l&yacute;</strong>: Định vị tuyệt đối bằng c&aacute;ch &aacute;p dụng:</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Quỹ đạo vệ tinh ch&iacute;nh x&aacute;c</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đồng hồ vệ tinh ch&iacute;nh x&aacute;c</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">M&ocirc; h&igrave;nh kh&iacute; quyển to&agrave;n cầu</span></span></li>
</ul>
<br />
<strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đặc điểm:</span></span></strong><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kh&ocirc;ng cần trạm base cục bộ</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hội tụ bằng c&aacute;ch tự giải ẩn số pha</span></span></li>
</ul>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Độ ch&iacute;nh x&aacute;c</strong>: cm (tĩnh)<br />
<br />
<strong>Thời gian hội tụ</strong>: 10&ndash;30 ph&uacute;t<br />
<br />
<strong>Ưu điểm</strong></span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Phủ to&agrave;n cầu</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Ph&ugrave; hợp v&ugrave;ng xa, biển khơi</span></span></li>
</ul>
<br />
<strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Nhược điểm</span></span></strong><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hội tụ chậm</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kh&ocirc;ng ph&ugrave; hợp ứng dụng cần real-time</span></span></li>
</ul>
<br />
<strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Ứng dụng</span></span></strong><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">H&agrave;ng hải &ndash; ngo&agrave;i khơi</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Khoa học &ndash; địa vật l&yacute;</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đo đạc khu vực hẻo l&aacute;nh</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">&nbsp;</span></span>
<h2>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">5. PPP-RTK &ndash; Phương ph&aacute;p lai hiện đại</span></span></h2>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Nguy&ecirc;n l&yacute;</strong>: L&agrave; sự kết hợp giữa:</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hiệu chỉnh vệ tinh ch&iacute;nh x&aacute;c của PPP</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hiệu chỉnh kh&iacute; quyển &amp; pha kiểu RTK</span></span></li>
</ul>
<br />
<strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">C&ocirc;ng nghệ cốt l&otilde;i:</span></span></strong><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">SSR (State Space Representation)</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Wide-lane ambiguity resolution (bước s&oacute;ng d&agrave;i &rarr; fix nhanh)</span></span></li>
</ul>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Độ ch&iacute;nh x&aacute;c</strong>: 3&ndash;7 cm<br />
<br />
<strong>Thời gian hội tụ</strong>: 10&ndash;30 gi&acirc;y<br />
<br />
<strong>Ưu điểm</strong></span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Nhanh hơn PPP</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Phủ rộng hơn RTK</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Mở rộng cho số lượng người d&ugrave;ng lớn</span></span></li>
</ul>
<br />
<strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Nhược điểm</span></span></strong><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Cần m&aacute;y GNSS đa tần hiện đại</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Độ ch&iacute;nh x&aacute;c thấp hơn RTK cự ly ngắn</span></span></li>
</ul>
<br />
<strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Ứng dụng</span></span></strong><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Xe tự l&aacute;i &ndash; ADAS</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">UAV</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Quản l&yacute; đội xe</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">N&ocirc;ng nghiệp th&ocirc;ng minh</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">&nbsp;<br />
<strong>BẢNG SO S&Aacute;NH&nbsp;</strong></span></span><br />
<br />
<table border="0" cellpadding="0" style="width: 100%">
	<thead>
		<tr>
			<th>
				<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Phương ph&aacute;p</span></span></th>
			<th>
				<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Độ ch&iacute;nh x&aacute;c</span></span></th>
			<th>
				<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Thời gian fix</span></span></th>
			<th>
				<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Phạm vi</span></span></th>
		</tr>
	</thead>
	<tbody>
		<tr>
			<td>
				<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">GNSS thường</span></span></td>
			<td>
				<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">5&ndash;10 m</span></span></td>
			<td>
				<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">V&agrave;i gi&acirc;y</span></span></td>
			<td>
				<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">To&agrave;n cầu</span></span></td>
		</tr>
		<tr>
			<td>
				<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">SBAS</span></span></td>
			<td>
				<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">1&ndash;3 m</span></span></td>
			<td>
				<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">~30 s</span></span></td>
			<td>
				<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Lục địa</span></span></td>
		</tr>
		<tr>
			<td>
				<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">DGNSS</span></span></td>
			<td>
				<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">&lt;1 m</span></span></td>
			<td>
				<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">5&ndash;20 s</span></span></td>
			<td>
				<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Cục bộ</span></span></td>
		</tr>
		<tr>
			<td>
				<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">PPP</span></span></td>
			<td>
				<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">~10 cm</span></span></td>
			<td>
				<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">10&ndash;30 ph&uacute;t</span></span></td>
			<td>
				<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">To&agrave;n cầu</span></span></td>
		</tr>
		<tr>
			<td>
				<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">PPP-RTK</span></span></td>
			<td>
				<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">3&ndash;7 cm</span></span></td>
			<td>
				<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">10&ndash;30 s</span></span></td>
			<td>
				<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Khu vực</span></span></td>
		</tr>
		<tr>
			<td>
				<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">RTK</span></span></td>
			<td>
				<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">1&ndash;2 cm</span></span></td>
			<td>
				<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">~5 s</span></span></td>
			<td>
				<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">&le;30 km</span></span></td>
		</tr>
	</tbody>
</table>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">&nbsp;<br />
&gt;&gt;&gt;&nbsp; Kh&ocirc;ng c&oacute; phương ph&aacute;p hiệu chỉnh GNSS n&agrave;o &ldquo;tốt nhất cho mọi trường hợp&rdquo;.&nbsp;Chỉ c&oacute; phương ph&aacute;p ph&ugrave; hợp nhất với y&ecirc;u cầu c&ocirc;ng việc:</span></span><br />
<br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Cần nhanh &ndash; ch&iacute;nh x&aacute;c tuyệt đối &rarr; RTK</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Cần phủ rộng &ndash; kh&ocirc;ng cần base &rarr; PPP / PPP-RTK</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Cần ổn định &ndash; tiết kiệm năng lượng &rarr; DGNSS / SBAS</span></span></li>
</ul>
<p style="text-align: center;">
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">&nbsp;<img alt="" src="/admin/webroot/upload/image/images/Grey Minimalist Architecture Search Bar Facebook Cover (1).png" style="width: 800px; height: 451px;" /></span></span></p>
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			'videoyou' => null,
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			'twodaypro' => null,
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			'photo' => null,
			'lft' => '501',
			'rght' => '502',
			'vat' => null,
			'hangsx' => null,
			'baohanh' => null,
			'tinhtrang' => '1',
			'tailieu' => null,
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		),
		'Catproduct' => array(
			'id' => '40',
			'name' => 'Blogs',
			'parent_id' => null,
			'alias' => 'blogs',
			'images' => '',
			'lft' => '103',
			'rght' => '104',
			'pos' => '5',
			'status' => '1',
			'title_seo' => 'tin tức trắc địa, cập nhật xu hướng đo đạc mới, công nghệ đo đạc, thiết bị đo đạc hiện đại, mẹo kỹ thuật trắc địa, sai số đo đạc, hệ tọa độ VN-2000, GNSS, RTK, GPS trắc địa, phần mềm trắc địa, phần mềm GIS, SurPad, LandStar, Magnet Field, Leica Captivate, Trimble Access',
			'meta_key' => 'tin tức trắc địa, cập nhật xu hướng đo đạc mới, công nghệ đo đạc, thiết bị đo đạc hiện đại, mẹo kỹ thuật trắc địa, sai số đo đạc, hệ tọa độ VN-2000, GNSS, RTK, GPS trắc địa, phần mềm trắc địa, phần mềm GIS, SurPad, LandStar, Magnet Field, Leica Captivate, Trimble Access',
			'meta_des' => 'phần mềm máy đo đạc, phần mềm GIS, phần mềm trút dữ liệu',
			'created' => '2015-12-16',
			'modified' => '2025-10-29',
			'slug' => 'blogs',
			'cate' => '4',
			'link' => 'tin-tuc',
			'name_eng' => '',
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		)
	),
	(int) 9 => array(
		'Post' => array(
			'id' => '792',
			'name' => 'Stakeout bằng RTK GNSS và Toàn đạc điện tử',
			'code' => null,
			'alias' => 'stakeout-bang-rtk-gnss-va-toan-dac-dien-tu',
			'cat_id' => '40',
			'price' => '0',
			'type' => 'new',
			'shortdes' => '<span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">Trong c&ocirc;ng t&aacute;c stakeout (cắm điểm/định vị thi c&ocirc;ng), GNSS RTK v&agrave; To&agrave;n đạc điện tử đều l&agrave; c&ocirc;ng cụ quan trọng &mdash; nhưng mỗi c&aacute;i c&oacute; đặc th&ugrave;, ưu/nhược điểm v&agrave; thời điểm sử dụng kh&aacute;c nhau. Kh&ocirc;ng phải c&aacute;i n&agrave;o &ldquo;tốt hơn&rdquo;, m&agrave; l&agrave; chọn đ&uacute;ng nơi &ndash; đ&uacute;ng l&uacute;c.</span>',
			'content' => '<em><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trong c&ocirc;ng t&aacute;c stakeout (cắm điểm/định vị thi c&ocirc;ng), GNSS RTK v&agrave; To&agrave;n đạc điện tử đều l&agrave; c&ocirc;ng cụ quan trọng &mdash; nhưng mỗi c&aacute;i c&oacute; đặc th&ugrave;, ưu/nhược điểm v&agrave; thời điểm sử dụng kh&aacute;c nhau. Kh&ocirc;ng phải c&aacute;i n&agrave;o &ldquo;tốt hơn&rdquo;, m&agrave; l&agrave; chọn đ&uacute;ng nơi &ndash; đ&uacute;ng l&uacute;c.<br />
<br />
RTK GNSS l&agrave; phương ph&aacute;p định vị vệ tinh động thời gian thực, trong đ&oacute; tọa độ điểm đo được x&aacute;c định th&ocirc;ng qua xử l&yacute; t&iacute;n hiệu GNSS v&agrave; hiệu chỉnh sai số từ trạm Base hoặc mạng CORS. Kết quả đo được thể hiện trong hệ tọa độ kh&ocirc;ng gian to&agrave;n cầu hoặc hệ tọa độ quốc gia, ph&ugrave; hợp cho c&aacute;c b&agrave;i to&aacute;n định vị tổng thể, đo diện rộng v&agrave; thiết lập khung khống chế ban đầu.<br />
<br />
To&agrave;n đạc điện tử l&agrave; thiết bị đo đạc sử dụng nguy&ecirc;n l&yacute; đo g&oacute;c v&agrave; khoảng c&aacute;ch để x&aacute;c định vị tr&iacute; điểm trong hệ tọa độ cục bộ hoặc hệ tọa độ c&ocirc;ng tr&igrave;nh, dựa tr&ecirc;n c&aacute;c điểm khống chế đ&atilde; biết. Phương ph&aacute;p n&agrave;y cho ph&eacute;p kiểm so&aacute;t chặt chẽ h&igrave;nh học kh&ocirc;ng gian, cao độ v&agrave; sai số tương đối, đặc biệt hiệu quả trong c&aacute;c c&ocirc;ng tr&igrave;nh y&ecirc;u cầu độ ch&iacute;nh x&aacute;c cao.<br />
<br />
Ch&iacute;nh sự kh&aacute;c biệt về nguy&ecirc;n l&yacute; đo v&agrave; c&aacute;ch kiểm so&aacute;t sai số khiến RTK GNSS v&agrave; To&agrave;n đạc điện tử kh&ocirc;ng mang t&iacute;nh thay thế, m&agrave; thường được kết hợp trong c&ugrave;ng một workflow để đạt hiệu quả v&agrave; độ tin cậy cao nhất.<br />
&nbsp;</span></span></em><br />
<h2>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">1. Bảng so s&aacute;nh tổng quan RTK GNSS vs To&agrave;n đạc điện tử</span></span></h2>
<br />
<table border="0" cellpadding="0">
	<thead>
		<tr>
			<th>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Ti&ecirc;u ch&iacute;</span></span><br />
				&nbsp;</th>
			<th>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">RTK GNSS</span></span><br />
				&nbsp;</th>
			<th>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">To&agrave;n đạc điện tử</span></span><br />
				&nbsp;</th>
			<th>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Nhận x&eacute;t kỹ thuật</span></span><br />
				&nbsp;</th>
		</tr>
	</thead>
	<tbody>
		<tr>
			<td>
				<strong><span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Bản chất đo</span></span></strong><br />
				&nbsp;</td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Định vị tuyệt đối theo GNSS</span></span><br />
				&nbsp;</td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Định vị tương đối trong mạng khống chế&nbsp; &nbsp; &nbsp; &nbsp; &nbsp;&nbsp;</span></span><br />
				&nbsp;</td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Kh&aacute;c nhau về nguy&ecirc;n l&yacute;</span></span><br />
				&nbsp;</td>
		</tr>
		<tr>
			<td>
				<strong><span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Độ ch&iacute;nh x&aacute;c</span></span></strong><br />
				&nbsp;</td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Mức cm (RTK Fix, m&ocirc;i trường tốt)&nbsp; &nbsp; &nbsp;&nbsp;</span></span><br />
				&nbsp;</td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Mức mm (đo cạnh &amp; g&oacute;c)</span></span><br />
				&nbsp;</td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">To&agrave;n đạc vượt trội cho chi tiết</span></span><br />
				&nbsp;</td>
		</tr>
		<tr>
			<td>
				<strong><span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Tốc độ</span></span></strong><br />
				&nbsp;</td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Rất nhanh, ph&ugrave; hợp diện rộng</span></span><br />
				&nbsp;</td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Chậm hơn do ngắm gương</span></span><br />
				&nbsp;</td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">RTK c&oacute; lợi thế tốc độ</span></span><br />
				&nbsp;</td>
		</tr>
		<tr>
			<td>
				<strong><span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Phạm vi</span></span></strong><br />
				&nbsp;</td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">V&agrave;i km đến h&agrave;ng chục km<br />
				(Base&ndash;Rover / CORS)&nbsp; &nbsp; &nbsp; &nbsp;</span></span><br />
				&nbsp;</td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">~500&ndash;1000 m, cần line-of-sight</span></span><br />
				&nbsp;</td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">RTK ph&ugrave; hợp khu vực lớn</span></span><br />
				&nbsp;</td>
		</tr>
		<tr>
			<td>
				<strong><span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Cao độ &amp; h&igrave;nh học&nbsp; &nbsp; &nbsp;</span></span></strong><br />
				&nbsp;</td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">C&oacute; thể biến động theo vệ tinh</span></span><br />
				&nbsp;</td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Kiểm so&aacute;t cao độ rất tốt</span></span><br />
				&nbsp;</td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">To&agrave;n đạc an to&agrave;n cho cao độ</span></span><br />
				&nbsp;</td>
		</tr>
		<tr>
			<td>
				<strong><span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Nh&acirc;n lực</span></span></strong><br />
				&nbsp;</td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Thường 1 người</span></span><br />
				&nbsp;</td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Thường 2 người (robot c&oacute; thể 1)</span></span><br />
				&nbsp;</td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">RTK tiết kiệm nh&acirc;n lực</span></span><br />
				&nbsp;</td>
		</tr>
		<tr>
			<td>
				<strong><span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">T&iacute;nh cơ động</span></span></strong><br />
				&nbsp;</td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Gọn nhẹ, setup nhanh</span></span><br />
				&nbsp;</td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Cồng kềnh hơn</span></span><br />
				&nbsp;</td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">RTK linh hoạt hơn</span></span><br />
				&nbsp;</td>
		</tr>
		<tr>
			<td>
				<strong><span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Chi ph&iacute;</span></span></strong></td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Đầu tư cao hơn, c&oacute; thể c&oacute; ph&iacute;<br />
				CORS&nbsp; &nbsp;&nbsp;</span></span></td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Ổn định, dễ kiểm so&aacute;t</span></span></td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">T&ugrave;y quy m&ocirc; dự &aacute;n</span></span></td>
		</tr>
	</tbody>
</table>
<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">&nbsp;</span></span><br />
<h2 style="text-align: center;">
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/Blue and White Neon Gradients Virtual Video Background (100)(2).png" style="width: 780px; height: 439px;" /></span></span></h2>
<h2>
	<br />
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">2. So s&aacute;nh ứng dụng thực tế theo từng t&igrave;nh huống c&ocirc;ng việc</span></span></h2>
<br />
<table border="0" cellpadding="0">
	<thead>
		<tr>
			<th>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">T&igrave;nh huống</span></span><br />
				&nbsp;</th>
			<th>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">RTK GNSS</span></span><br />
				&nbsp;</th>
			<th>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">To&agrave;n đạc</span></span><br />
				&nbsp;</th>
			<th>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Nhận định</span></span><br />
				&nbsp;</th>
		</tr>
	</thead>
	<tbody>
		<tr>
			<td>
				<strong><span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Đo diện rộng (ruộng, rừng, KCN)&nbsp; &nbsp;</span></span></strong><br />
				&nbsp;</td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Đo nhanh, kh&ocirc;ng cần line-of-sight&nbsp; &nbsp; &nbsp; &nbsp;</span></span><br />
				&nbsp;</td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Kh&oacute; triển khai diện rộng</span></span><br />
				&nbsp;</td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">RTK GNSS vượt trội</span></span><br />
				&nbsp;</td>
		</tr>
		<tr>
			<td>
				<strong><span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Đo chi tiết c&ocirc;ng tr&igrave;nh</span></span></strong><br />
				&nbsp;</td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Độ ch&iacute;nh x&aacute;c cm, dễ nhiễu</span></span><br />
				&nbsp;</td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Độ ch&iacute;nh x&aacute;c mm, ổn định&nbsp; &nbsp; &nbsp;&nbsp;</span></span><br />
				&nbsp;</td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">To&agrave;n đạc tốt hơn</span></span><br />
				&nbsp;</td>
		</tr>
		<tr>
			<td>
				<strong><span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Khu đ&ocirc; thị nhiều nh&agrave; cao tầng</span></span></strong><br />
				&nbsp;</td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Dễ bị che khuất vệ tinh</span></span><br />
				&nbsp;</td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Kh&ocirc;ng phụ thuộc vệ tinh</span></span><br />
				&nbsp;</td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">To&agrave;n đạc hiệu quả</span></span><br />
				&nbsp;</td>
		</tr>
		<tr>
			<td>
				<strong><span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Địa h&igrave;nh mở</span></span></strong><br />
				&nbsp;</td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">T&iacute;n hiệu tốt, đo rất nhanh</span></span><br />
				&nbsp;</td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Đo được nhưng chậm</span></span><br />
				&nbsp;</td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">RTK thuận tiện</span></span><br />
				&nbsp;</td>
		</tr>
		<tr>
			<td>
				<strong><span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Gi&aacute;m s&aacute;t thi c&ocirc;ng hằng ng&agrave;y</span></span></strong><br />
				&nbsp;</td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">X&aacute;c định mốc tổng thể</span></span><br />
				&nbsp;</td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Kiểm tra trục, cao độ</span></span><br />
				&nbsp;</td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">N&ecirc;n kết hợp</span></span><br />
				&nbsp;</td>
		</tr>
		<tr>
			<td>
				<strong><span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Địa ch&iacute;nh &ndash; bản đồ &ndash; n&ocirc;ng nghiệp&nbsp; &nbsp; &nbsp;&nbsp;</span></span></strong><br />
				&nbsp;</td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Rất ph&ugrave; hợp cho diện rộng</span></span><br />
				&nbsp;</td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Bổ trợ khi cần chi tiết</span></span><br />
				&nbsp;</td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">RTK l&agrave; chủ đạo</span></span><br />
				&nbsp;</td>
		</tr>
		<tr>
			<td>
				<strong><span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Ho&agrave;n c&ocirc;ng &ndash; nghiệm thu</span></span></strong></td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Kiểm tra tổng thể</span></span></td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Ch&iacute;nh x&aacute;c chi tiết</span></span></td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">To&agrave;n đạc an to&agrave;n</span></span></td>
		</tr>
	</tbody>
</table>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">&nbsp;</span></span>
<p style="text-align: center;">
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/Leica_TS16_Carousel_Image_1_800x428.jpg" style="width: 763px; height: 408px;" /></span></span></p>
<h2>
	<br />
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">3. Workflow được &aacute;p dụng phổ biến trong c&ocirc;ng t&aacute;c&nbsp;cắm điểm/định vị thi c&ocirc;ng&nbsp;</span></span><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">thực tế</span><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">&nbsp;</span></h2>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Theo hướng dẫn ứng dụng của Leica Geosystems v&agrave; Trimble, c&aacute;c dự &aacute;n chuy&ecirc;n nghiệp thường &aacute;p dụng quy tr&igrave;nh sau:</span></span>
<h3>
	<br />
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">3.1 RTK GNSS</span></span></h3>
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">X&aacute;c định hệ tọa độ,</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Fix mốc khống chế,</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Lập bản đồ nền, định vị tổng thể.</span></span></li>
</ul>
<h3>
	<br />
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">3.2 To&agrave;n đạc điện tử</span></span></h3>
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Bố tr&iacute; tim trục,</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kiểm so&aacute;t cao độ,</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Stakeout chi tiết,</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Ho&agrave;n c&ocirc;ng &ndash; nghiệm thu.</span></span></li>
</ul>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đ&acirc;y l&agrave; l&yacute; do v&igrave; sao RTK v&agrave; To&agrave;n đạc lu&ocirc;n đi c&ugrave;ng nhau tr&ecirc;n c&ocirc;ng trường, chứ kh&ocirc;ng cạnh tranh trực tiếp.</span></span>
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">RTK GNSS mạnh về tốc độ, phạm vi, t&iacute;nh cơ động.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">To&agrave;n đạc điện tử mạnh về độ ch&iacute;nh x&aacute;c, h&igrave;nh học, cao độ v&agrave; độ tin cậy.</span></span></li>
</ul>
<p style="text-align: center;">
	<img alt="" src="/admin/webroot/upload/image/images/maxresdefault (1)(2).jpg" style="width: 780px; height: 439px;" /></p>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kh&ocirc;ng c&oacute; thiết bị n&agrave;o &ldquo;tốt nhất cho mọi c&ocirc;ng việc&rdquo;.&nbsp;Việc sử dụng đ&uacute;ng thiết bị cho đ&uacute;ng mục đ&iacute;ch gi&uacute;p:</span></span>
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Giảm sai số,</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tiết kiệm thời gian,</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Dễ bảo vệ số liệu khi nghiệm thu.</span></span></li>
</ul>
<br />
<span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">Kết hợp c&ocirc;ng nghệ GNSS hiện đại với độ ch&iacute;nh x&aacute;c truyền thống của m&aacute;y to&agrave;n đạc </span><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">l&agrave; xu hướng chung của c&aacute;c đội đo đạc chuy&ecirc;n nghiệp hiện nay.<br />
<br />
<em>&gt;&gt;&gt; <u>Nguồn tham khảo:</u><br />
Leica Geosystems &ndash; GNSS vs Total Station Applications<br />
Trimble &ndash; Stakeout and Construction Surveying Guidelines<br />
Topcon &ndash; GNSS and Total Station Field Workflows</em><br />
&nbsp;</span></span>',
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			'name' => 'Leica Infinity - Phần mềm văn phòng được kết nối vô tận',
			'code' => null,
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			'shortdes' => '<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">C&ugrave;ng t&igrave;m hiểu phần mềm xử l&yacute; dữ liệu khảo s&aacute;t Leica Infinity - C&ocirc;ng cụ kết nối v&ocirc; hạn!</span></span>',
			'content' => '<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="white-space-collapse: preserve;"><strong>Leica Infinity</strong> l&agrave; phần mềm xử l&yacute; dữ liệu khảo s&aacute;t của h&atilde;ng Leica Geosystems, được thiết kế để quản l&yacute;, xử l&yacute;, ph&acirc;n t&iacute;ch v&agrave; kiểm tra chất lượng của tất cả dữ liệu đo đạc khảo s&aacute;t từ thực địa, bao gồm dữ liệu từ to&agrave;n đạc, thủy chuẩn, GNSS, UAV, Scanner. C&aacute;c dữ liệu được kết hợp trong một dự &aacute;n (BIM, CAD, GIS,..), dễ d&agrave;ng tr&iacute;ch xuất, tạo v&agrave; cập nhật một c&aacute;ch li&ecirc;n tục, gi&uacute;p người d&ugrave;ng gi&aacute;m s&aacute;t tất cả quy tr&igrave;nh c&ocirc;ng việc.</span><br />
<br />
<strong>Quản l&yacute;, xử l&yacute;, ph&acirc;n t&iacute;ch v&agrave; kiểm tra chất lượng dữ liệu khảo s&aacute;t thực địa</strong><br />
<br />
<strong>Leica Infinity</strong> l&agrave; phần mềm văn ph&ograve;ng th&acirc;n thiện với người d&ugrave;ng d&agrave;nh cho c&aacute;c nh&agrave; khảo s&aacute;t v&agrave; chuy&ecirc;n gia đo lường, những người y&ecirc;u cầu giải ph&aacute;p to&agrave;n diện cho nhu cầu dữ liệu kh&ocirc;ng gian địa l&yacute; của họ.&nbsp;Khoản đầu tư v&agrave;o Infinity, đảm bảo quản l&yacute;, xử l&yacute;, ph&acirc;n t&iacute;ch v&agrave; đảm bảo chất lượng dữ liệu khảo s&aacute;t từ c&aacute;c m&aacute;y&nbsp;to&agrave;n đạc&nbsp;,&nbsp;cấp kỹ thuật số&nbsp;,&nbsp;GNSS&nbsp;&nbsp;v&agrave;&nbsp;M&aacute;y bay kh&ocirc;ng người l&aacute;i (UAV)&nbsp;.&nbsp;Với&nbsp;phần mềm&nbsp;văn ph&ograve;ng Infinity v&agrave;&nbsp;Leica Captivate&nbsp;được đồng bộ h&oacute;a ho&agrave;n hảo trong thiết kế v&agrave; vận h&agrave;nh, đảm bảo kết nối liền mạch giữa hiện trường v&agrave; văn ph&ograve;ng.&nbsp;Hỗ trợ c&aacute;c ứng dụng khảo s&aacute;t, lập bản đồ v&agrave; x&acirc;y dựng, Infinity l&agrave; trung t&acirc;m phần mềm văn ph&ograve;ng kh&ocirc;ng gian địa l&yacute; tối ưu.<br />
<br />
<strong><img alt="" src="/admin/webroot/upload/image/images/leica_infinity_point_cloud_800x428.JPG" style="width: 800px; height: 428px;" /><br />
<br />
Một khoản đầu tư cho nhiều ứng dụng</strong><br />
<br />
<strong>Leica Infinity</strong> l&agrave; phần mềm văn ph&ograve;ng kh&ocirc;ng gian địa l&yacute; được lựa chọn cho c&aacute;c ứng dụng v&ocirc; hạn.&nbsp;Từ khảo s&aacute;t đến x&acirc;y dựng, n&oacute; hỗ trợ BIM, CAD, GIS v&agrave; hơn thế nữa để đồng h&agrave;nh với sự ph&aacute;t triển của doanh nghiệp bạn trong c&aacute;c ứng dụng mới.&nbsp;Phần mềm Infinity sẵn s&agrave;ng sử dụng dữ liệu từ c&aacute;c cảm biến truyền thống như m&aacute;y&nbsp;to&agrave;n&nbsp;đạc&nbsp;,&nbsp;GNSS&nbsp;&nbsp;v&agrave;&nbsp;mức kỹ thuật số&nbsp;, đồng thời cũng thoải m&aacute;i với c&aacute;c đ&aacute;m m&acirc;y điểm từ&nbsp;MS60 MultiStation&nbsp;&nbsp;v&agrave;&nbsp;UAV&nbsp;.<br />
<br />
Kh&aacute;m ph&aacute; những sự thật bạn cần xem x&eacute;t khi chọn phần mềm văn ph&ograve;ng khảo s&aacute;t v&agrave; c&aacute;ch Infinity trao quyền cho người khảo s&aacute;t trong mọi bước - c&oacute; thể l&agrave; h&igrave;nh dung, chuẩn bị, thu thập, xử l&yacute;, x&aacute;c nhận, b&aacute;o c&aacute;o v&agrave; / hoặc chia sẻ dữ liệu.<br />
<br />
<img alt="" src="/admin/webroot/upload/image/images/Leica_Infinity_pic_1766x750_new.jpg" style="width: 800px; height: 340px;" /><br />
<br />
<strong>Một luồng dữ liệu duy nhất cho tất cả c&aacute;c cảm biến v&agrave; dịch vụ đo lường</strong><br />
<br />
<strong>Leica Infinity</strong> l&agrave; trung t&acirc;m phần mềm khảo s&aacute;t tối ưu.&nbsp;Được thiết kế để hỗ trợ v&ocirc; số quy tr&igrave;nh l&agrave;m việc, dữ liệu từ BIM, CAD, GIS v&agrave; hơn thế nữa, đi k&egrave;m với dữ liệu đo lường trong một g&oacute;i văn ph&ograve;ng khảo s&aacute;t dễ sử dụng.&nbsp;H&igrave;nh ảnh v&agrave; đ&aacute;m m&acirc;y điểm từ&nbsp;c&aacute;c&nbsp;m&aacute;y&nbsp;&nbsp;to&agrave;n đạc&nbsp;,&nbsp;MultiStations&nbsp;,&nbsp;UAV&nbsp;&nbsp;v&agrave;&nbsp;GNSS&nbsp;được t&iacute;ch hợp liền mạch với c&aacute;c ph&eacute;p đo truyền thống để tạo ra c&aacute;c sản phẩm c&oacute; gi&aacute; trị c&oacute; thể được chia sẻ kỹ thuật số th&ocirc;ng qua đ&aacute;m m&acirc;y hoặc c&aacute;c kế hoạch in tương tự.&nbsp;Với c&aacute;c dịch vụ dữ liệu của Hexagon v&agrave; c&aacute;c b&ecirc;n thứ ba được t&iacute;ch hợp, việc truy cập v&agrave;o dữ liệu diễn ra liền mạch v&agrave; hiệu quả.&nbsp;Với khả năng truy xuất nguồn gốc đầy đủ v&agrave; b&aacute;o c&aacute;o chất lượng, h&atilde;y lu&ocirc;n tự tin v&agrave;o sản phẩm của bạn.<br />
<br />
Kh&aacute;m ph&aacute; c&aacute;c mẹo v&agrave; lợi &iacute;ch về c&aacute;ch phần mềm văn ph&ograve;ng khảo s&aacute;t ng&agrave;nh c&oacute; thể đơn giản h&oacute;a quy tr&igrave;nh l&agrave;m việc của bạn trong suốt bốn trụ cột của c&ocirc;ng việc khảo s&aacute;t.<br />
<br />
<strong><img alt="" src="/admin/webroot/upload/image/images/Leica-infinity-office_software_800x428.JPG" style="width: 748px; height: 400px;" /><br />
<br />
Một phần mềm để kết nối liền mạch</strong><br />
<br />
<strong>Leica Infinity</strong> được thiết kế để kết nối liền mạch với hiện trường v&agrave; t&aacute;i tạo kết quả đo được tại hiện trường bất cứ l&uacute;c n&agrave;o.&nbsp;Tọa độ c&oacute; thể được t&iacute;nh to&aacute;n lại một c&aacute;ch đơn giản v&agrave; tự động nếu chiều cao của cột hoặc dụng cụ bị thay đổi, tr&aacute;nh việc xử l&yacute; thủ c&ocirc;ng tốn thời gian.&nbsp;Với kết nối đ&aacute;m m&acirc;y giữa hiện trường v&agrave; văn ph&ograve;ng, những người khảo s&aacute;t tại hiện trường lu&ocirc;n c&oacute; dữ liệu mới nhất v&agrave; qu&aacute; tr&igrave;nh xử l&yacute; tại văn ph&ograve;ng c&oacute; thể bắt đầu ngay lập tức, ngay cả trước khi nh&oacute;m thực địa rời địa điểm l&agrave;m việc.<br />
<br />
<strong>&gt;&gt;&gt; Kh&aacute;m ph&aacute; phần mềm văn ph&ograve;ng Leica Infinity <a href="https://leica-geosystems.com/industries/pure-surveying/surveying-solutions/leica-infinity-the-infinitely-connected-office-software">TẠI Đ&Acirc;Y</a>.<br />
<br />
<img alt="" src="/admin/webroot/upload/image/images/leica_infinity_landing_page_header_2480x750px_0224.jpg" style="width: 800px; height: 242px;" /></strong></span></span>',
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			'shortdes' => '<span style="font-size:14px;"><span style="font-family: tahoma, geneva, sans-serif;"><span style="white-space: pre-wrap;">B</span>ạn đ&atilde; quen với kh&aacute;i niệm GPS&nbsp;(Global Positioning System), một hệ thống qu&acirc;n sự thuộc Kh&ocirc;ng Qu&acirc;n được x&acirc;y dựng trong thời kỳ Chiến tranh Lạnh nhưng hiện đ&atilde; được sử dụng v&igrave; mục đ&iacute;ch thương mại từ giữa những năm 2000 cho đến nay. H</span>i<span style="font-family:tahoma,geneva,sans-serif;">ện nay&nbsp;<span style="white-space: pre-wrap;">thế giới đang chuyển từ một hệ thống GPS duy nhất sang 7 hệ thống kh&aacute;c nhau. C</span>&ugrave;ng t&igrave;m hiểu nh&eacute;!</span></span>',
			'content' => '<h2>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>I. Hệ thống định vị to&agrave;n cầu GPS</strong></span></span></h2>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">GPS được viết tắt của cụm từ&nbsp;Global Positioning System&nbsp;&ndash; dịch sang tiếng việt&nbsp;l&agrave; hệ thống định vị to&agrave;n cầu. Hệ thống n&agrave;y bao gồm &iacute;t nhất 24 vệ tinh bay xung quanh tr&aacute;i đất, c&aacute;c trạm thu t&iacute;n hiệu tr&ecirc;n mặt đất, v&agrave; c&aacute;c thuật to&aacute;n để xử l&yacute; th&ocirc;ng tin, qua đ&oacute; x&aacute;c định vị tr&iacute;, thời gian, vận tốc của c&aacute;c m&aacute;y thu t&iacute;n hiệu GPS.<br />
Hệ thống GPS được ph&aacute;t triển v&agrave; thuộc quyền sở hữu của Hoa Kỳ, cũng l&agrave; hệ thống vệ tinh đầy đủ, hoạt động hiệu của nhất trong hệ thống vệ tinh định vị to&agrave;n cầu (<a href="https://tracdiathanhdat.vn/">GNSS</a>)<br />
Ng&agrave;y nay, c&aacute;c t&iacute;n hiệu từ hệ thống GPS được sử dụng một phần cho mục địch qu&acirc;n sự, được khai th&aacute;c bởi Hoa Kỳ v&agrave; c&aacute;c nước đồng m&igrave;nh, phần c&ograve;n lại cho ph&eacute;p người d&acirc;n tr&ecirc;n to&agrave;n thế giới sử dụng miễn ph&iacute;.<br />
<br />
</span></span>
<h3>
	<span style="font-size:14px;"><strong>1. Lịch sử ra đời của GPS</strong></span></h3>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Từ h&agrave;ng ng&agrave;n năm trước, con người đ&atilde; cố gắng t&igrave;m nhiều c&aacute;ch kh&aacute;c nhau để x&aacute;c định phương hướng như sử dụng mặt trời, mặt trăng v&agrave; c&aacute;c v&igrave; sao.&nbsp;<br />
Đến thế kỷ 20, hải qu&acirc;n Hoa Kỳ đ&atilde; c&oacute; những những th&iacute; nghiệm định vị vệ tinh v&agrave;o năm 1960 để theo d&otilde;i c&aacute;c t&agrave;u ngầm mang t&ecirc;n lửa hạt nh&acirc;n. Kết quả cho thấy, chỉ với s&aacute;u vệ tinh quay quanh c&aacute;c cực, qu&acirc;n đội c&oacute; thể x&aacute;c định ch&iacute;nh x&aacute;c vị tr&iacute; của t&agrave;u ngầm trong v&ograve;ng v&agrave;i ph&uacute;t.<br />
Từ kết quả đ&oacute;, năm 1970, bộ quốc ph&ograve;ng Hoa Kỳ đ&atilde; quyết định ph&aacute;t triển một hệ vệ tinh để đảm bảo lu&ocirc;n c&oacute; c&aacute;c t&iacute;n hiệu mạnh, ổn định. Nhờ v&agrave;o nguồn tiền đổ v&agrave;o li&ecirc;n tục, c&ugrave;ng c&aacute;c kỹ sư ng&agrave;y đ&ecirc;m l&agrave;m việc, vệ tinh đầu ti&ecirc;n đ&atilde; được ph&oacute;ng l&ecirc;n kh&ocirc;ng gian năm 1978, v&agrave; to&agrave;n bộ hệ vệ tinh đ&atilde; được ho&agrave;n thiện v&agrave;o năm 1993 với 24 vệ tinh.<br />
<br />
<img alt="" src="/admin/webroot/upload/image/images/04-dich-vu-cung-cap-boi-mang-luoi-dinh-vi-ve-tinh-quoc-gia.jpg" style="width: 800px; height: 450px;" /><br />
<br />
</span></span>
<h3>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>2. Một số th&ocirc;ng tin về GPS</strong></span></span></h3>
<br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hệ thống định vị to&agrave;n cầu GPS được ho&agrave;n thiện với đầy đủ chức năng v&agrave;o năm 1994</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trung b&igrave;nh, bộ quốc ph&ograve;ng Hoa Kỳ phải chi 2 tỷ USD mỗi ng&agrave;y để vận h&agrave;nh hệ thống GPS, nhưng lại cho người d&acirc;n to&agrave;n cầu sử dụng miễn ph&iacute;</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Một vệ tinh di chuyển trong kh&ocirc;ng gian với vận tốc 14000km/giờ</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Với một bộ thu t&iacute;n hiệu GPS, bạn c&oacute; thể x&aacute;c định vị tr&iacute; của m&igrave;nh tại bất cứ đ&acirc;u tr&ecirc;n tr&aacute;i đất</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hệ thống GPS hoạt động to&agrave;n thời gian 24h/ng&agrave;y trong mọi điều kiện</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">T&iacute;n hiệu từ vệ tinh c&oacute; thể xuy&ecirc;n cqua nhựa, k&iacute;nh nhưng kh&ocirc;ng xuy&ecirc;n qua được gỗ, đ&aacute; v&agrave; b&ecirc; t&ocirc;ng</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Độ ch&iacute;nh x&aacute;c định vị th&ocirc;ng thường l&agrave; khoảng 5 m&eacute;t, nhưng nếu bạn d&ugrave;ng c&aacute;c bộ thu chuy&ecirc;n dụng như m&aacute;y đo RTK th&igrave; độ ch&iacute;nh x&aacute;c sẽ l&ecirc;n tới milimet</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Với GPS, người ta đo được ch&acirc;u &Uacute;c đang di chuyển với vận tốc 7.3cm/năm theo dướng Đ&ocirc;ng Bắc !</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">C&aacute;c quốc gia kh&aacute;c cũng đang cố gắng x&acirc;y dựng v&agrave; ph&aacute;t triển c&aacute;c hệ vệ tinh cho ri&ecirc;ng m&igrave;nh</span></span></li>
</ul>
<h2>
	<br />
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>II. Hệ thống định vị&nbsp;</strong></span></span><strong style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">to&agrave;n cầu&nbsp;</strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Glonass</strong></span></span></h2>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Glonass l&agrave; hệ thống định vị to&agrave;n cầu&nbsp;<span style="color: rgb(51, 51, 51);">được ph&aacute;t triển bởi Nga (Li&ecirc;n X&ocirc; c</span>ũ)<span style="color: rgb(51, 51, 51);">&nbsp;</span>dựa tr&ecirc;n c&aacute;c vệ tinh trong kh&ocirc;ng gian bay xung quanh tr&aacute;i đất, hệ thống n&agrave;y cung cấp c&aacute;c dịch vụ định vị, dẫn đường, x&aacute;c định thời gian một c&aacute;ch tin cậy, miễn ph&iacute; v&agrave; d&agrave;nh cho tất cả mọi người tr&ecirc;n thế giới.&nbsp;<br />
<br />
</span></span>
<h3>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>1. Một số phi&ecirc;n bản của Glonass</strong></span></span></h3>
<br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">GLONASS - được ph&oacute;ng v&agrave;o năm 1982, nhằm mục đ&iacute;ch hoạt động để định vị thời tiết, đo vận tốc v&agrave; thời gian ở bất kỳ đ&acirc;u tr&ecirc;n thế giới hoặc kh&ocirc;ng gian gần Tr&aacute;i đất của qu&acirc;n đội v&agrave; c&aacute;c tổ chức ch&iacute;nh thức.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">GLONASS-M - ra mắt năm 2003 th&ecirc;m m&atilde; d&acirc;n sự thứ hai, đ&acirc;y l&agrave; dấu mốc quan trọng để c&aacute;c nh&agrave; khảo s&aacute;t ph&aacute;t triển đầu thu tin hiệu vệ tinh phục vụ đo vẽ bản đồ.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">GLONASS-k - bắt đầu trở lại năm 2011 c&oacute; th&ecirc;m 3 loại nữa l&agrave; k1, k2 v&agrave; k. Th&ecirc;m tần số d&acirc;n dụng thứ ba.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">GLONASS-K2 - ra mắt sau năm 2015&nbsp;</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">GLONASS-KM - sẽ ra mắt sau năm 2025 (hiện đang trong giai đoạn nghi&ecirc;n cứu)</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/glonass-erf-com_637013101299011000.jpg" style="width: 800px; height: 443px;" /><br />
<br />
</span></span>
<h3>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>2. Một số th&ocirc;ng tin xung quanh Glonass</strong></span></span></h3>
<br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Từ năm 2011 đến năm 2020, ch&iacute;nh phủ Nga đ&atilde; đầu tư tổng cộng 15 tỷ đ&ocirc; v&agrave; hệ thống định vị Glonass của m&igrave;nh</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">C&oacute; 24 vệ tinh thuộc hệ thống Glonass đang hoạt động v&agrave; bay xung quanh tr&aacute;i đất</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Chiều cao quỹ đạo của Glonass l&agrave; 21150km</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Độ nghi&ecirc;ng so với mặt phẳng quỹ đạo l&agrave; 64.8 độ</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Chu kỳ quỹ đạo của một vệ tinh l&agrave; 11 giờ v&agrave; 16 ph&uacute;t</span></span></li>
</ul>
<h2>
	<br />
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>III.&nbsp; Hệ thống định vị to&agrave;n cầu&nbsp; Galileo</strong></span></span></h2>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Galileo l&agrave; hệ thống định vị vệ tinh to&agrave;n cầu được ph&aacute;t triển bởi li&ecirc;n minh ch&acirc;u &Acirc;u, được điều h&agrave;nh, thiết kế v&agrave; ph&aacute;t triển bởi Cơ quan&nbsp;<a href="https://tracdiathanhdat.vn/">GNSS</a>&nbsp;Ch&acirc;u &Acirc;u (GSA) v&agrave; Cơ quan vũ trụ ch&acirc;u &Acirc;u (ESA). Đ&acirc;y l&agrave; hệ thống định vị đầu ti&ecirc;n tr&ecirc;n thế giới được sử dụng cho c&aacute;c mục đ&iacute;ch d&acirc;n dụng với độ ch&iacute;nh x&aacute;c.</span></span>
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hệ thống định vị vệ tinh to&agrave;n cầu được đặt theo t&ecirc;n của nh&agrave; khoa học Galileo người &Yacute;, &ocirc;ng l&agrave; cha đẻ của việc quan s&aacute;t thi&ecirc;n văn học hiện đại, cha đẻ của ng&agrave;nh vật l&yacute; hiện đại, cũng l&agrave; người khai sinh ra khoa học hiện đại.</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/Galileo.jpg" style="width: 800px; height: 394px;" /><br />
<br />
</span></span>
<h3>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>1. Dịch vụ của Galileo</strong></span></span></h3>
<br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Dịch vụ mở (Open Service &ndash; OS): Miễn ph&iacute; cho tất cả mọi người</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Dịch vụ x&aacute;c thực tin nhắn điều hướng mở (OS-NMA): Miễn ph&iacute; cho tất cả mọi người</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Dịch vụ độ ch&iacute;nh x&aacute;c cao (HAS): Miến ph&iacute; cho tất cả mọi người</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Dịch vụ x&aacute;c thực t&iacute;n hiệu (SAS): Dịch vụ trả ph&iacute; d&agrave;nh cho doanh nghiệp</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Dịch vụ t&igrave;m kiếm cứu hộ cứu nạn (Sar) &ndash; một phần của Cospas-Sarsat</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Dịch vụ điều tiết c&ocirc;ng cộng (PRS) &ndash; Chỉ cung cấp cho người được c&aacute;c cơ quan ch&iacute;nh phủ ủy quyền</span></span></li>
</ul>
<h3>
	<br />
	<strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">2. Điểm mạnh của hệ thống Galileo</span></span></strong></h3>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tuy được sử dụng v&agrave;o mục đ&iacute;ch d&acirc;n sự, nhưng hệ thống Galileo c&oacute; hiệu suất ngang ngửa với những hệ thống định vị được ph&aacute;t triển chủ yếu phục vụ cho qu&acirc;n sự với 3 điểm nhấn được c&aacute;c chuy&ecirc;n gia c&ocirc;ng nhận:</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Ch&iacute;nh x&aacute;c cao: C&oacute; t&iacute;nh năng định vị thời gian thực, độ ch&iacute;nh x&aacute;c cho người d&ugrave;ng l&ecirc;n tới 1m, v&agrave; đạt tới h&agrave;ng centimet nếu sử dụng <a href="https://tracdiathanhdat.vn/may-dinh-vi-ve-tinh-gps-2-tan-so-rtk">RTK</a>&nbsp;chuy&ecirc;n dụng</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tin cậy: Với rất nhiều cải tiến, t&iacute;n hiệu từ vệ tinh Galileo rất ổn định, tin cậy d&ugrave; người d&ugrave;ng ở những địa h&igrave;nh kh&oacute; khăn hiểm trở.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">T&iacute;nh khả dụng: Hệ thống Galileo c&oacute; thể tương th&iacute;ch với c&aacute;c hệ thống kh&aacute;ch như GPS, Glonass, gi&uacute;p cho độ ch&iacute;nh x&aacute;c khi định vị được cải thiện đ&aacute;ng kể.</span></span></li>
</ul>
<h2>
	<br />
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>IV. Hệ thống định vị vệ tinh to&agrave;n cầu Beidou&nbsp;(hay c&ograve;n gọi l&agrave; Bắc Đẩu)</strong></span></span></h2>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hệ vệ tinh Beidou&nbsp;-&nbsp; t&ecirc;n tiếng anh l&agrave; BeiDou Navigation Satellite System, viết tắt l&agrave;&nbsp;BDS, l&agrave; hệ thống định vị vệ tinh do Trung Quốc đầu tư, x&acirc;y dựng v&agrave; ph&aacute;t triển.&nbsp;<br />
Hệ thống&nbsp;Beidou thế hệ đầu ti&ecirc;n, mang t&ecirc;n gọi ch&iacute;nh thức l&agrave;&nbsp;BeiDou Satellite Navigation Experimental System&nbsp;hoặc&nbsp;Beidou 1, gồm 3 vệ tinh hoạt động từ năm 2000, chỉ c&oacute; thể phủ s&oacute;ng trong l&atilde;nh thổ Trung Quốc, v&agrave; phục vụ chủ yếu cho Trung Quốc v&agrave; khu vực, quốc gia l&acirc;n cận. Beidou-1 ngừng hoạt động năm 2012.<br />
Hệ thống Beidou thế hệ 2&nbsp;mang t&ecirc;n ch&iacute;nh thức l&agrave; BeiDou Navigation Satellite System (BDS)&nbsp;hay c&ograve;n gọi l&agrave;&nbsp;COMPASS hoặc&nbsp;BeiDou-2&nbsp;gồm 10 vệ tinh bay tr&ecirc;n quỹ đạo, đi v&agrave;o hoạt động năm 2011 v&agrave; cung cấp dịch vụ cho khu vực Ch&acirc;u &Aacute; Th&aacute;i B&igrave;nh Dương.<br />
Hệ thống Beidou thế hệ thứ 3 (BDS-3) được ph&oacute;ng l&ecirc;n v&agrave;o năm 2015, v&agrave; ho&agrave;n thiện tổng số 35 vệ tinh bay xung quanh quỹ đạo tr&aacute;i đất v&agrave;o năm 2020, ch&iacute;nh thức cung cấp dịnh vị định vị, dẫn đường to&agrave;n cầu, l&agrave; đối trọng của c&aacute;c hệ vệ tinh kh&aacute;c trong hệ thống GNSS: GPS, Galileo, Glonass.&nbsp;Theo thời b&aacute;o China Daily, t&iacute;nh đến năm 2015, c&oacute; &iacute;t nhất 35 tỷ đ&ocirc; đ&atilde; được đầu tư v&agrave;o hệ thống định vị vệ tinh Bắc Đẩu (Beidou).<br />
<br />
</span></span>
<h3>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>1. Nguy&ecirc;n tắc hoạt động của hệ vệ tinh Beidou</strong></span></span></h3>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hệ thống BeiDou &aacute;p dụng 4 nguy&ecirc;n tắc cơ bản l&agrave; cởi mở, độc lập, tương th&iacute;ch v&agrave; tăng dần.</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Nguy&ecirc;n tắc cởi mở: Hệ thống BeiDou sẽ cung cấp dịch vụ mở chất lượng cao miễn ph&iacute; cho người d&ugrave;ng tr&ecirc;n to&agrave;n thế giới v&agrave; giao tiếp với c&aacute;c quốc gia kh&aacute;c để tạo điều kiện ph&aacute;t triển c&ocirc;ng nghệ v&agrave; c&ocirc;ng nghiệp GNSS.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Nguy&ecirc;n tắc độc lập: C&oacute; nghĩa l&agrave; Trung Quốc sẽ ph&aacute;t triển v&agrave; vận h&agrave;nh hệ thống BeiDou một c&aacute;ch độc lập, cung cấp dịch vụ một c&aacute;ch độc lập cho người d&ugrave;ng tr&ecirc;n to&agrave;n thế giới v&agrave; đặc biệt cung cấp c&aacute;c dịch vụ chất lượng cao ở khu vực Ch&acirc;u &Aacute; - Th&aacute;i B&igrave;nh Dương.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Nguy&ecirc;n tắc tương th&iacute;ch: Hệ thống BeiDou sẽ theo đuổi c&aacute;c giải ph&aacute;p để hiện thực khả năng tương th&iacute;ch, tương t&aacute;c với c&aacute;c hệ thống định vị vệ tinh kh&aacute;c để người d&ugrave;ng c&oacute; thể nhận được dịch vụ tốt hơn.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Nguy&ecirc;n tắc tăng dần: Dựa tr&ecirc;n nguy&ecirc;n tắc tăng dần, hệ thống BeiDou sẽ đi theo m&ocirc; h&igrave;nh từng bước ph&ugrave; hợp với sự ph&aacute;t triển kinh tế v&agrave; kỹ thuật ở Trung Quốc, cung cấp c&aacute;c dịch vụ li&ecirc;n tục l&acirc;u d&agrave;i cho người d&ugrave;ng, cải thiện hiệu suất hệ thống v&agrave; đảm bảo qu&aacute; tr&igrave;nh chuyển đổi liền mạch v&agrave; su&ocirc;n sẻ giữa hệ thống c&aacute;c giai đoạn x&acirc;y dựng.</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/he-thong-ve-tinh-beidou-min.jpg" style="width: 800px; height: 453px;" /><br />
<br />
</span></span>
<h3>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>2. C&aacute;c th&agrave;nh phần của hệ thống định vị to&agrave;n cầu Beidou</strong></span></span></h3>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Giống như c&aacute;c&nbsp;hệ thống định vị to&agrave;n cầu GNSS&nbsp;kh&aacute;c, hệ thống định vị vệ tinh Beidou cũng c&oacute; 3 th&agrave;nh phần ch&iacute;nh:</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Th&agrave;nh phần kh&ocirc;ng gian&nbsp;gồm 35 vệ tinh, trong đ&oacute; c&oacute; 5 vệ tinh địa tĩnh v&agrave; 30 vệ tinh động</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Th&agrave;nh phần mặt&nbsp;đất gồm c&aacute;c trạm điều h&agrave;nh tr&ecirc;n mặt đất được đặt tại Trung Quốc v&agrave; c&aacute;c trạm gi&aacute;m s&aacute;t được đặt rải r&aacute;c to&agrave;n cầu.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Th&agrave;nh phần người d&ugrave;ng&nbsp;gồm tất cả c&aacute;c c&aacute; nh&acirc;n, tập thể, doanh nghiệp được trang bị bộ thu t&iacute;n hiệu vệ tinh. V&iacute; dụ&nbsp;như điện thoại th&ocirc;ng minh hoặc thiết bị chuy&ecirc;n dụng đo vẽ bản đồ như&nbsp;m&aacute;y GPS RTK.</span></span></li>
</ul>
<div style="box-sizing: border-box;">
	&nbsp;</div>
<h2>
	<strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">V. Hệ thống&nbsp;định vị&nbsp;</span></span><strong style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">to&agrave;n cầu&nbsp;</strong></strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>IRNSS&nbsp;</strong></span></span><br />
	&nbsp;</h2>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">IRNSS viết tắt của&nbsp;Indian Regional Navigation Satellite System,&nbsp;l&agrave; hệ thống định vị khu vực của Ấn Độ, được ph&aacute;t triển bởi Tổ Chức Nghi&ecirc;n Cứu Kh&ocirc;ng Gian Ấn Độ. Hệ thống n&aacute;y c&oacute; t&aacute;c dụng định vị, chỉ đường v&agrave; một số ứng dụng chỉ giới hạn tại Ấn Độ v&agrave; c&aacute;c khu vực l&acirc;n cận nằm trong b&aacute;n k&iacute;nh 1500km t&iacute;nh từ bi&ecirc;n giới Ấn Độ.</span></span>
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hệ thống dự kiến sẽ cung cấp khả năng quan s&aacute;t vị tr&iacute;, vận tốc v&agrave; thời gian theo thời gian thực ch&iacute;nh x&aacute;c cho người d&ugrave;ng tr&ecirc;n nhiều nền tảng kh&aacute;c nhau với khả năng cung cấp dịch vụ 24 giờ x 7 ng&agrave;y trong mọi điều kiện thời tiết.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hệ thống n&agrave;y kh&ocirc;ng phải l&agrave; hệ thống định vị phủ s&oacute;ng tr&ecirc;n to&agrave;n cầu như hệ thống GPS của Mỹ, Beidou của Trung Quốc, Glonass của Nga hay Galileo của li&ecirc;n minh Ch&acirc;u &Acirc;u.</span></span></li>
</ul>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/fig-11.jpg" style="width: 800px; height: 452px;" /><br />
<br />
<strong>Hiệu suất của IRNSS</strong><br />
<br />
Hệ thống IRNSS hiện cung cấp hai loại dịch vụ:&nbsp;</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">SPS -&nbsp; Standard Position System: Dịch vụ Định vị Ti&ecirc;u chuẩn</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">RS - (Dịch vụ bị hạn chế / được ủy quyền)</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Cả hai dịch vụ n&agrave;y sẽ được cung cấp ở hai tần số, một ở băng tần L5 v&agrave; một ở băng tần S (S-band). Hệ thống n&agrave;y cung cấp độ ch&iacute;nh x&aacute;c vị tr&iacute; tuyệt đối cao hơn 10 m&eacute;t trong phạm vi bi&ecirc;n giới Ấn Độ v&agrave; tốt hơn 20 m&eacute;t (66 ft) ở Ấn Độ Dương cũng như một khu vực k&eacute;o d&agrave;i khoảng 1.500 km (930 mi) xung quanh Ấn Độ.&nbsp;Tuy nhi&ecirc;n, so s&aacute;nh với c&aacute;c hệ thống định vị vệ tinh to&agrave;n cầu kh&aacute;c, t&iacute;n hiệu của IRNSS được cho l&agrave; ổn định hơn do c&oacute; tần số k&eacute;p S v&agrave; L.</span></span><br />
<br />
<h2>
	<span style="font-family:tahoma,geneva,sans-serif;"><span style="font-size:14px;"><strong>VI. Hệ thống định vị to&agrave;n cầu QZSS</strong></span></span></h2>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">QZSS viết tắt của&nbsp;Quasi-Zenith Satellite System&nbsp;-&nbsp;l&agrave; một hệ thống định vị vệ tinh được ph&aacute;t triển bởi Nhật Bản. Mục ti&ecirc;u của QZSS l&agrave; cung cấp c&aacute;c dịch vụ định vị ch&iacute;nh x&aacute;c v&agrave; ổn định cao trong khu vực Ch&acirc;u &Aacute; - Ch&acirc;u Đại Dương, tương th&iacute;ch với GPS v&agrave; c&aacute;c&nbsp;<a href="https://tracdiathanhdat.vn/may-dinh-vi-ve-tinh-gps-2-tan-so-rtk">hệ vệ tinh GNSS to&agrave;n cầu</a>&nbsp;kh&aacute;c. Dịch vụ của QZSS được cung cấp v&agrave;o năm 2018.<br />
<br />
</span></span>
<h3>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>1. Sự h&igrave;nh th&agrave;nh v&agrave; ph&aacute;t triển của QZSS</strong></span></span></h3>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">QZSS được ch&iacute;nh phủ Nhật Bản cho ph&eacute;p v&agrave;o năm 2002. L&uacute;c đầu, hệ thống được ph&aacute;t triển bởi nh&oacute;m Advanced Space Business Corporation (ASBC), bao gồm Mitsubishi Electric Corp., Hitachi Ltd., v&agrave; GNSS Technologies Inc.&nbsp;<br />
Năm 2007, khi ASBC sụp đổ, c&ocirc;ng tr&igrave;nh được tiếp quản bởi JAXA c&ugrave;ng với Trung t&acirc;m Nghi&ecirc;n cứu v&agrave; Ứng dụng Định vị Vệ tinh (SPAC), được th&agrave;nh lập v&agrave;o th&aacute;ng 2 năm 2007 v&agrave; được sự chấp thuận của c&aacute;c Bộ trưởng li&ecirc;n quan đến nghi&ecirc;n cứu v&agrave; ph&aacute;t triển QZSS.<br />
Năm 2010, hoạt động đầu ti&ecirc;n được diễn ra với việc ph&oacute;ng c&aacute;c vệ tinh của hệ thống QZSS l&ecirc;n quỹ đạo. Tất cả chức năng của vệ tinh c&ugrave;ng trạm điều khiển mặt đất đ&atilde; đi v&agrave;o hoạt động v&agrave; mang lại hiệu quả.&nbsp;C&aacute;c thử nghiệm đ&atilde; chỉ ra rằng, một thiết bị thu t&iacute;n hiệu vệ tinh của QZSS lẫn GPS c&oacute; độ ch&iacute;nh x&aacute;c cao hơn 10% so với một thiết bị kh&aacute;c chỉ thu t&iacute;n hiệu GPS.<br />
<br />
Năm 2011, Ch&iacute;nh phủ Nhật Bản đ&atilde; quyết định đẩy nhanh việc triển khai QZSS để hệ thống c&oacute; 7 vệ tinh trong tương lai.&nbsp;<br />
<br />
<img alt="" src="/admin/webroot/upload/image/images/348834197_227781756630652_8609257992783074386_n.jpg" style="width: 800px; height: 450px;" /><br />
<br />
</span></span>
<h3>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>2.&nbsp;</strong></span></span><strong style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">Đặc điểm nổi bật của hệ thống vệ tinh QZSS</strong></h3>
<ul>
	<li>
		<span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">Hệ thống QZSS bao gồm 4 vệ tinh, phủ rộng tr&ecirc;n khu vực Ch&acirc;u &Aacute; &ndash; Th&aacute;i B&igrave;nh Dương.</span></li>
	<li>
		<span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">QZSS c&oacute; thể ph&aacute;t t&iacute;n hiệu bổ trợ, gi&uacute;p n&acirc;ng cao độ ch&iacute;nh x&aacute;c cho kết quả định vị.</span></li>
	<li>
		<span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">V&agrave;o bất cứ thời điểm n&agrave;o cũng sẽ c&oacute; &iacute;t nhất một vệ tinh thuộc hệ thống vệ tinh QZSS bay tr&ecirc;n bầu trời Nhật Bản.</span></li>
	<li>
		<span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">Hệ thống vệ tinh QZSS c&oacute; thể t&iacute;ch hợp với c&aacute;c hệ thống GNSS kh&aacute;c, gi&uacute;p cải thiện độ ch&iacute;nh x&aacute;c v&agrave; tin cậy của định vị.</span></li>
</ul>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>VII. Hệ thống&nbsp;định vị to&agrave;n cầu do Anh triển khai </strong><em>( cập nhật sau)</em></span></span><br />
<br />
<img alt="" src="/admin/webroot/upload/image/images/correctionservices-infrastructure-web-teaser.png" style="width: 800px; height: 381px;" /><br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> &nbsp;</span></span><br />
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			'id' => '658',
			'name' => 'Qui định kỹ thuật  thu nhận và xử lý ảnh số từ máy bay không người lái (UAV)',
			'code' => null,
			'alias' => 'qui-dinh-ky-thuat-thu-nhan-va-xu-ly-anh-so-tu-may-bay-khong-nguoi-lai-uav',
			'cat_id' => '40',
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			'shortdes' => '<span style="font-size:14px;">Việc sử dụng m&aacute;y&nbsp;bay kh&ocirc;ng người l&aacute;i để th&agrave;nh lập bản đồ phải tu&acirc;n theo th&ocirc;ng tư số 07/2021/TT-BTNMT được k&yacute; ng&agrave;y 30/6/2021.</span>',
			'content' => '<h2>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>I. Qui định về m&aacute;y bay kh&ocirc;ng người l&aacute;i&nbsp; (UAV) v&agrave; hệ thống thiết bị&nbsp;</strong></span></span></h2>
<br />
<h3>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">1. Quy định về UAV</span></span></h3>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">- Việc sử dụng UAV phải tu&acirc;n thủ c&aacute;c quy định tại Nghị định số 36/2008/ND-CP ng&agrave;y 28/3/2008 v&agrave; Nghị định số 79/2011/ND-CP ng&agrave;y 5/9/2011 về sửa đổi bổ sung nghị định 36. Ngo&agrave;i ra c&ograve;n tu&acirc;n thủ theo nghị định số 58/2010/ND-CP ng&agrave;y 1/6/2010 quy định chi tiết v&agrave; hướng dẫn thi h&agrave;nh một số điều của luật D&acirc;n qu&acirc;n tự vệ.<br />
- Thiết bị UAV phải thỏa m&atilde;n c&aacute;c ti&ecirc;u chuẩn được quy định tại Th&ocirc;ng tư số 35/2017/TT-BQP ng&agrave;y 12 th&aacute;ng 2 năm 2017 của Bộ trưởng Bộ quốc ph&ograve;ng.</span></span>
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">C&oacute; khả năng bay ở chế độ tự động v&agrave; b&aacute;n tự động</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">C&oacute; trọng lượng cất c&aacute;nh kh&ocirc;ng vượt qu&aacute; 25,0 kg</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">C&oacute; khả năng chịu gi&oacute; tối thiểu 8m/s</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">- Thiết bị v&ocirc; tuyến điện đi k&egrave;m UAV phải được đăng k&yacute; tần số theo quy định tại th&ocirc;ng tư số 05/2015/TT-BTTTT ng&agrave;y 23 th&aacute;ng 3 năm 2015 của Bộ Th&ocirc;ng tin v&agrave; truyền th&ocirc;ng.<br />
<br />
</span></span>
<h3>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">2. Quy định về m&aacute;y ảnh số v&agrave; thiết bị GNSS gắn tr&ecirc;n UAV</span></span></h3>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">- M&aacute;y ảnh số gắn tr&ecirc;n UAV phải c&oacute; ti&ecirc;u cự cố định trong qu&aacute; tr&igrave;nh bay chụp, c&oacute; chế độ tự chụp li&ecirc;n tục, chụp được ảnh m&agrave;u tự nhi&ecirc;n RGB với độ ph&acirc;n giải h&igrave;nh ảnh kh&ocirc;ng nhỏ hơn 20 Megapixel.<br />
- Thiết bị điều khiển mặt đất c&oacute; m&agrave;n h&igrave;nh hiển thị v&agrave; phải c&agrave;i đặt được c&aacute;c chức năng cơ bản. Phần mềm xử l&yacute; phải c&oacute; khả năng xử l&yacute; dữ liệu đầu v&agrave;o bao gồm dừ liệu thu nhận từ UAV v&agrave; dữ liệu trạm cố định, tạo lập c&aacute;c sản phẩm gồm đ&aacute;m m&acirc;y điểm, DSM, DEM, b&igrave;nh đồ ảnh&hellip;<br />
<br />
</span></span>
<h2>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>II. Qui&nbsp;định kỹ thuật về sản phẩm</strong></span></span></h2>
<br />
<h3>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">1. Quy định về ảnh gốc v&agrave; độ cao bay chụp</span></span></h3>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">- Ảnh gốc phải c&oacute; độ tương phản đồng đều, độ s&aacute;ng, độ n&eacute;t, m&agrave;u sắc đảm bảo cho qu&aacute; tr&igrave;nh xử l&yacute;, độ nh&ograve;e kh&ocirc;ng vượt qu&aacute; 0,25 GSD.</span></span><br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">- Độ phủ ngang của ảnh gốc phải đảm bảo từ 60% đến 80%, độ phủ dọc kh&ocirc;ng nhỏ hơn 70%.</span></span><br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">- Độ ph&acirc;n giải mặt đất tu&acirc;n theo bảng sau:</span></span><br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/Bảng 1.png" style="width: 822px; height: 246px;" /><br />
<br />
</span></span>
<h3>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">2. Độ cao bay của UAV </span></span></h3>
Đ<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">ược t&iacute;nh theo c&ocirc;ng thức <strong>H=f*GSD/S</strong><br />
Trong đ&oacute;: f l&agrave; chiều d&agrave;i ti&ecirc;u cự ống k&iacute;nh m&aacute;y, S l&agrave; k&iacute;ch thước Pixel, GSD l&agrave; độ ph&acirc;n giải mặt đất.<br />
<br />
</span></span>
<h3>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">3. Quy định về sản phẩm v&agrave; độ ch&iacute;nh x&aacute;c dữ liệu</span></span></h3>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">- Sản phẩm sau khi xử l&yacute; dữ liệu gồm đ&aacute;m m&acirc;y điểm, DSM, DEM, v&agrave; b&igrave;nh đồ ảnh<br />
- Dữ liệu đ&aacute;m m&acirc;y điểm được lưu trữ ở định dạng LAS, dữ liệu DSM, DEM được lưu trữ ở dạng raster( GEOTIFF-32bit) v&agrave; định dạng ASC II, c&oacute; k&iacute;ch thước dạng lưới &ocirc; vu&ocirc;ng với k&iacute;ch thước quy định tại bảng sau:<br />
<img alt="" src="/admin/webroot/upload/image/images/Bảng 2.png" style="width: 822px; height: 196px;" /><br />
<br />
- Phạm vi dữ liệu phải được cắt chờm bi&ecirc;n 1cm theo tỷ lệ bản đồ, kh&ocirc;ng được c&oacute; điểm trống trong khu vực bay.<br />
- Sai số trung phương độ cao của m&ocirc; h&igrave;nh DEM kh&ocirc;ng vượt qu&aacute; giới hạn tại bảng sau:<br />
<img alt="" src="/admin/webroot/upload/image/images/Bnảg 3.png" style="width: 816px; height: 164px;" /><br />
<br />
- Sản phẩm b&igrave;nh đồ ảnh c&oacute; định dạng GeoTiff- 24 bit, c&oacute; m&agrave;u sắc tự nhi&ecirc;n, h&agrave;i h&ograve;a, kh&ocirc;ng qu&aacute; s&aacute;ng tối, kh&ocirc;ng bị l&oacute;a, kh&ocirc;ng c&oacute; m&acirc;y che. Độ ph&acirc;n giải b&igrave;nh đồ ảnh được quy định theo bảng dưới:<br />
<img alt="" src="/admin/webroot/upload/image/images/Bảng 4.png" style="width: 821px; height: 190px;" /><br />
<br />
- Sai số b&igrave;nh đồ ảnh kh&ocirc;ng vượt qu&aacute; 0,4mm so với điểm khống chế đo vẽ gần nhất theo tỷ lệ bản đồ cần th&agrave;nh lập.<br />
<br />
</span></span>
<h2>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>III. Qui&nbsp;định về thu nhận v&agrave; xử l&yacute; dữ liệu</strong></span></span></h2>
<p style="box-sizing: border-box; font-family: &quot;Helvetica Neue&quot;, Helvetica, Arial, sans-serif; font-weight: 500; line-height: 1.5; color: rgb(51, 51, 51); margin-top: 20px; margin-bottom: 10px; font-size: 16px; text-align: justify;">
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Quy tr&igrave;nh về thu nhận v&agrave; xử l&yacute; dữ liệu gồm c&aacute;c bước sau:</span></span></p>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/Bảng 5.png" style="width: 794px; height: 570px;" /></span></span><br />
<br />
&nbsp;
<h2 id="2-dia-chi-mua-thiet-bi-may-bay-khong-nguoi-lai-uav-uy-tin" style="margin: 0px; padding: 0px; font-family: arial; line-height: 19px; color: rgb(51, 51, 51); text-rendering: optimizelegibility; font-size: 31.5px; text-align: justify;">
	<span style="margin: 0px; padding: 0px; font-size: 14px;"><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;">IV. Địa chỉ mua thiết bị m&aacute;y bay kh&ocirc;ng người l&aacute;i (UAV) uy t&iacute;n</span></span></h2>
<br style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); font-family: arial; font-size: 13px; text-align: justify;" />
<span style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); font-family: arial; text-align: justify; font-size: 14px;"><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;">C&Ocirc;NG TY CP C&Ocirc;NG NGHỆ V&Agrave; TM TH&Agrave;NH ĐẠT chuy&ecirc;n nhập khẩu v&agrave; cung cấp c&aacute;c loại m&aacute;y bay kh&ocirc;ng người l&aacute;i (UAV) phục vụ c&ocirc;ng t&aacute;c khảo s&aacute;t, đo vẽ bản đồ uy t&iacute;n l&acirc;u năm tr&ecirc;n to&agrave;n quốc. C&aacute;c loại UAV m&agrave; ch&uacute;ng t&ocirc;i ph&acirc;n phối bao gồm:</span></span><br style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); font-family: arial; font-size: 13px; text-align: justify;" />
<br style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); font-family: arial; font-size: 13px; text-align: justify;" />
<ul style="margin: 0px; padding: 0px 0px 0px 15px; color: rgb(51, 51, 51); font-family: arial; font-size: 13px; text-align: justify;">
	<li style="margin: 0px; padding: 0px; line-height: 20px;">
		<span style="margin: 0px; padding: 0px; font-size: 14px;"><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;">Phantom 4 RTK,</span></span></li>
	<li style="margin: 0px; padding: 0px; line-height: 20px;">
		<span style="margin: 0px; padding: 0px; font-size: 14px;"><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;">Matrice 300 RTK</span></span></li>
	<li style="margin: 0px; padding: 0px; line-height: 20px;">
		<span style="margin: 0px; padding: 0px; font-size: 14px;"><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;">Mavic 2 Enterprise</span></span></li>
	<li style="margin: 0px; padding: 0px; line-height: 20px;">
		<span style="margin: 0px; padding: 0px; font-size: 14px;"><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;">Mavic 3</span></span></li>
	<li style="margin: 0px; padding: 0px; line-height: 20px;">
		<span style="margin: 0px; padding: 0px; font-size: 14px;"><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;">Matrice 600 Pro</span></span></li>
	<li style="margin: 0px; padding: 0px; line-height: 20px;">
		<span style="margin: 0px; padding: 0px; font-size: 14px;"><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;">Lidar L1, Pin cho Phantom 4, Pin M300 TB60</span></span></li>
	<li style="margin: 0px; padding: 0px; line-height: 20px;">
		<span style="margin: 0px; padding: 0px; font-size: 14px;"><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;">D-RTK2</span></span></li>
</ul>
<br style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); font-family: arial; font-size: 13px; text-align: justify;" />
<span style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); font-family: arial; text-align: justify; font-size: 14px;"><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;"><u style="margin: 0px; padding: 0px;"><strong style="margin: 0px; padding: 0px;">Li&ecirc;n hệ:&nbsp;</strong></u><br style="margin: 0px; padding: 0px;" />
<br style="margin: 0px; padding: 0px;" />
Số 50 L&aacute;ng Hạ, Đống Đa, H&agrave; Nội<br style="margin: 0px; padding: 0px;" />
Số 5/161 Nguyễn Tu&acirc;n. Thanh Xu&acirc;n, H&agrave; Nội<br style="margin: 0px; padding: 0px;" />
Tel: 024.37764930<br style="margin: 0px; padding: 0px;" />
Hotline: 0913051734 (call/imesage/zalo)<br style="margin: 0px; padding: 0px;" />
Website:&nbsp;<a href="http://www.tracdiathanhdat.vn/?fbclid=IwAR3altI5BIG46Mm2_6oxBl-TQxXGfXGEm4M1GUGsoDeNELr3WrYUlO7g2jk" style="margin: 0px; padding: 0px; color: rgb(74, 75, 75); text-decoration-line: none; transition: color 0.2s linear 0s; font-size: 13px;" target="_blank">www.tracdiathanhdat.vn</a><br style="margin: 0px; padding: 0px;" />
Email: tracdiathanhdat@gmail.com</span></span><br style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); font-family: arial; font-size: 13px; text-align: justify;" />
<span style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); font-family: arial; font-size: 13px; text-align: justify;">&nbsp;</span><br style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); font-family: arial; font-size: 13px; text-align: justify;" />
<span style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); font-family: arial; text-align: justify; font-size: 14px;"><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;"><strong style="margin: 0px; padding: 0px;">@ Lu&ocirc;n&nbsp;đồng h&agrave;nh c&ugrave;ng bạn!</strong></span></span>',
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			'name' => 'Vì sao bạn nên sở hữu một chiếc máy đo khoảng cách laser? ',
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			'shortdes' => '<span style="font-family:tahoma,geneva,sans-serif;"><span style="font-size:14px;"><span style="color: rgb(5, 5, 5); white-space: pre-wrap;">M&aacute;y đo khoảng c&aacute;ch laser mang tới nhiều tiện &iacute;ch thi&ecirc;́t thực, phục vụ cho nhiều c&ocirc;ng t&aacute;c đo đạc kh&aacute;c nhau. M&aacute;y hoạt động mạnh mẽ với nhiều t&iacute;nh năng chuy&ecirc;n s&acirc;u sẽ gi&uacute;p c&ocirc;ng việc đo đạc trở l&ecirc;n đơn giản, tiện lợi v&agrave; nhanh ch&oacute;ng hơn.</span></span></span>',
			'content' => '<h2>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">1. M&aacute;y đo khoảng c&aacute;ch laser (hay c&ograve;n gọi l&agrave; thước laser) l&agrave; g&igrave;?</span></span></h2>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">M&aacute;y đo khoảng c&aacute;ch laser l&agrave;&nbsp;thiết bị được sử dụng để x&aacute;c định ch&iacute;nh x&aacute;c khoảng c&aacute;ch giữa hai điểm một c&aacute;ch ch&iacute;nh x&aacute;c bằng tia laser. Khi sử dụng thiết bị n&agrave;y, người đo kh&ocirc;ng cần phải tiếp x&uacute;c trực tiếp đến c&aacute;c điểm, hoặc sử dụng đến c&aacute;c phương tiện truyền th&ocirc;ng như thước d&acirc;y, thước th&eacute;p.<br />
<br />
<img alt="" src="/admin/webroot/upload/image/images/201203071451_0(2).jpg" style="width: 680px; height: 346px;" /></span></span>
<h2>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>2. Khoảng c&aacute;ch đo v&agrave; độ ch&iacute;nh x&aacute;c của thước laser</strong></span></span></h2>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Thước laser c&oacute; thể đo được khoảng c&aacute;ch xa l&ecirc;n tới 400- 500m với độ ch&iacute;nh x&aacute;c +-2mm. Tuy nhi&ecirc;n, tại Việt Nam, c&aacute;c kỹ sư thường sử dụng c&aacute;c loại thước laser đo ở khoảng c&aacute;ch 40 - 100m để đo đạc trong một kh&ocirc;ng gian vừa đủ. Ở những khu vực đo rộng lớn hơn, để phục vụ cho c&ocirc;ng t&aacute;c đo đạc, khảo s&aacute;t người ta sẽ sử dụng c&aacute;c loại m&aacute;y như: kinh vĩ, m&aacute;y to&agrave;n đạc, m&aacute;y GPS 2 tần, ...<br />
<img alt="" src="/admin/webroot/upload/image/images/May_do_laser_Leica__DISTO_D110(2).jpg" style="width: 680px; height: 398px;" /></span></span><br />
<h2>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>3. L&yacute; do bạn n&ecirc;n sở hữu một chiếc thước laser</strong></span></span></h2>
<br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Nhỏ gọn, nhẹ nh&agrave;ng:</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Với k&iacute;ch thước nhỏ hơn một chiếc điện thoại di động, thước laser c&oacute; thể dễ d&agrave;ng được mang theo tr&ecirc;n mọi địa h&igrave;nh.<br />
</span></span>
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tiện dụng:</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Khoảng c&aacute;ch giữa c&aacute;c vật được x&aacute;c định nhanh ch&oacute;ng chỉ trong v&agrave;i thao t&aacute;c. Trong khi nếu sử dụng m&aacute;y to&agrave;n đạc, m&aacute;y GPS 2 tần số, người d&ugrave;ng phải mất thời gian thiết lập.<br />
</span></span>
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Nhiều ứng dụng:</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Thước laser c&oacute; thể chia khoảng, t&iacute;nh diện t&iacute;ch, thể t&iacute;ch, đo gi&aacute;n tiếp,... Nhiều thước laser c&ograve;n được hỗ trợ bởi ứng dụng Android.<br />
</span></span>
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Gi&aacute; th&agrave;nh rẻ:</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Bạn c&oacute; thể sở hữu một chiếc thước laser với chỉ với một ng&acirc;n s&aacute;ch hợp l&yacute; từ v&agrave;i trăm đến khoảng hơn 1 triệu đồng (tuỳ từng model v&agrave; h&atilde;ng sản xuất).<br />
<br />
<img alt="" src="/admin/webroot/upload/image/images/Banner 14_9(2).png" style="width: 680px; height: 544px;" /><br />
&nbsp; </span></span><br />
<h2>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">4.&nbsp;<span style="color: rgb(51, 51, 51); text-align: justify;">Địa chỉ mua m</span>&aacute;y đo khoảng c&aacute;ch laser&nbsp;<span style="color: rgb(51, 51, 51); text-align: justify;">uy t&iacute;n</span></span></span></h2>
<br style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); font-family: arial; font-size: 13px; text-align: justify;" />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); text-align: justify;"><span style="margin: 0px; padding: 0px;">C&Ocirc;NG TY CP C&Ocirc;NG NGHỆ V&Agrave; TM TH&Agrave;NH ĐẠT chuy&ecirc;n nhập khẩu v&agrave; ph&acirc;n phối c&aacute;c loại m&aacute;y đo khoảng c&aacute;ch laser của c&aacute;c h&atilde;ng Bosch, Leica, Sincon, Laisai, Total Meter, SNDWAY,..&nbsp;phục vụ c&ocirc;ng t&aacute;c&nbsp;thi c&ocirc;ng nội, ngoại thất.</span></span><br />
<br />
<span style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); text-align: justify;"><span style="margin: 0px; padding: 0px;">Với hơn 20 năm kinh nghiệm c&ugrave;ng</span></span><span style="color: rgb(51, 51, 51); text-align: justify;">&nbsp;</span><span style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); text-align: justify;"><span style="margin: 0px; padding: 0px;">đội ngũ nh&acirc;n vi&ecirc;n, kỹ thuật vi&ecirc;n năng động, c&oacute; tr&igrave;nh độ cao&nbsp;</span></span><span style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); text-align: justify;">ch&uacute;ng t&ocirc;i&nbsp;tự h&agrave;o v&agrave; tin tưởng Qu&yacute; kh&aacute;ch h&agrave;ng sẽ h&agrave;i l&ograve;ng khi sử dụng c&aacute;c sản phẩm v&agrave; dịch vụ do ch&uacute;ng t&ocirc;i cung cấp.</span></span></span><br style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); font-family: arial; font-size: 13px; text-align: justify;" />
<div style="margin: 0px; padding: 0px; line-height: 20px;">
	&nbsp;</div>
<br style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); font-family: arial; font-size: 13px; text-align: justify;" />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); text-align: justify;"><span style="margin: 0px; padding: 0px;"><u style="margin: 0px; padding: 0px;"><strong style="margin: 0px; padding: 0px;">Li&ecirc;n hệ:&nbsp;</strong></u><br style="margin: 0px; padding: 0px;" />
<br style="margin: 0px; padding: 0px;" />
Số 50 L&aacute;ng Hạ, Đống Đa, H&agrave; Nội<br style="margin: 0px; padding: 0px;" />
Số 5/161 Nguyễn Tu&acirc;n. Thanh Xu&acirc;n, H&agrave; Nội<br style="margin: 0px; padding: 0px;" />
Tel: 024.37764930<br style="margin: 0px; padding: 0px;" />
Hotline: 0913051734 (call/imesage/zalo)<br style="margin: 0px; padding: 0px;" />
Website:&nbsp;<a href="http://www.tracdiathanhdat.vn/?fbclid=IwAR3altI5BIG46Mm2_6oxBl-TQxXGfXGEm4M1GUGsoDeNELr3WrYUlO7g2jk" style="margin: 0px; padding: 0px; color: rgb(74, 75, 75); text-decoration-line: none; transition: color 0.2s linear 0s; font-size: 13px;" target="_blank">www.tracdiathanhdat.vn</a><br style="margin: 0px; padding: 0px;" />
Email: tracdiathanhdat@gmail.com</span></span><br style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); font-family: arial; font-size: 13px; text-align: justify;" />
<span style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); text-align: justify;">&nbsp;</span><br style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); font-family: arial; font-size: 13px; text-align: justify;" />
<span style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); text-align: justify;"><span style="margin: 0px; padding: 0px;"><strong style="margin: 0px; padding: 0px;">@ Lu&ocirc;n&nbsp;đồng h&agrave;nh c&ugrave;ng bạn!</strong></span></span></span></span><br />
<br />
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			'content' => '<span style="font-size: 14px; font-family: tahoma, geneva, sans-serif;"><span style="color: rgb(85, 85, 85); text-align: justify; line-height: 16.8667px;"><em>Hiện nay</em> c</span><span style="color: rgb(85, 85, 85); text-align: justify; font-style: italic; line-height: 16.8667px;">&ocirc;ng nghệ chụp ảnh từ c&aacute;c thiết bị bay kh&ocirc;ng người l&aacute;i (Unmanned Aerial Vehicles -&nbsp;UAV) l&agrave; c&ocirc;ng nghệ được nghi&ecirc;n cứu v&agrave; sử dụng ở nhiều nước tr&ecirc;n thế giới như:&nbsp;Nga, Mỹ, Thụy sĩ,&hellip;&nbsp;Việc ứng dụng c&ocirc;ng nghệ bay chụp ảnh từ c&aacute;c thiết bị bay kh&ocirc;ng người l&aacute;i trong c&ocirc;ng t&aacute;c khảo s&aacute;t địa h&igrave;nh đang rất được quan t&acirc;m v&agrave; &aacute;p dụng. C&ocirc;ng nghệ n&agrave;y c&oacute; rất nhiều ưu điểm so với c&aacute;c phương ph&aacute;p khảo s&aacute;t truyền thống như:gi&aacute; th&agrave;nh thấp, nhanh ch&oacute;ng, tiện dụng, độ ch&iacute;nh x&aacute;c cao (do độ ph&acirc;n giải của m&aacute;y chụp ảnh cao v&agrave; UAV bay ở độ cao thấp), đo được c&aacute;c khu vực c&oacute; địa h&igrave;nh phức tạp hiểm trở, kh&oacute; khắn, r&uacute;t ngắn thời gian cho c&ocirc;ng t&aacute;c khảo s&aacute;t th&agrave;nh lập bản đồ địa h&igrave;nh so với c&aacute;c thiết bị kh&aacute;c&hellip;</span><br />
<br />
<strong>A. L</strong></span><strong><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">ợi &iacute;ch c</span><span style="font-family:tahoma,geneva,sans-serif;"><span style="font-size:14px;">ủa</span></span>&nbsp;<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">ứng dụng UAV trong khảo s&aacute;t địa h&igrave;nh n&oacute;i ri&ecirc;ng v&agrave; trong việc th&agrave;nh lập bản đồ</span></span></strong><br />
<br />
<ul>
	<li>
		<span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">Tiết kiệm chi ph&iacute;. Theo phương ph&aacute;p khảo s&aacute;t địa h&igrave;nh truyền thống, nếu khu vực qu&aacute; rộng lớn hoặc c&oacute; thể chia cắt nhiều th&igrave; việc khảo s&aacute;t đo đạc rất kh&oacute; khăn. Ng&acirc;n s&aacute;ch cho việc đo đạc khảo s&aacute;t gia tăng rất nhiều. Với Drone RTK, c&aacute;c trường hợp kh&oacute; khăn đ&oacute; sẽ được giải quyết v&agrave; chi ph&iacute; sẽ rẻ hơn nhiều.</span></li>
	<li>
		<span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">Tiến độ khảo s&aacute;t nhanh tr&ecirc;n phạm vi lớn. Với c&ocirc;ng nghệ Drone RTK hiện nay, việc khảo s&aacute;t địa h&igrave;nh tr&ecirc;n một phạm vị lớn. Chỉ cần 1-2 ng&agrave;y l&agrave;m ho&agrave;n th&agrave;nh c&ocirc;ng việc ở hiện trường. Trong khi đo đạc địa h&igrave;nh 1/1000 ở khu vực rộng lớn th&igrave; nhiều khi l&ecirc;n đến hơn 30 ng&agrave;y. V&iacute; dụ khu vực khảo s&aacute;t 300ha, đo đạc địa h&igrave;nh 1/1000 2 tổ đội c&oacute; thể mất 20-30 ng&agrave;y l&agrave;m việc.</span></li>
	<li>
		<span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">Lưu giữ cả h&igrave;nh ảnh để xem x&eacute;t đối chiếu khi cần thiết. H&igrave;nh ảnh trực quan tại thời điểm bay chụp, n&oacute; l&agrave; nguồn t&agrave;i liệu lịch sử qu&yacute; gi&aacute; để kiểm tra đối chiếu khi kiểm tra dự &aacute;n.</span></li>
	<li>
		<span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">Độ ch&iacute;nh x&aacute;c tương đương với c&ocirc;ng nghệ đo đạc truyền thống nếu sử dụng Drone RTK. Tuy nhi&ecirc;n, việc n&agrave;y đ&ograve;i hỏi tư vấn khảo s&aacute;t địa h&igrave;nh phải c&oacute; nhiều kinh nghiệm.</span></li>
	<li>
		<span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">Rất tiết kiệm nếu dự &aacute;n mới chỉ ở bước khảo s&aacute;t sơ bộ. Chưa ch&iacute;nh thức triển khai, chỉ ở mức đ&aacute;nh gi&aacute; tiền khả thi.</span></li>
	<li>
		<span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">Khảo s&aacute;t ở những địa h&igrave;nh đồi n&uacute;i hiểm trở cho c&aacute;c c&ocirc;ng tr&igrave;nh dạng tuyến: đường giao th&ocirc;ng, đường d&acirc;y truyền tải điện&hellip;.</span></li>
</ul>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hiện nay, th</span>iết bị được sử dụng phổ&nbsp;<span style="font-family:tahoma,geneva,sans-serif;">biến nhất vẫn l&agrave; Phantom 4 RTK của h&atilde;ng DJI.&nbsp;<br />
<br />
<strong>B. Hạn chế của phương ph&aacute;p đo đạc bằng Drone RTK trong khảo s&aacute;t địa h&igrave;nh</strong><br />
<br />
Việc xin ph&eacute;p bay chụp ảnh để th&agrave;nh lập bản đồ địa h&igrave;nh hiện nay phức tạp trong c&aacute;c thủ tục xin ph&eacute;p bay chụp (thời gian xin ph&eacute;p l&ecirc;n tới 5-7 ng&agrave;y).<br />
<br />
Đối với những v&ugrave;ng địa h&igrave;nh chưa quen thuộc, rất dễ bị rơi mất m&aacute;y bay nếu t&iacute;nh to&aacute;n ước t&iacute;nh độ cao bay chụp sai lầm.<br />
<br />
Thời lượng pin của m&aacute;y bay hiện tại c&ograve;n hạn chế.&nbsp;Thời gian bay chụp của một ca m&aacute;y chỉ khoảng 20-30 ph&uacute;t. Việc thiết kế tuyến bay chụp đ&ograve;i hỏi người khảo s&aacute;t c&oacute; nhiều kinh nghiệm để tối ưu h&oacute;a việc bay chụp cho dự &aacute;n.</span></span><br />
<br />
<img alt="" src="/admin/webroot/upload/image/images/UAV banner.png" style="font-family: tahoma, geneva, sans-serif; font-size: 14px; width: 680px; height: 570px;" /><br />
<span class="emoji-sizer emoji-outer " style="display: inline-block; overflow: hidden; letter-spacing: 50px; color: transparent; text-shadow: none; width: 22px; height: 22px; font-family: &quot;Segoe UI&quot;, SegoeuiPc, &quot;San Francisco&quot;, &quot;Helvetica Neue&quot;, Helvetica, &quot;Lucida Grande&quot;, Roboto, Ubuntu, Tahoma, &quot;Microsoft Sans Serif&quot;, Arial, sans-serif; font-size: 15px; background: url(&quot;assets/emoji.1e7786c93c8a0c1773f165e2de2fd129.png?v=20180604&quot;) 6% 15% / 5100%; -webkit-user-drag: element; margin: 0px 0px -3px;">✅</span><span class="text" style="user-select: text; white-space: pre-wrap; color: rgb(0, 26, 51); font-family: &quot;Segoe UI&quot;, SegoeuiPc, &quot;San Francisco&quot;, &quot;Helvetica Neue&quot;, Helvetica, &quot;Lucida Grande&quot;, Roboto, Ubuntu, Tahoma, &quot;Microsoft Sans Serif&quot;, Arial, sans-serif; font-size: 15px;"> </span>',
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			'title_seo' => 'GNSS RTK',
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			'meta_des' => 'Máy RTK, máy định vị vệ tinh RTK, máy GPS RTK, máy định vị vệ tinh GNSS RTK, máy RTK giá rẻ, máy RTK tốt nhất',
			'created' => '2021-09-28',
			'modified' => '2026-02-01',
			'status' => '1',
			'view' => '662887',
			'slug' => 'khao-sat-dia-hinh-bang-flycam-uav-rtk',
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			'name' => 'Blogs',
			'parent_id' => null,
			'alias' => 'blogs',
			'images' => '',
			'lft' => '103',
			'rght' => '104',
			'pos' => '5',
			'status' => '1',
			'title_seo' => 'tin tức trắc địa, cập nhật xu hướng đo đạc mới, công nghệ đo đạc, thiết bị đo đạc hiện đại, mẹo kỹ thuật trắc địa, sai số đo đạc, hệ tọa độ VN-2000, GNSS, RTK, GPS trắc địa, phần mềm trắc địa, phần mềm GIS, SurPad, LandStar, Magnet Field, Leica Captivate, Trimble Access',
			'meta_key' => 'tin tức trắc địa, cập nhật xu hướng đo đạc mới, công nghệ đo đạc, thiết bị đo đạc hiện đại, mẹo kỹ thuật trắc địa, sai số đo đạc, hệ tọa độ VN-2000, GNSS, RTK, GPS trắc địa, phần mềm trắc địa, phần mềm GIS, SurPad, LandStar, Magnet Field, Leica Captivate, Trimble Access',
			'meta_des' => 'phần mềm máy đo đạc, phần mềm GIS, phần mềm trút dữ liệu',
			'created' => '2015-12-16',
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			'slug' => 'blogs',
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			'hot' => '0',
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	(int) 5 => array(
		'Post' => array(
			'id' => '652',
			'name' => 'AUTO HEIGHT - Tính năng hỗ trợ đỉnh cao của máy toàn đạc Leica thế hệ mới',
			'code' => null,
			'alias' => 'auto-height-tinh-nang-ho-tro-dinh-cao-cua-may-toan-dac-leica-the-he-moi',
			'cat_id' => '40',
			'price' => '0',
			'type' => 'new',
			'shortdes' => '<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trong c&aacute;c m&aacute;y to&agrave;n đạc điện tử hiện nay, Leica FlexLine TS07 v&agrave; Leica FlexLine TS10 được Leica t&iacute;ch hợp th&ecirc;m&nbsp;t&iacute;nh năng tự đo chiều cao m&aacute;y &ndash; AutoHeight&nbsp;nhằm gi&uacute;p c&aacute;c kỹ sư l&agrave;m việc nhanh ch&oacute;ng v&agrave; ch&iacute;nh x&aacute;c hơn.</span></span>',
			'content' => '<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trong tất cả c&aacute;c chương tr&igrave;nh đo ứng dụng, khảo s&aacute;t với&nbsp;m&aacute;y to&agrave;n đạc điện tử, chiều cao m&aacute;y l&agrave; một trong những th&ocirc;ng tin kh&ocirc;ng thể thiếu để phần mềm m&aacute;y c&oacute; thể t&iacute;nh to&aacute;n v&agrave; cho ra kết quả của c&aacute;c b&agrave;i to&aacute;n kh&aacute;c nhau.<br />
<br />
Tuy nhi&ecirc;n, việc đo cao m&aacute;y bằng thước th&eacute;p truyền thống mang lại nhiều bất tiện như:</span></span></span><br />
<ul>
	<li>
		<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Qu&ecirc;n mang thước th&eacute;p khi ra thực địa</span></span></span></li>
	<li>
		<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Sai số lớn do qu&aacute; tr&igrave;nh đo bằng tay</span></span></span></li>
	<li>
		<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Nhập cao m&aacute;y bằng tay đ&ocirc;i khi nhầm lẫn</span></span></span></li>
	<li>
		<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Mất nhiều thời gian</span></span></span></li>
</ul>
<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trải qua hơn 200 năm ph&aacute;t triển trong lĩnh vực đo đạc trắc địa,&nbsp;Leica Geosystems&nbsp;thấu hiểu những kh&oacute; khăn m&agrave; người sử dụng gặp phải. Năm 2020,&nbsp;h&atilde;ng đ&atilde; cho ra đời t&iacute;nh năng AutoHeight ( Tự đo chiều cao m&aacute;y chỉ với một n&uacute;t bấm hay chấm b&uacute;t&nbsp; đơn giản). T&iacute;nh năng n&agrave;y mang lại sự kh&aacute;c biệt so với phần c&ograve;n lại &ndash; Giải quyết triệt để c&aacute;c vấn đề li&ecirc;n quan đến việc đo chiều cao trạm m&aacute;y bằng phương ph&aacute;p truyền thống.&nbsp;</span></span></span><br />
<br />
<h2>
	<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>1. Tổng quan về chức năng Auto Height</strong></span></span></span></h2>
<br />
<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Như đ&atilde; biết, khi thiết lập v&agrave; định hướng trạm m&aacute;y, c&aacute;c kỹ sư phải bật tia laser dọi t&acirc;m để c&acirc;n bằng m&aacute;y một c&aacute;ch ch&iacute;nh x&aacute;c.<br />
Tuy nhi&ecirc;n, nh&agrave; sản xuất Leica lại cải tiến lu&ocirc;n tia laser dọi t&acirc;m n&agrave;y bằng một tia laser c&oacute; chức năng&nbsp;đo EDM, vừa l&agrave; một tia đỏ c&ocirc;ng suất lớn c&oacute; thể nh&igrave;n thấy, vừa c&oacute; thể đo khoảng c&aacute;ch bằng cơ chế đo EDM.<br />
Modul đo cao m&aacute;y tự động c&oacute; chỉ ti&ecirc;u kỹ thuật cao, đ&aacute;p ứng được c&aacute;c chỉ ti&ecirc;u trong qu&aacute; tr&igrave;nh đo đạc:</span></span></span><br />
<ul>
	<li>
		<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Độ ch&iacute;nh x&aacute;c 1mm&nbsp;</span></span></span></li>
	<li>
		<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Phạm vi đo từ 0,7 đến đến 2,7m</span></span></span></li>
	<li>
		<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tốc độ đo ti&ecirc;u dưới 3s</span></span></span></li>
</ul>
<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/do-cao-may-bang-thuoc-thep.jpg" style="width: 680px; height: 484px;" /></span></span><br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">&nbsp;</span></span></span><br />
<h2>
	<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>2. Ưu điểm của t&iacute;nh năng Auto Height</strong></span></span></span></h2>
<br />
<li>
	<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kh&ocirc;ng mất thời gian trong như khi đo thước bằng tay.</span></span></span></li>
<li>
	<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Chiều cao m&aacute;y ch&iacute;nh x&aacute;c v&agrave; đ&aacute;ng tin cậy.</span></span></span></li>
<li>
	<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kh&ocirc;ng nhầm lẫn trong việc đọc v&agrave; nhập chiều cao m&aacute;y bằng tay.</span></span></span></li>
<li>
	<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kh&ocirc;ng cần c&oacute; th&ecirc;m dụng cụ để vận h&agrave;nh.</span></span></span></li>
<br />
<h2>
	<span style="color:#000000;"><strong><span style="font-size: 14px;"><span style="font-family: tahoma, geneva, sans-serif;">3. Một số lưu &yacute; khi thao t&aacute;c t&iacute;nh năng&nbsp; AutoHeight</span></span></strong></span></h2>
<p>
	<br />
	<span style="color:#000000;"><span style="font-size: 14px;"><span style="font-family: tahoma, geneva, sans-serif;">- Qu&aacute; tr&igrave;nh bấm đo, c&oacute; thể c&oacute; ph&aacute;t sinh v&agrave; phần mềm th&ocirc;ng minh sẽ xuất hiện cảnh b&aacute;o.&nbsp; C&aacute;c cảnh b&aacute;o n&agrave;y gi&uacute;p ta biết cường độ phản xạ t&iacute;n hiệu đo qu&aacute; mạnh hoặc cần phải giảm cường độ ph&aacute;t t&iacute;n hiệu.<br />
	- Ch&acirc;n m&aacute;y để bị nghi&ecirc;ng hoặc sau khi c&acirc;n m&aacute;y, tia đo bị vướng ốc giữ m&aacute;y, m&agrave;n h&igrave;nh nhắc cho ta quay th&acirc;n m&aacute;y 180 độ để tho&aacute;t ra khắc phục v&agrave; đo tiếp.<br />
	- Khi thực hiện c&ocirc;ng t&aacute;c đo tr&ecirc;n địa h&igrave;nh như: ruộng nước hay b&ugrave;n nh&atilde;o, n&oacute; hấp thụ tia ph&aacute;t n&ecirc;n kh&ocirc;ng đo được. Ta c&oacute; thể khắc phục bằng c&aacute;ch đặt vật cứng v&agrave;o điểm dọi.</span></span></span></p>
<ul>
</ul>
<br />
<span style="color:#000000;"><iframe allow="accelerometer; autoplay; clipboard-write; encrypted-media; gyroscope; picture-in-picture" allowfullscreen="" frameborder="0" height="480" src="https://www.youtube.com/embed/H0T3O_ikSi8" title="YouTube video player" width="680"></iframe></span>
<p>
	&nbsp;</p>
<h2>
	<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">4.</span></span>&nbsp;<strong style="color: rgb(51, 51, 51); font-family: arial; font-size: 31.5px; text-align: justify; margin: 0px; padding: 0px;"><span style="margin: 0px; padding: 0px; font-size: 14px;"><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;">Địa chỉ mua m&aacute;y to&agrave;n đạc điện tử uy t&iacute;n</span></span></strong></span></h2>
<p style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); font-family: arial; font-size: 13px; text-align: justify;">
	<br style="margin: 0px; padding: 0px;" />
	<span style="color:#000000;"><span style="margin: 0px; padding: 0px; font-size: 14px;"><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;">C&Ocirc;NG TY CP C&Ocirc;NG NGHỆ V&Agrave; TM TH&Agrave;NH ĐẠT chuy&ecirc;n nhập khẩu, cung cấp v&agrave; chuyển giao c&ocirc;ng nghệ c&aacute;c loại m&aacute;y to&agrave;n đạc điện tử của c&aacute;c h&atilde;ng LEICA, NIKON, TOPCON, TRIMPLE, GEOMAX, SOKKIA, PENTAX phục vụ c&ocirc;ng t&aacute;c khảo s&aacute;t, thiết kế, x&acirc;y dựng v&agrave; đo vẽ bản đồ uy t&iacute;n l&acirc;u năm tr&ecirc;n to&agrave;n quốc.&nbsp;</span></span></span></p>
<div style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); font-family: arial; font-size: 13px; text-align: justify; line-height: 20px;">
	<br style="margin: 0px; padding: 0px;" />
	<span style="color:#000000;"><span style="margin: 0px; padding: 0px; font-size: 14px;"><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;">Với hơn 20 năm kinh nghiệm c&ugrave;ng</span></span><span style="margin: 0px; padding: 0px;">&nbsp;</span><span style="margin: 0px; padding: 0px; font-size: 14px;"><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;">đội ngũ nh&acirc;n vi&ecirc;n, kỹ thuật vi&ecirc;n năng động, c&oacute; tr&igrave;nh độ cao&nbsp;</span></span><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif; font-size: 14px;">ch&uacute;ng t&ocirc;i&nbsp;tự h&agrave;o v&agrave; tin tưởng Qu&yacute; kh&aacute;ch h&agrave;ng sẽ h&agrave;i l&ograve;ng khi sử dụng c&aacute;c sản phẩm v&agrave; dịch vụ do ch&uacute;ng t&ocirc;i cung cấp.</span></span></div>
<p style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); font-family: arial; font-size: 13px; text-align: justify;">
	<br style="margin: 0px; padding: 0px;" />
	<span style="color:#000000;"><span style="margin: 0px; padding: 0px; font-size: 14px;"><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;"><u style="margin: 0px; padding: 0px;"><strong style="margin: 0px; padding: 0px;">Li&ecirc;n hệ:&nbsp;</strong></u><br style="margin: 0px; padding: 0px;" />
	<br style="margin: 0px; padding: 0px;" />
	Số 145 L&aacute;ng Hạ, Đống Đa, H&agrave; Nội<br style="margin: 0px; padding: 0px;" />
	Số 5/161 Nguyễn Tu&acirc;n. Thanh Xu&acirc;n, H&agrave; Nội<br style="margin: 0px; padding: 0px;" />
	Tel: 024.37764930<br style="margin: 0px; padding: 0px;" />
	Hotline: 0913051734 (call/imesage/zalo)<br style="margin: 0px; padding: 0px;" />
	Website:&nbsp;</span></span></span><span style="margin: 0px; padding: 0px; font-size: 14px;"><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;"><a href="http://www.tracdiathanhdat.vn/?fbclid=IwAR3altI5BIG46Mm2_6oxBl-TQxXGfXGEm4M1GUGsoDeNELr3WrYUlO7g2jk" style="margin: 0px; padding: 0px; color: rgb(74, 75, 75); text-decoration-line: none; transition: color 0.2s linear 0s; font-size: 13px;" target="_blank"><span style="color:#000000;">www.tracdiathanhdat.vn</span></a><br style="margin: 0px; padding: 0px;" />
	<span style="color:#000000;"> Email: tracdiathanhdat@gmail.com<br style="margin: 0px; padding: 0px;" />
	<br style="margin: 0px; padding: 0px;" />
	<strong style="margin: 0px; padding: 0px;">@ Lu&ocirc;n&nbsp;đồng h&agrave;nh c&ugrave;ng bạn!</strong></span></span></span></p>
<ul>
</ul>
',
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			'id' => '651',
			'name' => 'Máy thuỷ bình Leica Sprinter 250m',
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			'shortdes' => '<span style="color:#000000;"><span style="box-sizing: border-box; font-family: Roboto, sans-serif; font-size: 14px;">M&aacute;y thủy chuẩn Leica Sprinter 250M</span><span style="font-family: Roboto, sans-serif; font-size: 14px;">&nbsp;l&agrave; thiết bị đo cảm biến độ cao của h&atilde;ng&nbsp;</span><span style="box-sizing: border-box; font-family: Roboto, sans-serif; font-size: 14px;">Leica</span><span style="font-family: Roboto, sans-serif; font-size: 14px;">, được sử dụng cho c&aacute;c c&ocirc;ng t&aacute;c đo ch&ecirc;nh cao, truyền dẫn cao độ, t&iacute;nh to&aacute;n cao độ &ndash; khối lượng san lắp với độ ch&iacute;nh x&aacute;c cao do hạn chế được c&aacute;c sai số kh&aacute;ch quan.</span></span>',
			'content' => '<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="box-sizing: border-box; text-align: justify;">M&aacute;y thủy b&igrave;nh điện tử Leica Sprinter 250M</span><span style="text-align: justify;">&nbsp;cho ph&eacute;p người sử dụng thực hiện c&ocirc;ng việc một c&aacute;ch nhanh ch&oacute;ng v&agrave; hiệu quả. Giao diện USB (ở m&aacute;y 150M v&agrave; 250M). Menu giao diện dễ sử dụng.&nbsp;</span><span style="box-sizing: border-box; text-align: justify;">M&aacute;y thủy b&igrave;nh</span><span style="text-align: justify;">&nbsp;</span><span style="box-sizing: border-box; text-align: justify;">Leica Sprinter 250M&nbsp;</span><span style="text-align: justify;">tự động t&iacute;nh to&aacute;n chiều cao v&agrave; chiều cao c&ocirc;ng tr&igrave;nh. C&aacute;c ứng dụng cho san lấp mặt bằng. Lưu trữ l&ecirc;n tới 1000 điểm đo, tải về v&agrave; chuyển dữ liệu qua USB v&agrave; PC. Tăng năng suất. Giảm thiểu lỗi do con người. Hoạt động trong điều kiện &aacute;nh s&aacute;ng thấp.</span><br />
<br />
Với&nbsp;thiết&nbsp;kế&nbsp;hiện&nbsp;đại, gọn nhẹ, thao t&aacute;c&nbsp;sử&nbsp;dụng kh&aacute;&nbsp;đơn giản&nbsp;m&aacute;y&nbsp;thuỷ&nbsp;b&igrave;nh&nbsp;điện tử&nbsp;Leica Sprinter 250M&nbsp;đang l&agrave;&nbsp;sự&nbsp;lựa chọn h&agrave;ng&nbsp;đầu&nbsp;của&nbsp;c&aacute;c&nbsp;kỹ&nbsp;sư&nbsp;trắc&nbsp;địa.<br />
<br />
<strong>1. Những ưu điểm của m&aacute;y thủy b&igrave;nh Leica Sprinter 250M.</strong></span></span></span><br />
<br />
<ul>
	<li>
		<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Ngắm v&agrave; bắt mục ti&ecirc;u nhanh:&nbsp;</strong>Được trang bị lăng k&iacute;nh chất lượng h&agrave;ng đầu, gia c&ocirc;ng tr&ecirc;n d&acirc;y chuyền hiện đại, h&igrave;nh ảnh của Leica Sprinter 250M sắc n&eacute;t, r&otilde; r&agrave;ng, gi&uacute;p ngắm v&agrave; bắt mục ti&ecirc;u nhanh ch&oacute;ng, th&uacute;c đẩy tiến đọ l&agrave;m việc.</span></span></span></li>
	<li>
		<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>N&uacute;t bấm tiện lợi:&nbsp;</strong>N&uacute;t bấm đo được đặt b&ecirc;n phải của m&aacute;y, giống như một ph&iacute;m đo nhanh tr&ecirc;n m&aacute;y to&agrave;n đạc. Chỉ 1 lần bấm, kết quả sẽ hiển thị tr&ecirc;n m&agrave;n h&igrave;nh.</span></span></span></li>
	<li>
		<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Kh&ocirc;ng cần đọc mia:&nbsp;</strong>Kh&aacute;c với mia nh&ocirc;m của m&aacute;y thủy b&igrave;nh cơ, mia d&agrave;nh cho m&aacute;y thủy b&igrave;nh điện tử Leica Sprinter 250M c&oacute; c&aacute;c m&atilde; vạch gi&uacute;p m&aacute;y tự động đọc v&agrave; ph&acirc;n t&iacute;ch số liệu, v&agrave; hiển thị tr&ecirc;n m&agrave;n h&igrave;nh LCD. Điều n&agrave;y khiến việc đo đạc tiện lợi, v&agrave; kh&ocirc;ng bao giờ ph&aacute;t sinh sai số</span></span></span></li>
	<li>
		<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>T&iacute;nh to&aacute;n tự động:&nbsp;</strong>Với Leica Sprinter 250M, bạn kh&ocirc;ng cần mang theo giấy b&uacute;t hay m&aacute;y t&iacute;nh ra c&ocirc;ng trường, bởi phần mềm đ&atilde; tự t&iacute;nh to&aacute;n kết quả cho bạn, việc bạn cần l&agrave;m l&agrave; xem số liệu hiển thị tr&ecirc;n m&agrave;n h&igrave;nh</span></span></span></li>
	<li>
		<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>C&oacute; bộ nhớ:&nbsp;</strong>Bộ nhớ trong của Leica Sprinter 250M ghi lại được 1000 điểm đo, hỗ trợ tr&uacute;t số liệu v&agrave; m&aacute;y t&iacute;nh th&ocirc;ng qua c&aacute;p v&agrave; phần mềm chuy&ecirc;n dụng.</span></span></span></li>
</ul>
<br />
<br />
<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>2. Độ&nbsp;ch&iacute;nh x&aacute;c&nbsp;của&nbsp;m&aacute;y thuỷ b&igrave;nh điện tử Leica&nbsp;Sprinter250M.</strong><br />
<br />
<strong>Đo cao</strong></span></span></span><br />
<ul>
	<li>
		<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Độ ch&iacute;nh x&aacute;c đo điện tử: 1.0/0.7 mm</span></span></span></li>
	<li>
		<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Độ ch&iacute;nh x&aacute;c đo quang học bằng mia: 2.5mm</span></span></span></li>
	<li>
		<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đo đơn: Ti&ecirc;u chuẩn: 0.6mm (điện tử) v&agrave; 1.2mm (quang học) ở cự li 30m</span></span></span></li>
</ul>
<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Đo khoảng c&aacute;ch</strong></span></span></span><br />
<ul>
	<li>
		<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Độ ch&iacute;nh x&aacute;c: 10mm với D&le;10m</span></span></span></li>
	<li>
		<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Dải đo: 2-100m (điện tử)</span></span></span></li>
</ul>
<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Th&ocirc;ng số kh&aacute;c</strong></span></span></span><br />
<ul>
	<li>
		<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Chế độ đo: Đo li&ecirc;n tục, đo từng điểm</span></span></span></li>
	<li>
		<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Thời gian đo: &lt; 3 gi&acirc;y</span></span></span></li>
	<li>
		<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Độ ph&oacute;ng đại: 24X</span></span></span></li>
	<li>
		<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Bộ nhớ: 2000 điểm</span></span></span></li>
</ul>
<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Th&ocirc;ng số vật l&yacute;</strong></span></span></span><br />
<ul>
	<li>
		<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Chống bụi nước: IP55</span></span></span></li>
	<li>
		<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Nguồn điện: Pin AA (4 x LR6/AA/AM3 1.5 V)</span></span></span></li>
	<li>
		<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trọng lượng: &lt; 2.5kg</span></span></span></li>
	<li>
		<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">K&iacute;ch thước:&nbsp;11 &times; 7 &times; 8 inch</span></span></span></li>
</ul>
<br />
<img alt="" src="/admin/webroot/upload/image/images/Leica_Sprinter_150M_250M_pic_2360x714(1).jpg" style="width: 1000px; height: 303px;" /><br />
<br />
<div style="margin: 0px; padding: 0px; max-width: 100%; color: rgb(51, 51, 51); font-family: arial; font-size: 13px; text-align: justify;">
	<span style="margin: 0px; padding: 0px; font-size: 20px;"><span style="margin: 0px; padding: 0px; font-family: &quot;Roboto Condensed&quot;, sans-serif;"><strong style="margin: 0px; padding: 0px;"><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;"><a href="https://tracdiathanhdat.vn/may-thuy-binh-dien-tu" style="margin: 0px; padding: 0px; color: rgb(74, 75, 75); text-decoration-line: none; transition: color 0.2s linear 0s; font-size: 13px; outline: 0px;"><span style="margin: 0px; padding: 0px; color: rgb(0, 0, 0);">M&aacute;y thủy b&igrave;nh gi&aacute; tốt nhất thị trường!</span></a></span></strong></span></span></div>
<p style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); font-family: arial; font-size: 13px; text-align: justify;">
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	<span style="margin: 0px; padding: 0px; font-family: &quot;Roboto Condensed&quot;, sans-serif; font-size: 14px;"><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;"><span style="margin: 0px; padding: 0px; color: rgb(204, 51, 0);">&gt;&gt;&gt; Cần tư vấn hay hỗ trợ li&ecirc;n hệ trực tiếp với ch&uacute;ng t&ocirc;i qua số điện thoại:&nbsp;</span><strong style="margin: 0px; padding: 0px; color: rgb(204, 51, 0);">0913 051 734/ 0942 288 388</strong><br style="margin: 0px; padding: 0px; color: rgb(204, 51, 0);" />
	<br style="margin: 0px; padding: 0px; color: rgb(204, 51, 0);" />
	<span style="margin: 0px; padding: 0px; color: rgb(204, 51, 0);">FanPage Facebook :&nbsp;</span><strong style="margin: 0px; padding: 0px; color: rgb(204, 51, 0);">Trắc Địa Th&agrave;nh Đạt</strong><br style="margin: 0px; padding: 0px; color: rgb(204, 51, 0);" />
	<br style="margin: 0px; padding: 0px; color: rgb(204, 51, 0);" />
	<span style="margin: 0px; padding: 0px; color: rgb(204, 51, 0);">Địa chỉ trực tiếp: 145 L&aacute;ng Hạ &ndash; Đống Đa &ndash; H&agrave; Nội</span></span></span></p>
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			'price' => '0',
			'type' => 'new',
			'shortdes' => '<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">C&ugrave;ng ch&uacute;ng t&ocirc;i t&igrave;m hiểu về cao độ trong khảo s&aacute;t v&agrave; x&acirc;y dựng nh&eacute;.</span></span>',
			'content' => '<h2>
	<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>I. Kh</strong>&aacute;i niệm cao&nbsp;độ trong khảo s&aacute;t v&agrave; x&acirc;y dựng</span></span></span></h2>
<br />
<h3>
	<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>1. Cao độ trong khảo s&aacute;t trắc địa, đo vẽ bản đồ&nbsp;</strong></span></span></span></h3>
<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">L&agrave; độ cao của một điểm trong kh&ocirc;ng gian, l&agrave; khoảng c&aacute;ch thẳng đứng (theo chiều lực h&uacute;t hấp dẫn) từ điểm đ&oacute; đến một mặt chuẩn. Mặt chuẩn c&oacute; thể l&agrave; một mặt phẳng hoặc mặt cong, c&oacute; thể l&agrave; mặt cố định hoặc mặt giả định bất kỳ, th&ocirc;ng thường l&agrave; mực nước biển (bỏ qua biến động do thủy triều), một mặt c&oacute; h&igrave;nh Ellipsoid tr&ograve;n xoay.<br />
<br />
Trong c&ocirc;ng t&aacute;c khảo s&aacute;t, cao độ gi&uacute;p thể hiện độ cao của vị tr&iacute; cần đo, gi&uacute;p vẽ c&aacute;c bản đồ trong kh&ocirc;ng gian 3 chiều, đường đồng mức.<br />
<br />
K&yacute; hiệu của cao độ trong c&ocirc;ng t&aacute;c đo vẽ bản đồ l&agrave; V (vertical)<br />
<br />
</span></span></span>
<h3>
	<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>2. Cao độ trong x&acirc;y dựng&nbsp;</strong></span></span></span></h3>
<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">C&ograve;n được gọi với c&aacute;i t&ecirc;n kh&aacute;c l&agrave; &ldquo;cốt&rdquo; c&ocirc;ng tr&igrave;nh (<span style="box-sizing: border-box; font-weight: bolder;">cos</span>).&nbsp;Cao độ trong x&acirc;y dựng l&agrave; khoảng c&aacute;ch t&iacute;nh từ mặt phẳng l&agrave;m chuẩn (V&iacute; dụ như s&agrave;n tầng 1) đến một vị tr&iacute; kh&aacute;c (cao hoặc thấp hơn). Cao độ được t&iacute;nh bằng m&eacute;t, độ ch&iacute;nh x&aacute;c lấy đến 3 chữ số sau dấu phẩy.&nbsp;Cao độ trong x&acirc;y dựng l&agrave; nghi&ecirc;n cứu v&agrave; đo đạc chi tiết độ cao, hướng dốc, độ dốc của khu vực chuẩn bị x&acirc;y dựng.<br />
<br />
K&yacute; hiệu của cao độ l&agrave; h&igrave;nh tam gi&aacute;c đều, nửa trắng nửa đen c&oacute; ch&uacute; th&iacute;ch số b&ecirc;n tr&ecirc;n. Mặt chuẩn được quy định c&oacute; cao độ l&agrave; &plusmn;0.000. C&aacute;c vị tr&iacute; cao hơn s&agrave;n chuẩn sẽ c&oacute; cao độ dương, c&aacute;c vị tr&iacute; thấp hơn mức chuẩn l&agrave; cao độ &acirc;m.<br />
<br />
Trong x&acirc;y dựng, cao độ l&agrave; chỉ số bắt buộc phải c&oacute;. Khi c&oacute; chỉ số cao độ ch&iacute;nh x&aacute;c, ch&uacute;ng ta mới c&oacute; thể thiết kế được c&aacute;c c&ocirc;ng tr&igrave;nh nh&agrave; ở, quy hoạch được c&aacute;c c&ocirc;ng tr&igrave;nh phụ trợ: hệ thống giao th&ocirc;ng, cống tho&aacute;t nước, hệ thống đường ống&hellip; Từ đ&oacute; gi&uacute;p tăng cường hiệu quả chống ngập &uacute;ng, bố tr&iacute; quy hoạch ph&ugrave; hợp với địa h&igrave;nh.&nbsp;</span></span></span><br />
<h2>
	<br />
	<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>II.&nbsp;</strong>Đo cao&nbsp;độ trong khảo s&aacute;t v&agrave; x&acirc;y dựng&nbsp;</span></span></span></h2>
<h3>
	<br />
	<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>1. Đo cao độ trong khảo s&aacute;t</strong></span></span></span></h3>
<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trong khảo s&aacute;t, đo vẽ bản đồ, người ta c&oacute; 2 c&aacute;ch ch&iacute;nh để đo cao độ:<br />
<br />
<strong>C&aacute;ch 1</strong>: Sử dụng&nbsp;m&aacute;y RTK&nbsp;<br />
<br />
Phưong ph&aacute;p n&agrave;y c&oacute; kết quả cao độ một c&aacute;ch nhanh ch&oacute;ng do c&aacute;c m&aacute;y RTK sẽ trực tiếp cho kết quả về kinh độ, vĩ độ, cao độ của điểm đo, v&agrave; đ&aacute;nh dấu điểm đo trực tiếp l&ecirc;n bản đồ theo hệ tọa độ được chọn sẵn.<br />
Nhược điểm của phương ph&aacute;p n&agrave;y l&agrave; sai số lớn, l&ecirc;n tới v&agrave;i centimet v&agrave; độ ổn định kh&ocirc;ng cao, do m&aacute;y phải thu được t&iacute;n hiệu GNSS mới cho kết quả, v&agrave; t&iacute;n hiệu mạnh hay yếu t&ugrave;y thuộc v&agrave;o yếu tố thời tiết, địa h&igrave;nh.</span></span></span><br />
<p style="text-align: center;">
	<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/367405302_690494259784809_1127747524179412209_n.jpg" style="width: 720px; height: 405px;" /></span></span></span></p>
<br />
<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>C&aacute;ch 2</strong>: Sử dụng m&aacute;y to&agrave;n đạc điện tử<br />
<br />
Người ta sử dụng m&aacute;y to&agrave;n đạc điện tử để dẫn cao độ từ c&aacute;c mốc tọa độ chuẩn về điểm cần đo, từ đ&oacute; x&aacute;c định tọa độ, cao độ v&agrave; đ&aacute;nh dấu l&ecirc;n bản đồ.<br />
Ưu điểm của phương ph&aacute;p n&agrave;y l&agrave; độ ch&iacute;nh x&aacute;c cao, l&ecirc;n tới h&agrave;ng milimet, nhưng nhược điểm l&agrave; mất nhiều c&ocirc;ng sức, thời gian thực hiện l&acirc;u.&nbsp;</span></span></span><br />
<p style="text-align: center;">
	<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/409378989_684998143763641_96936762872538900_n.jpg" style="width: 720px; height: 480px;" /></span></span></span></p>
<br />
<h3>
	<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>2.&nbsp; Đo cao độ trong x&acirc;y dựng</strong></span></span></span></h3>
<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">X&acirc;y dựng chi tiết cần độ ch&iacute;nh x&aacute;c gần như tuyệt đối, v&agrave; khu vực đo hẹp hơn, c&oacute; sẵn mặt chuẩn, v&igrave; thế người ta sử dụng c&ocirc;ng cụ đo l&agrave;&nbsp;m&aacute;y thủy b&igrave;nh.</span></span><br />
<span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">Trong x&acirc;y dựng, người ta cũng sử dụng m&aacute;y to&agrave;n đạc để đo cao độ, nhưng kết quả chỉ d&ugrave;ng để tham khảo, kh&ocirc;ng được d&ugrave;ng để trực tiếp đo vẽ v&agrave; thi c&ocirc;ng.</span><br />
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">So với m&aacute;y RTK v&agrave; m&aacute;y to&agrave;n đạc, m&aacute;y thủy b&igrave;nh c&oacute; gi&aacute; rẻ hơn, cấu tạo đơn giản hơn, nhưng đo cao độ lại mang về kết quả ch&iacute;nh x&aacute;c gần như tuyệt đối do việc đo đạc l&agrave; trực tiếp đọc độ cao tr&ecirc;n mia.&nbsp;<br />
<br />
Việc tiến h&agrave;nh đo đạc cao độ trong x&acirc;y dựng c&oacute; vai tr&ograve; v&ocirc; c&ugrave;ng quan trọng. Đ&acirc;y ch&iacute;nh l&agrave; chỉ số c&oacute; ảnh hưởng đến to&agrave;n bộ c&aacute;c thiết kế c&ocirc;ng tr&igrave;nh tr&ecirc;n mảnh đất đ&oacute; sau n&agrave;y. Việc x&aacute;c định được ch&iacute;nh x&aacute;c cao độ sẽ gi&uacute;p cho qu&aacute; tr&igrave;nh quy hoạch diễn ra thuận lợi v&agrave; c&oacute; tiến độ nhanh hơn.<br />
<br />
Khi c&oacute; chỉ số cao độ ch&iacute;nh x&aacute;c, ch&uacute;ng ta mới c&oacute; thể thiết kế được c&aacute;c c&ocirc;ng tr&igrave;nh nh&agrave; ở, quy hoạch được c&aacute;c c&ocirc;ng tr&igrave;nh phụ trợ: hệ thống giao th&ocirc;ng, cống tho&aacute;t nước, hệ thống đường ống&hellip; Từ đ&oacute; gi&uacute;p tăng cường hiệu quả chống ngập &uacute;ng, bố tr&iacute; quy hoạch ph&ugrave; hợp với địa h&igrave;nh.</span></span><br />
<br />
</span>
<p style="text-align: center;">
	<span style="color:#000000;"><img alt="" src="/admin/webroot/upload/image/images/How the total station work 2(1).png" style="color: rgb(0, 0, 0); font-family: tahoma, geneva, sans-serif; font-size: 14px; width: 512px; height: 512px;" /></span></p>
<h2>
	<br />
	<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>III. Tham khảo c&aacute;ch đo cao độ bằng m&aacute;y thuỷ b&igrave;nh</strong></span></span></span></h2>
<br />
<br />
<p style="text-align: center;">
	<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/NIKON-AX-2s_[27723]_1200(1).jpg" style="width: 600px; height: 450px;" /></span></span></span></p>
<br />
<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Việc đo cao độ bằng m&aacute;y thủy b&igrave;nh ch&iacute;nh l&agrave; t&igrave;m ra sự ch&ecirc;nh lệch về độ cao giữa c&aacute;c điểm được quy định sẵn. Từ đ&oacute; ch&uacute;ng ta sẽ t&iacute;nh ra được cao độ của vị tr&iacute; cần đo. C&aacute;ch đo n&agrave;y được &aacute;p dụng phổ biến tại c&aacute;c c&ocirc;ng tr&igrave;nh quy hoạch đ&ocirc; thị hiện nay.<br />
<br />
Việc đo cao độ bằng m&aacute;y thủy b&igrave;nh được tiến h&agrave;nh qua c&aacute;c bước sau:</span></span></span><br />
<br />
<ul>
	<li>
		<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">X&aacute;c định vị tr&iacute; đặt m&aacute;y thủy b&igrave;nh</span></span></span></li>
</ul>
<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">T&ugrave;y thuộc v&agrave;o từng địa h&igrave;nh kh&aacute;c nhau m&agrave; ch&uacute;ng ta sẽ c&oacute; những vị tr&iacute; cần đo cao độ kh&aacute;c nhau. Tuy nhi&ecirc;n khi lựa chọn vị tr&iacute; đặt m&aacute;y thủy b&igrave;nh ch&uacute;ng ta cần chọn địa điểm c&oacute; độ cao cao hơn vị tr&iacute; l&agrave;m mốc. Vị tr&iacute; đặt m&aacute;y cần c&oacute; nền đất kh&ocirc; r&aacute;o, kh&ocirc;ng bị sụt l&uacute;n. Gi&aacute; của m&aacute;y thủy b&igrave;nh phải được đặt chắc chắn v&agrave; c&acirc;n bằng.</span></span></span><br />
<ul>
	<li>
		<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tiến h&agrave;nh đo cao độ</span></span></span></li>
</ul>
<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Người đo sẽ ngắm c&aacute;c điểm hiện l&ecirc;n nhờ mia, sau đ&oacute; điều chỉnh sao cho h&igrave;nh ảnh hiển thị r&otilde; r&agrave;ng nhất. Th&ocirc;ng số tr&ecirc;n mia được đọc theo h&agrave;ng m v&agrave; h&agrave;ng dm, mỗi khoảng đen trắng đỏ tr&ecirc;n mia tương ứng l&agrave; 0.1 dm. Cuối c&ugrave;ng dựa v&agrave;o c&aacute;c chỉ số để t&iacute;nh to&aacute;n ch&uacute;ng ta sẽ cho ra được chỉ số cao độ cuối c&ugrave;ng.</span></span></span><br />
<br />
<h2 id="4-&nbsp;dia-chi-mua-may-toan-dac-dien-tu-uy-tin" style="margin: 0px; padding: 0px; font-family: arial; line-height: 19px; color: rgb(51, 51, 51); text-rendering: optimizelegibility; font-size: 31.5px; text-align: justify;">
	<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="margin: 0px; padding: 0px;"><span style="margin: 0px; padding: 0px;">IV.</span></span>&nbsp;<strong style="margin: 0px; padding: 0px;"><span style="margin: 0px; padding: 0px;"><span style="margin: 0px; padding: 0px;">Địa chỉ mua m&aacute;y thủy</span></span></strong>&nbsp;b&igrave;nh (thủy chuẩn) uy t&iacute;n</span></span></span></h2>
<p style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); font-family: arial; font-size: 13px; text-align: justify;">
	&nbsp;</p>
<p style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); font-family: arial; font-size: 13px; text-align: justify;">
	<span style="color:#000000;"><span style="margin: 0px; padding: 0px; font-size: 14px;"><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;">C&Ocirc;NG TY CP C&Ocirc;NG NGHỆ V&Agrave; TM TH&Agrave;NH ĐẠT chuy&ecirc;n nhập khẩu, cung cấp v&agrave; chuyển giao c&ocirc;ng nghệ c&aacute;c loại&nbsp;</span></span><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">m&aacute;y thủy b&igrave;nh</span><span style="font-size: 14px;"><span style="font-family: tahoma, geneva, sans-serif;">&nbsp;(thủy chuẩn)&nbsp;</span></span><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">của c&aacute;c h&atilde;ng LEICA, NIKON, TOPCON, TRIMPLE, GEOMAX, SOKKIA, PENTAX phục vụ c&ocirc;ng t&aacute;c khảo s&aacute;t, thiết kế, x&acirc;y dựng v&agrave; đo vẽ bản đồ uy t&iacute;n l&acirc;u năm tr&ecirc;n to&agrave;n quốc.</span></span></p>
<p style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); font-family: arial; font-size: 13px; text-align: justify;">
	&nbsp;</p>
<p style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); font-family: arial; font-size: 13px; text-align: justify;">
	<span style="color:#000000;"><span style="margin: 0px; padding: 0px; font-size: 14px;"><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;">Với hơn 20 năm kinh nghiệm c&ugrave;ng</span></span><span style="margin: 0px; padding: 0px;">&nbsp;</span><span style="margin: 0px; padding: 0px; font-size: 14px;"><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;">đội ngũ nh&acirc;n vi&ecirc;n, kỹ thuật vi&ecirc;n năng động, c&oacute; tr&igrave;nh độ cao&nbsp;</span></span><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif; font-size: 14px;">ch&uacute;ng t&ocirc;i&nbsp;tự h&agrave;o v&agrave; tin tưởng Qu&yacute; kh&aacute;ch h&agrave;ng sẽ h&agrave;i l&ograve;ng khi sử dụng c&aacute;c sản phẩm v&agrave; dịch vụ do ch&uacute;ng t&ocirc;i cung cấp.</span></span></p>
<p style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); font-family: arial; font-size: 13px; text-align: justify;">
	&nbsp;</p>
<p style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); font-family: arial; font-size: 13px; text-align: justify;">
	<span style="color:#000000;"><u style="font-family: tahoma, geneva, sans-serif; font-size: 14px; margin: 0px; padding: 0px;"><strong style="margin: 0px; padding: 0px;">Li&ecirc;n hệ:&nbsp;</strong></u></span></p>
<p style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); font-family: arial; font-size: 13px; text-align: justify;">
	<br style="margin: 0px; padding: 0px;" />
	<span style="color:#000000;"><span style="margin: 0px; padding: 0px; font-size: 14px;"><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;">Số 145 L&aacute;ng Hạ, Đống Đa, H&agrave; Nội<br style="margin: 0px; padding: 0px;" />
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			'meta_key' => 'Chuyên cung cấp máy định vị vệ tinh GPS RTK, máy thủy bình, máy toàn đạc điện tử, UAV, ống nhòm, máy định vị GPS cầm tay, ... chính hãng, uy tín, giá tốt hàng đầu tại Việt Nam! Hotline: 0913051734!',
			'meta_des' => 'Chuyên cung cấp máy định vị vệ tinh GPS RTK, máy thủy bình, máy toàn đạc điện tử, UAV, ống nhòm, máy định vị GPS cầm tay, ... chính hãng, uy tín, giá tốt hàng đầu tại Việt Nam! Hotline: 0913051734!',
			'created' => '2021-09-09',
			'modified' => '2026-02-01',
			'status' => '1',
			'view' => '24657',
			'slug' => 'cung-tim-hieu-ve-cao-do-trong-khao-sat-va-xay-dung',
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			'title_seo' => 'tin tức trắc địa, cập nhật xu hướng đo đạc mới, công nghệ đo đạc, thiết bị đo đạc hiện đại, mẹo kỹ thuật trắc địa, sai số đo đạc, hệ tọa độ VN-2000, GNSS, RTK, GPS trắc địa, phần mềm trắc địa, phần mềm GIS, SurPad, LandStar, Magnet Field, Leica Captivate, Trimble Access',
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	(int) 8 => array(
		'Post' => array(
			'id' => '648',
			'name' => 'Lựa chọn phương án đo RTK phù hợp cho dự án của bạn!',
			'code' => null,
			'alias' => 'lua-chon-phuong-an-do-rtk-phu-hop-cho-du-an-cua-ban',
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			'type' => 'new',
			'shortdes' => '<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Bạn đang băn khoăn về việc lựa chọn phương &aacute;n đo RTK n&agrave;o ph&ugrave; hợp nhất cho dự &aacute;n của bạn. C&ugrave;ng tham khảo một v&agrave;i &yacute; kiến của ch&uacute;ng t&ocirc;i nh&eacute;!</span></span>',
			'content' => '<h2>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>I. </strong><span id="cke_bm_372S" style="display: none;">&nbsp;</span><span style="display: none;">&nbsp;</span>Một v&agrave;i so s&aacute;nh giữa&nbsp;</span></span><strong style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">phương &aacute;n đo&nbsp;Radio với&nbsp;phương &aacute;n đo <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">tr</span></span></strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">ạm</span></span>&nbsp;<strong style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">CORS</strong></h2>
<h3>
	<br />
	<strong style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">1. Về phương &aacute;n đo Radio</strong></h3>
<p>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">- Radio c&oacute; những ưu điểm nổi bật sau:<br />
	&nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp;+ Độ trễ thu thấp<br />
	&nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp;+ T&iacute;n hiệu đo khỏe hơn đối với những vị tr&iacute; kh&oacute;, rậm rạp<br />
	&nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp;+ Đạt độ ch&iacute;nh x&aacute;c cao hơn về cao độ<br />
	&nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp;+ Đo được ở những vị tr&iacute; kh&ocirc;ng c&oacute; s&oacute;ng 3G, kh&ocirc;ng phụ thuộc v&agrave;o mạng, c&oacute; thể hoạt động độc lập<br />
	- Nhược điểm:<br />
	&nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp;+ Phải đầu tư th&ecirc;m trạm Base<br />
	&nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp;+ Khoảng c&aacute;ch đo bị giới hạn hơn (b&aacute;n k&iacute;nh từ 10-15km)</span></span><br />
	&nbsp;</p>
<h3>
	<strong style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">2. Về phương &aacute;n đo trạm CORS</strong></h3>
<p>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">- Ưu điểm của trạm CORS:<br />
	&nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp;+ Chỉ cần đầu tư 01 m&aacute;y Rover<br />
	&nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp;+ Kh&ocirc;ng giới hạn khoảng c&aacute;ch, c&oacute; thể đo được mọi vị tr&iacute; c&oacute; s&oacute;ng 3G v&agrave; c&oacute; t&iacute;n hiệu trạm CORS phủ đến<br />
	- Nhược điểm của trạm CORS:<br />
	&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp; + T&iacute;n hiệu đo kh&ocirc;ng khỏe bằng đo Radio<br />
	&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp; + Độ ch&iacute;nh x&aacute;c về độ cao thấp hơn đo Radio<br />
	&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp; + Chỉ đo được ở khu vực c&oacute; s&oacute;ng 3G v&agrave; c&oacute; t&iacute;n hiệu trạm CORS<br />
	&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp; + Phải trả ph&iacute; (trong tương lai, hiện tại đang cho miễn ph&iacute;)</span></span></p>
<h2>
	<br />
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>II. T&igrave;nh h&igrave;nh ph&acirc;n bổ trạm CORS hiện nay</strong></span></span></h2>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Theo đ&aacute;nh gi&aacute; của kh&aacute;ch h&agrave;ng th&igrave; hiện nay hệ thống trạm CORS Cục tương đối ổn định, t&iacute;n hiệu rất tốt. V&ugrave;ng phủ s&oacute;ng cũng tương đối rộng. Tuy nhi&ecirc;n độ ch&iacute;nh x&aacute;c tốt chỉ nằm trong c&aacute;c khu vực c&oacute; s&oacute;ng mạng lưới VRS hoặc IMAX. Độ ch&iacute;nh x&aacute;c về độ cao cũng chưa được tốt lắm. Nếu c&ocirc;ng tr&igrave;nh ở mức độ kh&ocirc;ng y&ecirc;u cầu qu&aacute; cao về cao độ th&igrave; d&ugrave;ng rất ổn.<br />
<br />
Dưới đ&acirc;y l&agrave; sơ đồ ph&acirc;n bố hệ thống trạm CORS Cục bản đồ.</span></span><br />
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/he-thong-tram-cors-viet-nam-2020(1).jpg" style="width: 600px; height: 800px;" /><br />
&nbsp;<br />
&gt;&gt;&gt; Tr&ecirc;n đ&acirc;y l&agrave; một v&agrave;i ph&acirc;n t&iacute;ch về ưu, nhược điểm của hai phương &aacute;n. Để lựa chọn th&igrave; anh (chị) n&ecirc;n c&acirc;n nhắc dựa tr&ecirc;n c&aacute;c ph&acirc;n t&iacute;ch tr&ecirc;n. Cụ thể:</span></span><br />
<br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trường hợp nhu cầu c&ocirc;ng việc kh&ocirc;ng y&ecirc;u cầu qu&aacute; cao về độ ch&iacute;nh x&aacute;c cao độ (đo địa ch&iacute;nh, địa h&igrave;nh tỷ lệ nhỏ); c&ocirc;ng tr&igrave;nh ở khu vực kh&ocirc;ng qu&aacute; kh&oacute; khăn th&igrave; lựa chọn Rover đo trạm CORS l&agrave; một giải ph&aacute;p hợp l&yacute;</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trường hợp c&aacute;c c&ocirc;ng tr&igrave;nh, dự &aacute;n ở khu vực kh&oacute; khăn, kh&ocirc;ng c&oacute; mạng 3G, 4G, kh&ocirc;ng nằm trong v&ugrave;ng phủ s&oacute;ng trạm CORS; hoặc y&ecirc;u cầu độ ch&iacute;nh x&aacute;c cao về độ cao (khảo s&aacute;t tuyến giao th&ocirc;ng, thủy lợi, đo bản đồ địa h&igrave;nh tỷ lệ lớn),.. th&igrave; lựa chọn đo Radio sẽ ph&ugrave; hợp hơn.</span></span></li>
</ul>
<h2>
	<br />
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">III.&nbsp;<span style="color: rgb(51, 51, 51); text-align: justify;">Địa chỉ mua m</span>&aacute;y định&nbsp; vị vệ tinh GNSS RTK<span style="color: rgb(51, 51, 51); text-align: justify;">&nbsp;uy t&iacute;n</span></span></span></h2>
<br style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); font-family: arial; font-size: 13px; text-align: justify;" />
<span style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); font-family: arial; text-align: justify; font-size: 14px;"><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;">C&Ocirc;NG TY CP C&Ocirc;NG NGHỆ V&Agrave; TM TH&Agrave;NH ĐẠT chuy&ecirc;n nhập khẩu, cung cấp v&agrave; chuyển giao c&ocirc;ng nghệ c&aacute;c loại m&aacute;y định vị vệ tinh GNSS RTK của c&aacute;c h&atilde;ng <strong>Leica, Topcon, Sokkia, E-Survey, Hi- Target, Foif,....</strong>&nbsp;phục vụ c&ocirc;ng t&aacute;c khảo s&aacute;t, đo vẽ bản đồ uy t&iacute;n l&acirc;u năm tr&ecirc;n to&agrave;n quốc. C&aacute;c loại m&aacute;y định vị vệ tinh GNSS RTk m&agrave; ch&uacute;ng t&ocirc;i ph&acirc;n phối phong ph&uacute; về chủng loại, đa dạng về mẫu m&atilde; ph&ugrave; hợp với từng đối tượng kh&aacute;ch h&agrave;ng.</span></span><br />
<br />
<span style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); font-family: arial; text-align: justify; font-size: 14px;"><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;">Với hơn 20 năm kinh nghiệm c&ugrave;ng</span></span><span style="color: rgb(51, 51, 51); font-family: arial; font-size: 13px; text-align: justify;">&nbsp;</span><span style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); font-family: arial; text-align: justify; font-size: 14px;"><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;">đội ngũ nh&acirc;n vi&ecirc;n, kỹ thuật vi&ecirc;n năng động, c&oacute; tr&igrave;nh độ cao&nbsp;</span></span><span style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); text-align: justify; font-family: tahoma, geneva, sans-serif; font-size: 14px;">ch&uacute;ng t&ocirc;i&nbsp;tự h&agrave;o v&agrave; tin tưởng Qu&yacute; kh&aacute;ch h&agrave;ng sẽ h&agrave;i l&ograve;ng khi sử dụng c&aacute;c sản phẩm v&agrave; dịch vụ do ch&uacute;ng t&ocirc;i cung cấp.</span><br style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); font-family: arial; font-size: 13px; text-align: justify;" />
<br style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); font-family: arial; font-size: 13px; text-align: justify;" />
<div style="margin: 0px; padding: 0px; line-height: 20px;">
	<u style="font-family: tahoma, geneva, sans-serif; color: rgb(51, 51, 51); font-size: 14px; text-align: justify; margin: 0px; padding: 0px;"><strong style="margin: 0px; padding: 0px;">Li&ecirc;n hệ:&nbsp;</strong></u></div>
<br style="margin: 0px; padding: 0px;" />
<span style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); font-family: arial; text-align: justify; font-size: 14px;"><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;">Số 50 L&aacute;ng Hạ, Đống Đa, H&agrave; Nội<br style="margin: 0px; padding: 0px;" />
Số 5/161 Nguyễn Tu&acirc;n. Thanh Xu&acirc;n, H&agrave; Nội<br style="margin: 0px; padding: 0px;" />
Tel: 024.37764930<br style="margin: 0px; padding: 0px;" />
Hotline: 0913051734 (call/imesage/zalo)<br style="margin: 0px; padding: 0px;" />
Website:&nbsp;<a href="http://www.tracdiathanhdat.vn/?fbclid=IwAR3altI5BIG46Mm2_6oxBl-TQxXGfXGEm4M1GUGsoDeNELr3WrYUlO7g2jk" style="margin: 0px; padding: 0px; color: rgb(74, 75, 75); text-decoration-line: none; transition: color 0.2s linear 0s; font-size: 13px;" target="_blank">www.tracdiathanhdat.vn</a><br style="margin: 0px; padding: 0px;" />
Email: tracdiathanhdat@gmail.com</span></span><br style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); font-family: arial; font-size: 13px; text-align: justify;" />
<span style="color: rgb(51, 51, 51); font-family: arial; font-size: 13px; text-align: justify;">&nbsp;</span><br style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); font-family: arial; font-size: 13px; text-align: justify;" />
<span style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); font-family: arial; text-align: justify; font-size: 14px;"><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;"><strong style="margin: 0px; padding: 0px;">@ Lu&ocirc;n&nbsp;đồng h&agrave;nh c&ugrave;ng bạn!</strong></span></span><br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">&nbsp;</span></span>',
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			'title_seo' => 'tin tức trắc địa, cập nhật xu hướng đo đạc mới, công nghệ đo đạc, thiết bị đo đạc hiện đại, mẹo kỹ thuật trắc địa, sai số đo đạc, hệ tọa độ VN-2000, GNSS, RTK, GPS trắc địa, phần mềm trắc địa, phần mềm GIS, SurPad, LandStar, Magnet Field, Leica Captivate, Trimble Access',
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			'meta_des' => 'phần mềm máy đo đạc, phần mềm GIS, phần mềm trút dữ liệu',
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	(int) 9 => array(
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			'id' => '644',
			'name' => 'GNSS RTK',
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			'shortdes' => '<span style="font-family:tahoma,geneva,sans-serif;"><span style="box-sizing: border-box; margin: 0px; padding: 0px; border: 0px; background-image: initial; background-position: 0px 0px; background-size: initial; background-repeat: initial; background-attachment: initial; background-origin: initial; background-clip: initial; outline: 0px; vertical-align: top; color: rgb(0, 0, 0); font-size: 14px; text-align: justify; font-weight: 700 !important;">GNSS RTK</span><span style="color: rgb(0, 0, 0); font-size: 14px; text-align: justify;">&nbsp;được biết đến l&agrave; thiết bị d&ugrave;ng trong c&ocirc;ng t&aacute;c trắc địa gi&uacute;p hỗ trợ qu&aacute; tr&igrave;nh khảo s&aacute;t địa h&igrave;nh. Với khả năng tự động vẽ v&agrave; lưu lại c&aacute;c khu vực khảo s&aacute;t gi&uacute;p nhanh ch&oacute;ng ho&agrave;n thiện c&aacute;c bản vẽ đầy đủ, ch&iacute;nh x&aacute;c với c&aacute;c th&ocirc;ng số kỹ thuật cần thiết. Đ&acirc;y l&agrave; thiết bị hỗ trợ đắc lực cho những người l&agrave;m c&ocirc;ng t&aacute;c trắc địa để c&oacute; thể ho&agrave;n th&agrave;nh c&ocirc;ng việc nhanh ch&oacute;ng, tiết kiệm thời gian v&agrave; chi ph&iacute; với độ ch&iacute;nh x&aacute;c cao.</span></span>',
			'content' => '<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tr&ecirc;n thị trường hiện nay c&oacute; rất nhiều d&ograve;ng m&aacute;y GNSS RTK với&nbsp;sự đa dạng về kiểu d&aacute;ng thiết kế, c&aacute;c t&iacute;nh năng cũng như k&iacute;ch thước cho kh&aacute;ch h&agrave;ng lựa chọn. Với mỗi sản phẩm sẽ c&oacute; những đặc t&iacute;nh cũng như c&ocirc;ng năng ri&ecirc;ng ph&ugrave; hợp với nhu cầu sử dụng của từng đối tượng kh&aacute;ch h&agrave;ng cũng như t&iacute;nh chất c&ocirc;ng việc. C&ugrave;ng t&igrave;m hiểu&nbsp;ưu v&agrave; nhược&nbsp;điểm của m&aacute;y GNSS RTK&nbsp;để c&oacute; c&aacute;i nh&igrave;n tổng quan về n&oacute; trước khi bạn lựa chọn&nbsp;đầu tư cho dự&nbsp;&aacute;n của m&igrave;nh.</span></span><br />
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> <strong>Ưu điểm nổi bật của&nbsp;m&aacute;y GNSS RTK&nbsp;</strong><br />
<br />
Đảm bảo độ ch&iacute;nh x&aacute;c cao nhất trong qu&aacute; tr&igrave;nh l&agrave;m việc. Đối với c&ocirc;ng t&aacute;c trắc địa th&igrave; độ ch&iacute;nh x&aacute;c l&agrave; th&ocirc;ng số quan trọng nhất cần hướng tới trong qu&aacute; tr&igrave;nh l&agrave;m việc do đ&oacute; c&aacute;c thiết bị hỗ trợ cũng cần tối ưu h&oacute;a được yếu tố n&agrave;y. Với việc &aacute;p dụng c&ocirc;ng nghệ RTK cũng như CORS&nbsp;Network c&aacute;c mẫu m&aacute;y n&agrave;y đảm bảo mang đến c&aacute;c th&ocirc;ng số chuẩn nhất để cung cấp dữ liệu cho qu&aacute; tr&igrave;nh vẽ cũng như h&igrave;nh th&agrave;nh c&aacute;c dữ liệu chung.<br />
&nbsp;<br />
Trong việc sử dụng c&ocirc;ng nghệ GNSS th&igrave; CORS l&agrave; trạm tham chiếu hoạt động li&ecirc;n tục để tạo sự li&ecirc;n kết c&aacute;c thiết bị với đường truyền t&iacute;n hiệu. C&ocirc;ng nghệ n&agrave;y gi&uacute;p khoảng c&aacute;ch tối&nbsp;đa giữa trạm gốc v&agrave; m&aacute;y định vị GNSS được thiết lập khoảng 10 - 15km,&nbsp; gi&uacute;p tăng khoảng c&aacute;ch cho hoạt động của m&aacute;y. Điều n&agrave;y gi&uacute;p giảm nh&acirc;n c&ocirc;ng cũng như chi ph&iacute; trong qu&aacute; tr&igrave;nh l&agrave;m việc.<br />
<br />
Với thiết kế nhỏ gọn, dễ d&agrave;ng di chuyển gi&uacute;p mang đến sự tiện lợi tối đa trong qu&aacute; tr&igrave;nh sử dụng.&nbsp;<br />
<br />
Một ưu điểm phải kế đến của loại m&aacute;y GNSS RTK đ&oacute; l&agrave; việc t&iacute;ch hợp nhiều t&iacute;nh năng th&ocirc;ng minh trong c&ugrave;ng thiết bị. C&aacute;c t&iacute;nh năng điều khiển bằng giọng n&oacute;i, bảng điều khiển điện tử, việc thay đổi k&iacute;ch thước m&aacute;y được t&iacute;ch hợp &hellip;gi&uacute;p dễ d&agrave;ng sử dụng cũng như c&oacute; thể thực hiện được nhiều chức năng kh&aacute;c nhau c&ugrave;ng l&uacute;c.<br />
<br />
Bộ nhớ trong lớn gi&uacute;p tăng khả năng lưu trữ th&ocirc;ng tin c&ugrave;ng với đ&oacute; l&agrave; khả năng kết nối với m&aacute;y t&iacute;nh, điện thoại, bluetooth hay 3G, 4G gi&uacute;p n&acirc;ng cao tối đa được c&aacute;c c&ocirc;ng năng cũng như sự tiện lợi trong qu&aacute; tr&igrave;nh sử dụng.<br />
&nbsp;<br />
Khả năng kết nối với c&aacute;c thiết bị kh&aacute;c tối ưu c&ugrave;ng với hệ thống CORS.<br />
<br />
Với chất liệu cao cấp c&oacute; khả năng chống va đập cũng như hạn chế tối đa c&aacute;c t&aacute;c động của c&aacute;c yếu tố b&ecirc;n ngo&agrave;i gi&uacute;p mang đến sản phẩm bền đẹp l&acirc;u d&agrave;i theo thời gian sử dụng.<br />
<br />
<img alt="" src="/admin/webroot/upload/image/images/phân phối máy định vị vệ tinh 2 tần số rtk (1).png" style="width: 850px; height: 604px;" /><br />
<br />
<strong>Nhược điểm của m&aacute;y GNSS RTK</strong><br />
<br />
Hiện nay,&nbsp;m&aacute;y GPS &ndash;GNSS RTK&nbsp;chất lượng d&ugrave; đ&atilde; được t&iacute;ch hợp đầy đủ c&aacute;c t&iacute;nh năng nhưng để c&oacute; được độ ch&iacute;nh x&aacute;c tuyệt đối c&ugrave;ng với vi</span>ệc</span>&nbsp;<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">thực hiện th&ecirc;m nhiều c&ocirc;ng việc kh&aacute;c c&aacute;c bạn cần phải c&oacute; sự kết nối th&ecirc;m c&aacute;c thiết bị kh&aacute;c để sử dụng.<br />
<br />
Giới hạn l&agrave;m việc của m&aacute;y trong một phạm vi nhất định cũng l&agrave; một kh&oacute; khăn trong qu&aacute; tr&igrave;nh sử dụng. Do đ&oacute;, cần t&igrave;m hiểu đầy đủ c&aacute;c th&ocirc;ng số của m&aacute;y trước khi lựa chọn để ph&ugrave; hợp với đặc điểm c&ocirc;ng việc.<br />
<br />
Gi&aacute; th&agrave;nh cao cũng l&agrave; một nhược điểm cần t&iacute;nh đến khi quyết định đầu tư.&nbsp;<br />
<br />
<img alt="" src="/admin/webroot/upload/image/images/Máy RTK.png" style="width: 850px; height: 680px;" /><br />
<br />
</span></span>',
			'images' => '2021081816133230412c34d3b16d2ec66a3d1eba4d0d89.jpg',
			'images_multi' => '',
			'pos' => null,
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			'title_seo' => 'Máy RTK',
			'meta_key' => 'Máy RTK, máy định vị vệ tinh RTK, máy GPS RTK, máy định vị vệ tinh GNSS RTK, máy RTK giá rẻ, máy RTK tốt nhất',
			'meta_des' => 'Chuyên cung cấp máy định vị vệ tinh GPS RTK, máy thủy bình, máy toàn đạc điện tử, UAV, ống nhòm, máy định vị GPS cầm tay, ... chính hãng, uy tín, giá tốt hàng đầu tại Việt Nam! Hotline: 0913051734!',
			'created' => '2021-08-18',
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			'status' => '1',
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			'name' => 'Blogs',
			'parent_id' => null,
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			'images' => '',
			'lft' => '103',
			'rght' => '104',
			'pos' => '5',
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			'title_seo' => 'tin tức trắc địa, cập nhật xu hướng đo đạc mới, công nghệ đo đạc, thiết bị đo đạc hiện đại, mẹo kỹ thuật trắc địa, sai số đo đạc, hệ tọa độ VN-2000, GNSS, RTK, GPS trắc địa, phần mềm trắc địa, phần mềm GIS, SurPad, LandStar, Magnet Field, Leica Captivate, Trimble Access',
			'meta_key' => 'tin tức trắc địa, cập nhật xu hướng đo đạc mới, công nghệ đo đạc, thiết bị đo đạc hiện đại, mẹo kỹ thuật trắc địa, sai số đo đạc, hệ tọa độ VN-2000, GNSS, RTK, GPS trắc địa, phần mềm trắc địa, phần mềm GIS, SurPad, LandStar, Magnet Field, Leica Captivate, Trimble Access',
			'meta_des' => 'phần mềm máy đo đạc, phần mềm GIS, phần mềm trút dữ liệu',
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)
$detailNews = array(
	'Post' => array(
		'id' => '721',
		'name' => 'Định vị công trình bằng máy toàn đạc điện tử',
		'code' => null,
		'alias' => 'dinh-vi-cong-trinh-bang-may-toan-dac-dien-tu',
		'cat_id' => '40',
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		'shortdes' => '<p style="margin: 0in 0in 15.6pt; text-align: justify; background-image: initial; background-position: initial; background-size: initial; background-repeat: initial; background-attachment: initial; background-origin: initial; background-clip: initial;">
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="color: rgb(51, 51, 51);">Định vị thi c&ocirc;ng c&ocirc;ng tr&igrave;nh l&agrave; c&ocirc;ng t&aacute;c trắc địa nhằm x&aacute;c định vị tr&iacute; mặt&nbsp;<span style="box-sizing: border-box; touch-action: manipulation; color: rgb(51, 72, 98);">bằng</span>&nbsp;của c&aacute;c điểm, c&aacute;c đường thẳng, c&aacute;c điểm chi tiết của c&ocirc;ng tr&igrave;nh x&acirc;y dựng tr&ecirc;n đất liền cũng như tr&ecirc;n mặt nước theo đ&uacute;ng thiết kế.</span></span></span><span style="font-size:11.5pt;
font-family:Montserrat;color:#333333"><o:p></o:p></span></p>
',
		'content' => '<h2>
	<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>I. T&igrave;m hiểu về định vị thi c&ocirc;ng c&ocirc;ng tr&igrave;nh&nbsp;</strong></span></span></span></h2>
<br />
<p>
	<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Định vị thi c&ocirc;ng c&ocirc;ng tr&igrave;nh l&agrave; c&ocirc;ng t&aacute;c trắc địa nhằm x&aacute;c định vị tr&iacute; mặt&nbsp;bằng&nbsp;của c&aacute;c điểm, c&aacute;c đường thẳng, c&aacute;c điểm chi tiết của c&ocirc;ng tr&igrave;nh x&acirc;y dựng tr&ecirc;n đất liền cũng như tr&ecirc;n mặt nước theo đ&uacute;ng thiết kế.<br />
	<br />
	Định vị c&ocirc;ng tr&igrave;nh bằng m&aacute;y to&agrave;n đạc c&oacute; thể hiểu l&agrave; thao t&aacute;c sử dụng m&aacute;y to&agrave;n đạc để khảo s&aacute;t, x&aacute;c định vị tr&iacute; tọa độ c&ocirc;ng tr&igrave;nh chi tiết, nhanh ch&oacute;ng v&agrave; ch&iacute;nh x&aacute;c. C&aacute;c kỹ sư sẽ nhập c&aacute;c tham số tr&ecirc;n bản vẽ v&agrave;o m&aacute;y. Sau đ&oacute;, c&aacute;c thuật to&aacute;n của m&aacute;y to&agrave;n đạc sẽ xử l&yacute; những số liệu n&agrave;y. Cuối c&ugrave;ng, m&aacute;y to&agrave;n đạc&nbsp;sẽ khảo s&aacute;t, x&aacute;c định chi tiết v&agrave; x&aacute;c thực những vị tr&iacute; điểm ra thực địa.&nbsp;<br />
	<br />
	Chỉ cần tr&iacute;ch xuất những vị tr&iacute; tọa độ ch&iacute;nh x&aacute;c điểm tr&ecirc;n bản vẽ sang&nbsp;<strong><a href="https://tracdiathanhdat.vn/may-toan-dac-dien-tu">m&aacute;y to&agrave;n đạc điện tử</a> , </strong>&nbsp;m&aacute;y sẽ xử l&yacute; c&aacute;c th&ocirc;ng số n&agrave;y. Sau đ&oacute;, m&aacute;y triển khai vị tr&iacute; những tim trục tr&ecirc;n bản đồ l&ecirc;n thực địa. Nhờ vậy, sẽ định vị được x&aacute;c thực tim trục của nền m&oacute;ng cho những bước thi c&ocirc;ng tiếp theo.</span></span></span></p>
<p style="text-align: center;">
	<br />
	<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/dinh-vi-cong-trinh-bang-may-toan-dac.jpg" style="width: 620px; height: 360px;" /></span></span></span></p>
<h2>
	<br />
	<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>II. Phương ph&aacute;p thực hiện định vị c&ocirc;ng tr&igrave;nh bằng m&aacute;y to&agrave;n đạc điện tử</strong></span></span></span></h2>
<p style="text-align: center;">
	<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">&nbsp; &nbsp; &nbsp;&nbsp;<img alt="" 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" style="height: 411px; width: 620px;" /></span></span></span></p>
<p style="text-align: center;">
	<em><span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">&nbsp; &nbsp; &nbsp;Bản vẽ mặt bằng mộtt nh&agrave; xưởng</span></span></span></em><br />
	&nbsp;</p>
<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Reference Line (Định ᴠị c&ocirc;ng tr&igrave;nh theo đường chuẩn l&agrave; đường thẳng): một đường chuẩn c&oacute; thể được х&aacute;c định bằng c&aacute;ch tham chiếu tới 1 đường thẳng gốc đ&atilde; biết.&nbsp;<br />
<br />
1. X&aacute;c định đường gốc<br />
<br />
Một đường gốc được gắn ᴠới 2 điểm gốc ᴠ&agrave; được х&aacute;c định theo 3 c&aacute;ch: Đo đến điểm gốc; Nhập toạ độ bằng taу; Gọi điểm từ bộ nhớ.<br />
<br />
a) Đo tới điểm gốc. Nhập t&ecirc;n điểm <strong>PtID</strong> ᴠ&agrave; đo bằng ph&iacute;m&nbsp;<br />
b) Với điểm gốc đ&atilde; biết toạ độ t&igrave;m kiếm điểm <strong>PtID</strong> trong bộ nhớ. Nhập toạ độ bằng taу. Hiển thị những điểm ѕẵn trong m&aacute;у.<br />
&nbsp; &nbsp; (1) Điểm gốc trang bị 1&nbsp;<br />
&nbsp; &nbsp; (2) Điểm gốc thứ hai.<br />
&nbsp; &nbsp; (3) Đường gốc.<br />
&nbsp; &nbsp; (4) Đường chuẩn.<br />
<br />
2. Dịch chuуển/Quaу đường gốc<br />
Đường gốc được dịch chuуển ѕong ѕong, chiều dọc, chiều đứng hoặc l&agrave; quaу. Tất cả c&aacute;c kết quả đo ѕau đ&oacute; ѕẽ ảnh hưởng đến đường chuẩn.<br />
&nbsp; &nbsp; <strong>BP</strong>: Điểm gốc.<br />
&nbsp; &nbsp; <strong>BL</strong>: Đường gốc.<br />
&nbsp; &nbsp; <strong>RP</strong>: Điểm chuẩn.<br />
&nbsp; &nbsp; <strong>RL</strong>: Đường chuẩn.<br />
&nbsp; &nbsp; <strong>Off</strong>: Dịch chuуển ѕong ѕong.<br />
&nbsp; &nbsp; <strong>L</strong>: Dịch chuуển theo chiều dọc.<br />
&nbsp; &nbsp; <strong>R</strong>: Th&ocirc;ng ѕố quaу.<br />
<br />
Nhập th&ocirc;ng ѕố: Sử dụng ph&iacute;m n&agrave;у để chuуển con trỏ đến trường th&ocirc;ng ѕố bắt buộc nhập.&nbsp;Ta c&oacute; thể nhập c&aacute;c th&ocirc;ng ѕố như ѕau:<br />
&nbsp; &nbsp; <strong>Offѕet</strong>: Dịch chuуển đường chuẩn ѕong ѕong ᴠề ph&iacute;a b&ecirc;n cần của đường gốc, ᴠ&agrave;o hướng của đường gốc (BP1-BP2).<br />
&nbsp; &nbsp; <strong>Line</strong>: Dịch chuуển đường chuẩn theo chiều dọc t&iacute;nh từ điểm gốc trước ti&ecirc;n theo hướng từ điểm gốc đầu ti&ecirc;n tới điểm gốc vật dụng hai.<br />
&nbsp; &nbsp; <strong>Rotate</strong>: Quaу đường chuẩn theo chiều kim đồng hồ хung quanh điểm gốc.<br />
&nbsp; &nbsp; <strong>Height</strong>: Đường chuẩn cao hơn đường gốc.<br />
&nbsp; &nbsp; <strong>Ref.Hgt:Point1:</strong> Ch&ecirc;nh cao ѕo ᴠới điểm gốc chuẩn nhất.<br />
&nbsp; &nbsp; <strong>Point 2</strong>: Ch&ecirc;nh cao ѕo ᴠới điểm gốc chuẩn hai.<br />
&nbsp; &nbsp; <strong>Interpolated:</strong> Ch&ecirc;nh cao dọc theo đường chuẩn.<br />
&nbsp; &nbsp; <strong>No height</strong>: Ch&ecirc;nh cao kh&ocirc;ng được t&iacute;nh to&aacute;n ᴠ&agrave; hiển thị.<br />
<br />
3. Tiến h&agrave;nh đo hoặc chuуển ѕang chế độ chuуển điểm bề ngo&agrave;i ra thực địa. Tiến h&agrave;nh đo đến điểm đ&iacute;ch. Chuуển ѕang chế độ chuуển điểm bề ngo&agrave;i ra thực địa.<br />
<br />
4. Ứng dụng tương trợ &ldquo;Line&amp;Offѕet&rdquo;:&nbsp;t&iacute;nh to&aacute;n ra ᴠị tr&iacute; của điểm đo ѕo ᴠới đường chuẩn bằng c&aacute;ch hiển thị c&aacute;c lệch dọc trục, lệch ngang, ch&ecirc;nh cao&hellip;<br />
&nbsp;</span></span></span><br />
<p style="box-sizing: border-box; margin-bottom: 1.3em; margin-top: 0px; color: rgb(66, 66, 66); font-family: Roboto, sans-serif; font-size: 15px; text-align: justify;">
	<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trắc đạc c&ocirc;ng tr&igrave;nh hay đo đạc c&ocirc;ng tr&igrave;nh l&agrave; khảo s&aacute;t v&agrave; khai triển bản vẽ thiết kế của c&ocirc;ng tr&igrave;nh ra thực địa, d&ugrave;ng cho thi c&ocirc;ng v&agrave; gi&aacute;m s&aacute;t x&acirc;y dựng c&ocirc;ng tr&igrave;nh đ&uacute;ng bản vẽ thiết kế. Quan trắc dịch chuyển của c&ocirc;ng tr&igrave;nh ra thực địa, chuy&ecirc;n dụng cho thi c&ocirc;ng v&agrave; gi&aacute;m s&aacute;t x&acirc;y dựng c&ocirc;ng tr&igrave;nh đ&uacute;ng bản vẽ thiết kế. C&ocirc;ng cụ đo bằng những mẫu m&aacute;y đo đạc như m&aacute;y kinh vĩ, m&aacute;y thủy b&igrave;nh,m&aacute;y đo khoảng c&aacute;ch laser, m&aacute;y to&agrave;n đạc điện tử&nbsp;&hellip;&nbsp;</span></span></span></p>
<p style="box-sizing: border-box; margin-bottom: 1.3em; margin-top: 0px; color: rgb(66, 66, 66); font-family: Roboto, sans-serif; font-size: 15px; text-align: justify;">
	<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Nhiệm vụ chủ đạo của c&ocirc;ng t&aacute;c trắc địa trong x&acirc;y dựng l&agrave; đảm bảo cho c&ocirc;ng tr&igrave;nh được x&acirc;y dựng đ&uacute;ng k&iacute;ch thước h&igrave;nh học v&agrave; đ&uacute;ng vị tr&iacute; thiết kế. Chỉ khi hai y&ecirc;u cầu n&agrave;y được đ&aacute;p ứng th&igrave; c&ocirc;ng tr&igrave;nh mới mang thể vận h&agrave;nh an to&agrave;n.&nbsp;</span></span></span></p>
<h2 style="box-sizing: border-box; margin-bottom: 1.3em; margin-top: 0px; color: rgb(66, 66, 66); font-family: Roboto, sans-serif; font-size: 15px; text-align: justify;">
	<span style="font-weight: var(--h2_typography-font-weight); font-family: tahoma, geneva, sans-serif; font-size: 14px; color: rgb(0, 0, 0);">III. Những thiết bị được sử dụng trong định vị thi c&ocirc;ng c&ocirc;ng tr&igrave;nh</span></h2>
<ul style="box-sizing: border-box; color: rgb(73, 73, 73); font-family: &quot;Open Sans&quot;, Arial, Helvetica, sans-serif; font-size: 15px;">
	<li style="box-sizing: border-box;">
		<span style="color:#ff0000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><a href="https://tracdiathanhdat.vn/may-thuy-binh-tu-dong"><strong>M&aacute;y thủy b&igrave;nh tự động, m&aacute;y thủy b&igrave;nh điện tử</strong></a></span></span></span><span style="color:#000080;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">:</span></span></span><span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> X&aacute;c định cao độ, dẫn mốc cao độ, đo ch&ecirc;nh cao, quan trắc l&uacute;n&hellip;</span></span></span></li>
</ul>
<ul style="box-sizing: border-box; color: rgb(73, 73, 73); font-family: &quot;Open Sans&quot;, Arial, Helvetica, sans-serif; font-size: 15px;">
	<li style="box-sizing: border-box;">
		<span style="color:#000080;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="box-sizing: border-box; font-weight: bolder;"><a href="https://tracdiathanhdat.vn/may-toan-dac-dien-tu">M&aacute;y to&agrave;n đạc điện tử</a></span></span></span></span><span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="box-sizing: border-box; font-weight: bolder;">:</span>&nbsp;Bố tr&iacute; tr&iacute; tọa độ thiết kế ra thực địa; t&iacute;nh to&aacute;n khoảng c&aacute;ch ngang, đứng, g&oacute;c phương vị của đường, tọa độ điểm, diện t&iacute;ch v&agrave; bố tr&iacute; đường thẳng, đường cong; dẫn lưới lập mốc đường chuyền&hellip;</span></span></span></li>
</ul>
<ul style="box-sizing: border-box; color: rgb(73, 73, 73); font-family: &quot;Open Sans&quot;, Arial, Helvetica, sans-serif; font-size: 15px;">
	<li style="box-sizing: border-box;">
		<span style="color:#000080;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="box-sizing: border-box; font-weight: bolder;"><a href="https://tracdiathanhdat.vn/may-dinh-vi-ve-tinh-gps-2-tan-so-rtk">M&aacute;y định vị GNSS</a></span></span></span></span><span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="box-sizing: border-box; font-weight: bolder;">:</span>&nbsp;Khảo s&aacute;t th&agrave;nh lập lưới khống chế tọa độ; bố tr&iacute; điểm phục vụ cho c&ocirc;ng t&aacute;c chuyển điểm thiết kế ra thực địa; giao hội, bố tr&iacute; đường cong, t&iacute;nh diện t&iacute;ch&hellip;</span></span></span></li>
</ul>
<p style="box-sizing: border-box; margin-bottom: 1.3em; margin-top: 0px; color: rgb(66, 66, 66); font-family: Roboto, sans-serif; font-size: 15px; text-align: center;">
	<span style="color:#000000;"><img alt="" src="/admin/webroot/upload/image/images/Banner (665 × 295 px) (31).png" style="width: 665px; height: 295px;" /></span></p>
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		'title_seo' => 'tin tức trắc địa, cập nhật xu hướng đo đạc mới, công nghệ đo đạc, thiết bị đo đạc hiện đại, mẹo kỹ thuật trắc địa, sai số đo đạc, hệ tọa độ VN-2000, GNSS, RTK, GPS trắc địa, phần mềm trắc địa, phần mềm GIS, SurPad, LandStar, Magnet Field, Leica Captivate, Trimble Access',
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	'id' => '1',
	'name' => 'Công ty CP Công nghệ và Thương mại Thành Đạt',
	'title' => 'Chuyên phân phối máy đo đạc, trắc địa: Máy GPS RTK, máy thủy bình, máy toàn đạc, máy scanner, UAV chính hãng (LEICA, TOPCON, NIKON, TRIMPLE, SOKKIA, DJI, PENTAX, GARMIN,...)',
	'address_eng' => '',
	'address' => '<p>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong><u>Văn ph&ograve;ng</u></strong></span></span><span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">: Số 157&nbsp;Đặng Văn Ngữ, Phường Kim Li&ecirc;n, H&agrave; Nội</span></span></p>
<p>
	<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">MST:<strong><a href="javascript: void(0)" style="font-size:11px;"><span style="color:#ffffff;"> 0103764857 </span></a></strong>do Sở KHĐT TP. H&agrave; Nội cấp ng&agrave;y 28-04-2009<br />
	Điện thoại:&nbsp;<a href="javascript: void(0)" style="font-family: tahoma, geneva, sans-serif;font-size:11px;"><span style="color: rgb(255, 255, 255);"><strong style="font-family: arial, helvetica, sans-serif;">(</strong><strong style="font-family: arial, helvetica, sans-serif;">024) 3776 4930</strong></span></a></span></span></p>
<div>
	<p>
		<strong style="font-size: 14px; font-family: tahoma, geneva, sans-serif;"><u>Cửa h&agrave;ng</u></strong><span style="font-size: 14px; font-family: tahoma, geneva, sans-serif;">:</span></p>
</div>
<p>
	<span style="font-family: tahoma, geneva, sans-serif;">- <span style="font-size:12px;">Số <strong><span style="font-size:14px;">145 </span></strong></span></span><span style="font-size:12px;"><span style="font-family: tahoma, geneva, sans-serif;">L&aacute;ng Hạ, Phường L&aacute;ng Hạ, H&agrave; Nội</span></span></p>
<p>
	<span style="font-size:12px;"><span style="font-family: tahoma, geneva, sans-serif;">- Số 5/161 Nguyễn Tu&acirc;n, Phường Thanh Xu&acirc;n, H&agrave; Nội</span></span><br />
	<br />
	&nbsp;</p>
',
	'contactinfo_eng' => '',
	'taikhoan' => '<strong><span style="color:#04529a;">Số T&agrave;i&nbsp; khoản c&aacute;c ng&acirc;n h&agrave;ng của c&ocirc;ng ty T&acirc;n &Aacute;</span></strong><br />
<br />
1. 13022-0506-5430 - Nguyễn Văn Hiệu - Agribank - CN Trung Y&ecirc;n, HN<br />
2. 0011-00404-0367 - Nguyễn Văn Hiệu - Vietcombank - CN Sở Giao dịch, HN<br />
3. 711A-6202-9713 - Nguyễn Văn Hiệu - Vietinbank - CN Thanh Xu&acirc;n, HN<br />
4. 190-256-018-210-13 - Nguyễn Văn Hiệu - Techcombank, H&agrave; Nội<br />
5. 1231-0000-368-767 - Nguyễn Văn Hiệu - BIDV CN Quang Trung, H&agrave; Nội',
	'contactinfo' => '<div dir="rtl" style="text-align: left;">
	<u style="font-family: tahoma, geneva, sans-serif; font-size: 14px;"><strong>Văn Ph&ograve;ng</strong></u></div>
<div style="">
	<br />
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Địa chỉ:&nbsp; Số 157 Đặng Văn Ngữ, Phường Kim Li&ecirc;n, H&agrave; Nội, Việt Nam<br />
	Tel:&nbsp; &nbsp; &nbsp; &nbsp; (024) 3776 4930 &nbsp; &nbsp;<br />
	Fax:&nbsp; &nbsp; &nbsp; &nbsp;(024) 3776 5908<br />
	Email:&nbsp; &nbsp; thanhdatsurvey.JSC@gmail.com/ tracdiathanhdat@gmail.com<br />
	Hotline:&nbsp; <strong>0913 051 734</strong><br />
	<br />
	<strong><u>C</u></strong><strong><u>ửa h&agrave;ng</u></strong></span></span><br />
	<br />
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">- Số 145 L&aacute;ng Hạ, Phường L&aacute;ng Hạ, H&agrave; Nội</span></span><br />
	<img alt="" src="data:image/png;base64,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" style="height: 12px; width: 16px;" /><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">&nbsp;<strong>0942 288 388</strong></span><br />
	&nbsp;</div>
<div style="">
	<span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">- Số 5/161 Nguyễn Tu&acirc;n, Phường Thanh Xu&acirc;n, H&agrave; Nội</span></div>
<div style="">
	<img alt="" src="data:image/png;base64,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" style="height: 12px; width: 16px;" /><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">&nbsp;<strong>0949 322 456</strong></span></div>
<div style="">
	<br />
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong><u>VPĐD tại Tp. Hồ Ch&iacute; Minh</u></strong><br />
	<br />
	- 1/56 Nguyễn Th&aacute;i Sơn, Phường Hạnh Th&ocirc;ng, Hồ Ch&iacute; Minh</span></span><br />
	<img alt="" src="data:image/png;base64,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" style="height: 12px; width: 16px;" /><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">&nbsp;<strong>0904 925 936</strong></span></div>
',
	'telephone' => '01659 014592',
	'hotline' => '0913051734',
	'email' => 'tracdiathanhdat@yahoo.com',
	'url' => '',
	'meta_key' => 'Leica Geosystems, Máy RTK, máy định vị GPS, GNSS, vngeonet, máy laser, thước đo, Yamayo, máy toàn đạc điện tử, máy toàn đạc robotic, máy toàn đạc tự động, Leica, Sokkia, Nikon, Trimple, Nikon, Spectra, Topcon, ống nhòm, máy bộ đàm, thước đo Yamayo, Máy toàn đạc điện tử, Máy toàn đạc Leica, Máy toàn đạc Sokkia, máy toàn đạc Nikon, Máy toàn đạc Geomax,	Máy toàn đạc Topcon, Máy toàn đạc Trimble, Máy thủy bình tự động, Máy thủy bình leica, Máy thủy bình sokkia, Máy thủy bình Nikon, Máy thủy bình Topcon, Máy thủy bình pentax, Máy thủy bình điện tử, Máy cân bằng laser, Máy kinh vĩ nikon, Máy kinh vĩ Topcon, Máy kinh vĩ sokkia, Máy kinh vĩ geomax, Máy cân bằng laser sabaru, Máy cân bằng laser sincon, Máy cân bằng laser fukuda, Máy cân bằng laser acuza, Máy đo khoảng cách laser leica, Máy đo khoảng cách laser sincon, Máy đo khoảng cách laser bosch, Máy định vị gps 2 tần, Máy định vị gps cầm tay, Máy đo sâu, Máy bộ đàm, Phụ kiện trắc địa, Máy định vị GPS RTK GNSS, Máy định vị GPS RTK Trimble, Máy định vị GPS RTK Sokkia, Máy định vị GPS RTK Sanding, Máy định vị GPS RTK CHC, Máy định vị GPS RTK Comnav, Máy định vị GPS RTK Efix, Máy định vị GPS RTK FOIF, Máy định vị GPS RTK Geomax, Máy định vị GPS RTK Topcon, Máy định vị GPS RTK Nikon, Máy định vị GPS RTK South, Máy định vị GPS RTK Ruide, Máy định vị GPS RTK Kolida, Máy định vị GPS RTK Leica, máy định vị điểm, đo đạc, khảo sát, bản đồ, RINEX, CORS, ',
	'meta_des' => 'Chuyên cung cấp máy định vị vệ tinh GNSS RTK, máy thủy bình, máy toàn đạc, máy laser, máy GPS cầm tay, UAV, ống nhòm (LEICA, TOPCON, NIKON, TRIMPLE, SOKKIA, DJI, PENTAX, GARMIN,...). Uy tín, chất lượng, giá tốt hàng đầu tại Việt Nam!',
	'created' => '2012-06-05',
	'modified' => '1769758152',
	'youtube' => 'http://youtube.com',
	'twitter' => 'https://twitter.com/',
	'myspace' => 'https://myspace.com/',
	'facebook' => 'https://www.facebook.com/thanhdatsurvey.jsc/',
	'email2' => 'duycuong7640',
	'skype' => 'hothihuyen.hn',
	'yahoo' => 'duycuong7640',
	'yahoo1' => 'duycuong7640',
	'content' => 'Thanks for your interest in Vn Discoverytours. For a fast response, please submit this basic Quick Enquiry form below by clicking &ldquo;Submit&rdquo;, and we&rsquo;ll get back to you by e-mail within 12 to 24 hours (in working days). For urgent booking, call us at +84 974 839 873',
	'video' => '<iframe width="1280" height="720" src="https://www.youtube.com/embed/mR4kOuAkEtY" title="YouTube video player" frameborder="0" allow="accelerometer; autoplay; clipboard-write; encrypted-media; gyroscope; picture-in-picture" allowfullscreen></iframe>',
	'slogan' => 'trung tâm sửa chữa và bảo hành máy giặt electrolux',
	'slogan_eng' => '',
	'printer' => '',
	'googleplus' => '',
	'bando' => '<p>
	<iframe allowfullscreen="" frameborder="0" height="410" src="https://www.google.com/maps/embed?pb=!1m18!1m12!1m3!1d1680.2372398112452!2d105.81212934716025!3d21.01437303922492!2m3!1f0!2f0!3f0!3m2!1i1024!2i768!4f13.1!3m3!1m2!1s0x3135ab63b645b665%3A0xa6797ac6008687bf!2zQ-G7rWEgSMOgbmcgVHLhuq9jIMSQ4buLYQ!5e0!3m2!1svi!2s!4v1449908805279" style="border:0" width="600"></iframe></p>
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	'gioithieu' => '<p style="text-align: center;">
	<img alt="" src="/admin/webroot/upload/image/images/gioithieu.png" /></p>
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	'thongtincongty' => 'Sửa máy lạnh tại nhà
Sửa máy lạnh tại HCM
Sửa tủ lạnh
Bơm ga máy lạnh ',
	'trogiupkh' => 'Tai nghe Iphone
Sua may tinh tai nha
Máy Ozone Z755',
	'dichvuft' => 'Sửa máy lạnh
Bảo dưỡng máy lạnh
Vệ sinh máy lạnh
Lắp đặt máy lạnh',
	'bb' => '',
	'zing' => '',
	'hotline2' => '0912 35 65 75',
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	'theh1' => 'thanhdatsurvey.JSC',
	'hanoi' => '<div>
	<strong>C&Ocirc;NG TY CỔ PHẦN THƯƠNG MẠI HMH VIỆT NAM</strong></div>
<div>
	<strong>Địa chỉ</strong> &nbsp;: Số 51 - Trần Duy Hưng, Trung H&ograve;a, Cầu Giấy, H&agrave; Nội</div>
<div>
	<strong>Điện thoại </strong>: (04) 3641.7498 - <strong>Fax</strong>: (04) 3543.0479</div>
<div>
	<strong>Email </strong>: info@ifes.vn</div>
',
	'tphcm' => '<div>
	<strong>C&Ocirc;NG TY CỔ PHẦN THƯƠNG MẠI HMH VIỆT NAM</strong></div>
<div>
	<strong>Địa chỉ</strong>&nbsp;&nbsp;: Số 51 - Trần Duy Hưng, Trung H&ograve;a, Cầu Giấy, H&agrave; Nội</div>
<div>
	<strong>Điện thoại&nbsp;</strong>: (04) 3641.7498 -&nbsp;<strong>Fax</strong>: (04) 3543.0479</div>
<div>
	<strong>Email&nbsp;</strong>: info@ifes.vn</div>
',
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	'bandohaiphong' => '<iframe frameborder="0" height="450" src="https://www.google.com/maps/embed?pb=!1m14!1m8!1m3!1d3724.958946511035!2d105.8172709!3d20.9942827!3m2!1i1024!2i768!4f13.1!3m3!1m2!1s0x3135ac91e206c757%3A0xf0f7a088bc4c72a2!2zMTg2IEtoxrDGoW5nIFRydW5nLCBUaGFuaCBYdcOibiwgSMOgIE7hu5lpLCBWaeG7h3QgTmFt!5e0!3m2!1svi!2s!4v1419913280809" style="border:0" width="600"></iframe>',
	'gt' => '<p style="text-align: justify;">
	<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">L&agrave; c&ocirc;ng ty chuy&ecirc;n nhập khẩu,&nbsp;cung cấp v&agrave; chuyển giao c&ocirc;ng nghệ c&aacute;c loại m&aacute;y đo đạc,&nbsp;trắc địa phục vụ khảo s&aacute;t thiết kế, x&acirc;y dựng v&agrave; đo vẽ bản đồ của c&aacute;c h&atilde;ng nổi tiếng tr&ecirc;n thế giới như: LEICA, TOPCON, NIKON, PENTAX, SOKKIA, GLUNZ, TRIMPLE, SPECTRA, GEOMAX, GARMIN..., ch&uacute;ng t&ocirc;i cam kết mang tới cho kh&aacute;ch h&agrave;ng những sản phẩm ch&iacute;nh h&atilde;ng chất lượng tốt nhất, gi&aacute; cả hợp l&yacute;, hỗ trợ tư vấn, chuyển giao c&ocirc;ng nghệ miễn ph&iacute;, dịch vụ chăm s&oacute;c kh&aacute;ch h&agrave;ng tận t&acirc;m 24/7!&nbsp; </span><br />
	<br />
	<span style="font-family: tahoma, geneva, sans-serif;">Với hơn 20 năm kinh nghiệm c&ugrave;ng</span>&nbsp;<span style="font-family: tahoma, geneva, sans-serif;">đội ngũ nh&acirc;n vi&ecirc;n, kỹ thuật vi&ecirc;n năng động, c&oacute; tr&igrave;nh độ cao ch&uacute;ng t&ocirc;i&nbsp;tự h&agrave;o v&agrave; tin tưởng Qu&yacute; kh&aacute;ch h&agrave;ng sẽ h&agrave;i l&ograve;ng khi sử dụng c&aacute;c sản phẩm v&agrave; dịch vụ do ch&uacute;ng t&ocirc;i cung cấp!</span></span><br />
	&nbsp;</p>
<div style="text-align: justify;">
	<span style="color:#ff9966;"><span style="font-family:comic sans ms,cursive;"><span style="font-size:14px;"><strong style="font-family: tahoma, geneva, sans-serif;">Hỗ trợ 24/7:</strong>&nbsp;<strong>0942 288 388/</strong></span><span style="font-size: 14px;"><strong>0949 322 456</strong>&nbsp;(Zalo)&nbsp;</span></span></span></div>
',
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			'name' => 'Hướng dẫn mua hàng',
			'code' => null,
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			'cat_id' => '4',
			'price' => '0',
			'type' => 'new',
			'shortdes' => '',
			'content' => '<p>
	<span style="color:#000000;"><b><span style="font-size: 10.5pt; line-height: 107%; font-family: Verdana, sans-serif;">Cảm ơn Qu&yacute; kh&aacute;ch đ&atilde; tin tưởng lựa chọn sản phẩm v&agrave; dịch vụ vủa ch&uacute;ng t&ocirc;i!</span></b><br />
	<span style="font-size: 10.5pt; line-height: 107%; font-family: Tahoma, sans-serif;"> </span></span><span style="font-size: 10.5pt; line-height: 107%; font-family: Tahoma, sans-serif;"><!--[if !supportLineBreakNewLine]--><!--[endif]--></span></p>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="line-height: 107%;"><!--[if !supportLineBreakNewLine]--><!--[endif]--></span></span></span>
<p>
	<br />
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="color:#000000;">Qu&yacute; kh&aacute;ch c&oacute; thể mua h&agrave;ng theo những c&aacute;ch sau:</span></span></span><br />
	&nbsp;</p>
<p>
	<span style="color: rgb(0, 0, 0); font-size: 14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>1. C&aacute;ch 1: </strong>Đặt h&agrave;ng trực tiếp tại mục ĐẶT H&Agrave;NG (Th&ecirc;m v&agrave;o giỏ h&agrave;ng) tr&ecirc;n website:&nbsp;</span></span><span style="font-size: 14px;"><span style="font-family:tahoma,geneva,sans-serif;"><a href="https://maytracdiasaoviet.vn/" target="_blank"><span style="color:#000000;">https://tracdiathanhdat.vn/</span></a></span></span><span style="color: rgb(0, 0, 0); font-size: 14px;"><span style="font-family:tahoma,geneva,sans-serif;">.</span></span></p>
<p>
	<br />
	<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Ngay&nbsp;sau khi tiếp nhận th&ocirc;ng tin đặt h&agrave;ng, nh&acirc;n vi&ecirc;n kinh doanh c&ocirc;ng ty sẽ gọi điện cho qu&yacute; kh&aacute;ch để x&aacute;c nhận đơn h&agrave;ng v&agrave; tiến h&agrave;nh giao h&agrave;ng cho qu&yacute; kh&aacute;ch ngay trong ng&agrave;y.</span></span></span></p>
<br />
<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>2. C&aacute;ch 2: </strong>Đặt h&agrave;ng trực tiếp qua số hotline của c&ocirc;ng ty&nbsp;<br />
<br />
&ndash; Tại trụ sở H&agrave; Nội:&nbsp;<strong>0913 051 734&nbsp;</strong></span></span></span><span style="color: rgb(0, 0, 0); font-family: tahoma, geneva, sans-serif; font-size: 14px;">(Zalo/Call)</span><br />
<br />
<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">&ndash; Tại VPGD Hồ Ch&iacute; Minh:<strong>&nbsp;0904 925 936&nbsp;</strong></span></span></span><span style="color: rgb(0, 0, 0); font-family: tahoma, geneva, sans-serif; font-size: 14px;">(Zalo/Call)</span><br />
<br />
<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>3. C&aacute;ch 3:&nbsp;</strong>Qu&yacute; kh&aacute;ch mua h&agrave;ng trực tiếp tại địa chỉ sau:<br />
<br />
<strong>C&Ocirc;NG TY CP C&Ocirc;NG NGHỆ V&Agrave; THƯƠNG MẠI TH&Agrave;NH ĐẠT</strong></span></span></span><br />
<div style="margin: 0px; padding: 0px; color: rgb(0, 0, 0); font-family: arial; font-size: 13px; text-align: justify;">
	<br style="margin: 0px; padding: 0px;" />
	<span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">- 145 L&aacute;ng Hạ, Đống Đa, H&agrave; Nội</span><br />
	<br />
	<span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">- 5/161 Nguyễn Tu&acirc;n, Thanh Xu&acirc;n, H&agrave; Nội</span></div>
<div style="margin: 0px; padding: 0px; color: rgb(0, 0, 0); font-family: arial; font-size: 13px; text-align: justify;">
	&nbsp;</div>
<div style="margin: 0px; padding: 0px; color: rgb(0, 0, 0); font-family: arial; font-size: 13px; text-align: justify;">
	<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="margin: 0px; padding: 0px;"><span style="margin: 0px; padding: 0px;">- 1/56 Nguyễn Th&aacute;i Sơn, Phường 3, Quận G&ograve; Vấp, Hồ Ch&iacute; Minh</span></span><br style="margin: 0px; padding: 0px;" />
	<br />
	Rất mong được hợp t&aacute;c với Qu&yacute; kh&aacute;ch h&agrave;ng tr&ecirc;n cả nước.<br />
	<br />
	Tr&acirc;n trọng!</span></span></span></div>
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			'cat_id' => '4',
			'price' => '0',
			'type' => 'new',
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			'content' => '<p style="margin: 0px 0px 1.3em; padding: 0px; text-align: justify; box-sizing: border-box; color: rgb(66, 66, 66); font-family: Roboto, sans-serif; font-size: 16px;">
	<span style="color:#000000;"><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif; font-size: 14px;"><b><span style="font-size: 10.5pt; line-height: 107%; font-family: Verdana, sans-serif;">Cảm ơn Qu&yacute; kh&aacute;ch đ&atilde; tin tưởng lựa chọn sản phẩm v&agrave; dịch vụ vủa ch&uacute;ng t&ocirc;i!</span></b><br />
	<br />
	<span style="font-size: 10.5pt; line-height: 107%; font-family: Tahoma, sans-serif;"> <!--[if !supportLineBreakNewLine]--><!--[endif]--></span>&nbsp;</span><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif; font-size: 14px;">Ch&uacute;ng t&ocirc;i c</span><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">hấp nhận c&aacute;c h&igrave;nh thức thanh to&aacute;n bằng tiền mặt, chuyển khoản theo đ&uacute;ng quy định ph&aacute;p luật.&nbsp;</span></span></p>
<p style="margin: 0px 0px 1.3em; padding: 0px; box-sizing: border-box; color: rgb(66, 66, 66); font-family: Roboto, sans-serif; font-size: 16px;">
	<img alt="" src="/admin/webroot/upload/image/images/Thiết kế chưa có tên (22).png" style="width: 320px; height: 183px;" /></p>
<p style="margin: 0px 0px 1.3em; padding: 0px; text-align: justify; box-sizing: border-box; color: rgb(66, 66, 66); font-family: Roboto, sans-serif; font-size: 16px;">
	<span style="color:#000000;"><span style="margin: 0px; padding: 0px; font-size: 14px;"><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;">Qu&yacute; kh&aacute;ch c&oacute; thể chọn c&aacute;c phương thức thanh to&aacute;n sau đ&acirc;y:</span></span><br />
	<br />
	<strong><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">I. Thanh to&aacute;n trực tiếp tại cửa h&agrave;ng<br />
	<br />
	II. Thanh to&aacute;n qua h&igrave;nh thức chuyển khoản</span></strong><br />
	<br />
	<span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">Th&ocirc;ng tin t&agrave;i khoản:</span></span></p>
<p style="margin: 0px 0px 1.3em; padding: 0px; box-sizing: border-box; color: rgb(66, 66, 66); font-family: Roboto, sans-serif; font-size: 16px;">
	<strong style="color: rgb(0, 0, 0); margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif; font-size: 14px; text-align: justify;"><em>Chủ t&agrave;i khoản</em>: C&Ocirc;NG TY CP C&Ocirc;NG NGHỆ V&Agrave; THƯƠNG MẠI TH&Agrave;NH ĐẠT</strong></p>
<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><em style="margin: 0px; padding: 0px;"><strong>Số t&agrave;i khoản</strong></em><em style="margin: 0px; padding: 0px;">: <strong>0611001648635</strong> tại Ng&acirc;n h&agrave;ng TMCP Ngoại thương Việt Nam, chi nh&aacute;nh Ba Đ&igrave;nh<br />
<br />
<strong>Nội dung chuyển khoản</strong>: T&ecirc;n c&ocirc;ng ty - Th&ocirc;ng tin sản phẩm đ&atilde; mua &ndash; Số điện thoại người chuyển tiền</em></span></span></span><br />
<br />
<p style="margin: 0px 0px 1.3em; padding: 0px; text-align: justify; box-sizing: border-box; color: rgb(66, 66, 66); font-family: Roboto, sans-serif; font-size: 16px;">
	<span style="color:#000000;"><span style="margin: 0px; padding: 0px; font-size: 14px;"><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;">Sau khi chuyển khoản h&atilde;y th&ocirc;ng b&aacute;o lại cho ch&uacute;ng t&ocirc;i để ch&uacute;ng t&ocirc;i kiểm tra v&agrave; x&aacute;c nhận lại cho Qu&yacute; kh&aacute;ch.</span></span><br />
	<br />
	<strong><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">III. Thanh to&aacute;n khi nh&acirc;n vi&ecirc;n đến giao nhận h&agrave;ng</span></strong></span></p>
<p style="margin: 0px 0px 1.3em; padding: 0px; text-align: justify; box-sizing: border-box; color: rgb(66, 66, 66);">
	<span style="color:#000000;"><font face="tahoma, geneva, sans-serif"><span style="font-size: 14px;">Qu&yacute; kh&aacute;ch h&agrave;ng thanh to&aacute;n trực tiếp bằng tiền mặt cho nh&acirc;n vi&ecirc;n giao h&agrave;ng của ch&uacute;ng t&ocirc;i ngay khi kiểm tra v&agrave; nhận h&agrave;ng.<br />
	<br />
	Mọi phản hồi v&agrave; thắc mắc về việc thanh to&aacute;n, Qu&yacute; kh&aacute;ch li&ecirc;n hệ <strong>0942 288 388</strong>&nbsp;để được tư vấn.</span></font><br />
	<br />
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tr&acirc;n trọng!</span></span></span></p>
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			'title_seo' => 'Trắc địa Thành Đạt - nơi cung cấp các loại máy móc ngành đo đạc',
			'meta_key' => 'Máy toàn đạc, máy thủy chuẩn, máy kinh vĩ, máy laser, máy GPS, máy RTK,...',
			'meta_des' => 'Trắc địa Thành Đạt chuyên cung cấp các máy toàn đạc, máy GNSS RTK, máy thủy bình, UAV, máy kinh vĩ, phụ kiện trắc địathiết bị máy trắc địa chất lượng cao, giá tốt nhất, hỗ trợ tư vấn 24/7, chuyển giao công nghệ tận chân công trình!',
			'created' => '2015-12-02',
			'modified' => '2025-10-29',
			'slug' => 'chinh-sach-ban-hang-1',
			'cate' => '4',
			'link' => 'dich-vu',
			'name_eng' => 'Sales Policy',
			'name_tq' => '',
			'type' => 'new',
			'hot' => '0',
			'content' => '',
			'display' => '0',
			'content_eng' => null
		)
	),
	(int) 2 => array(
		'Post' => array(
			'id' => '587',
			'name' => 'Chính sách vận chuyển',
			'code' => null,
			'alias' => 'chinh-sach-van-chuyen',
			'cat_id' => '4',
			'price' => '0',
			'type' => 'new',
			'shortdes' => '',
			'content' => '<div>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong><span style="font-family:verdana,geneva,sans-serif;">Cảm ơn Qu&yacute; kh&aacute;ch đ&atilde; tin tưởng lựa chọn sản phẩm v&agrave; dịch vụ vủa ch&uacute;ng t&ocirc;i!</span></strong><br />
	<br />
	Ch&uacute;ng t&ocirc;i hỗ trợ giao h&agrave;ng to&agrave;n quốc cho Qu&yacute; kh&aacute;ch mua h&agrave;ng tại hệ thống cửa h&agrave;ng của ch&uacute;ng t&ocirc;i.</span></span><br />
	&nbsp;</div>
<div>
	<p style="margin: 0in 0in 7.5pt; padding: 0px; color: rgb(51, 51, 51); font-family: arial; font-size: 13px; text-align: justify; background-image: initial; background-position: initial; background-size: initial; background-repeat: initial; background-attachment: initial; background-origin: initial; background-clip: initial;">
		<span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;"><span style="margin: 0px; padding: 0px; font-size: 14px;">Sau khi nhận được th&ocirc;ng tin đặt h&agrave;ng ch&uacute;ng t&ocirc;i sẽ lập tức xử l&yacute; đơn h&agrave;ng v&agrave; phản hồi lại th&ocirc;ng tin cho kh&aacute;ch h&agrave;ng về việc thanh to&aacute;n v&agrave; giao nhận.<br />
		<br />
		<strong>&gt; Thời gian giao h&agrave;ng&nbsp;</strong><br />
		<br />
		- Trong v&ograve;ng 24 giờ&nbsp;nếu địa điểm giao h&agrave;ng&nbsp;<b style="color: rgb(74, 74, 74); box-sizing: border-box;">&le; 20 km</b>&nbsp;t&iacute;nh từ cửa h&agrave;ng của ch&uacute;ng t&ocirc;i.</span></span></p>
	<p style="margin-top: 0in; background-image: initial; background-position: initial; background-size: initial; background-repeat: initial; background-attachment: initial; background-origin: initial; background-clip: initial; box-sizing: border-box; margin-bottom: 1rem;">
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">-&nbsp;Trong v&ograve;ng 1-2 ng&agrave;y&nbsp;nếu địa điểm giao h&agrave;ng nằm trong phạm vi&nbsp;<b style="box-sizing: border-box">50 - 100 km</b>&nbsp;</span></span><span style="font-family: Arial, sans-serif;"><o:p></o:p></span><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">t&iacute;nh từ cửa h&agrave;ng của ch&uacute;ng t&ocirc;i.<br />
		<br />
		-&nbsp;Trong v&ograve;ng 3-5 ng&agrave;y</span></span><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">&nbsp;nếu địa điểm giao h&agrave;ng từ <strong>20</strong></span><b style="font-family: tahoma, geneva, sans-serif; font-size: 14px; box-sizing: border-box;">0 km</b><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">&nbsp;trở l&ecirc;n&nbsp;</span><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">t&iacute;nh từ cửa h&agrave;ng của ch&uacute;ng t&ocirc;i.</span></p>
	<p style="margin-top: 0in; background-image: initial; background-position: initial; background-size: initial; background-repeat: initial; background-attachment: initial; background-origin: initial; background-clip: initial; box-sizing: border-box; margin-bottom: 1rem;">
		<span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">Trước khi vận chuyển, bộ phận giao nhận sẽ li&ecirc;n lạc với Qu&yacute; kh&aacute;ch h&agrave;ng để x&aacute;c nhận khoảng thời gian v&agrave; địa điểm giao h&agrave;ng cụ thể.</span></p>
	<p style="margin-top: 0in; background-image: initial; background-position: initial; background-size: initial; background-repeat: initial; background-attachment: initial; background-origin: initial; background-clip: initial; box-sizing: border-box; margin-bottom: 1rem;">
		<strong style="font-family: tahoma, geneva, sans-serif; font-size: 14px; text-align: justify;">&gt; Ph&iacute; vận chuyển</strong><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px; text-align: justify;"> sẽ được t&iacute;nh theo từng gi&aacute; trị đơn h&agrave;ng v&agrave; được thoả thuận giữa hai b&ecirc;n ngay trước khi giao h&agrave;ng.&nbsp;</span></p>
	<p style="margin: 0in 0in 7.5pt; padding: 0px; color: rgb(51, 51, 51); font-family: arial; font-size: 13px; text-align: justify; background-image: initial; background-position: initial; background-size: initial; background-repeat: initial; background-attachment: initial; background-origin: initial; background-clip: initial;">
		<span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;"><span style="margin: 0px; padding: 0px; font-size: 14px;"><span style="margin: 0px; padding: 0px;">Mọi thắc mắc li&ecirc;n quan đến việc giao h&agrave;ng, Qu&yacute; kh&aacute;ch h&agrave;ng li&ecirc;n hệ số điện thoại&nbsp;<strong>0942 288 388</strong>&nbsp;để được giải đ&aacute;p v&agrave; giải quyết kịp thời.<br />
		<br />
		Tr&acirc;n trọng!</span></span></span></p>
</div>
',
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			'hot' => '1',
			'saleoff' => null,
			'title_seo' => 'Trắc địa Thành Đạt',
			'meta_key' => 'Chuyên cung cấp máy định vị vệ tinh GPS RTK, máy thủy bình, máy toàn đạc điện tử, UAV, ống nhòm, máy định vị GPS cầm tay, ... chính hãng, uy tín, giá tốt hàng đầu tại Việt Nam! Hotline: 0913051734!',
			'meta_des' => 'Chuyên cung cấp máy định vị vệ tinh GPS RTK, máy thủy bình, máy toàn đạc điện tử, UAV, ống nhòm, máy định vị GPS cầm tay, ... chính hãng, uy tín, giá tốt hàng đầu tại Việt Nam! Hotline: 0913051734!',
			'created' => '2021-04-07',
			'modified' => '2026-02-01',
			'status' => '1',
			'view' => '3322',
			'slug' => 'chinh-sach-van-chuyen',
			'name_eng' => '',
			'shortdes_eng' => '',
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			'namdi' => null,
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			'thoigiandi_eng' => null,
			'videoyou' => null,
			'nt' => null,
			'duration' => null,
			'duration_eng' => null,
			'twodaypro' => null,
			'twodaypro_eng' => null,
			'threedaypro' => null,
			'threedaypro_eng' => null,
			'photo' => null,
			'lft' => '141',
			'rght' => '142',
			'vat' => null,
			'hangsx' => null,
			'baohanh' => null,
			'tinhtrang' => '1',
			'tailieu' => null,
			'tag' => null
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		'Catproduct' => array(
			'id' => '4',
			'name' => 'Chính sách bán hàng',
			'parent_id' => null,
			'alias' => 'chinh-sach-ban-hang',
			'images' => '',
			'lft' => '47',
			'rght' => '48',
			'pos' => '3',
			'status' => '0',
			'title_seo' => 'Trắc địa Thành Đạt - nơi cung cấp các loại máy móc ngành đo đạc',
			'meta_key' => 'Máy toàn đạc, máy thủy chuẩn, máy kinh vĩ, máy laser, máy GPS, máy RTK,...',
			'meta_des' => 'Trắc địa Thành Đạt chuyên cung cấp các máy toàn đạc, máy GNSS RTK, máy thủy bình, UAV, máy kinh vĩ, phụ kiện trắc địathiết bị máy trắc địa chất lượng cao, giá tốt nhất, hỗ trợ tư vấn 24/7, chuyển giao công nghệ tận chân công trình!',
			'created' => '2015-12-02',
			'modified' => '2025-10-29',
			'slug' => 'chinh-sach-ban-hang-1',
			'cate' => '4',
			'link' => 'dich-vu',
			'name_eng' => 'Sales Policy',
			'name_tq' => '',
			'type' => 'new',
			'hot' => '0',
			'content' => '',
			'display' => '0',
			'content_eng' => null
		)
	),
	(int) 3 => array(
		'Post' => array(
			'id' => '585',
			'name' => 'Chính sách đổi trả',
			'code' => null,
			'alias' => 'chinh-sach-doi-tra',
			'cat_id' => '4',
			'price' => '0',
			'type' => 'new',
			'shortdes' => '',
			'content' => '<span style="color:#000000;"><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px; text-align: justify;">Ch&uacute;ng t&ocirc;i hỗ trợ đổi trả sản phẩm trong v&ograve;ng 07 ng&agrave;y nếu lỗi ph&aacute;t sinh do nh&agrave; sản xuất.<br />
<br />
Trong thời gian đổi trả, C&ocirc;ng ty CP C&ocirc;ng nghệ v&agrave; Thương mại Th&agrave;nh Đạt&nbsp; sẽ hỗ trợ cung cấp m&aacute;y m&oacute;c thay thế kịp thời để c&ocirc;ng việc khảo s&aacute;t, đo đạc của Qu&yacute; kh&aacute;ch kh&ocirc;ng bị gi&aacute;n đoạn. Chi ph&iacute; vận chuyển cho việc đổi trả do hai b&ecirc;n tự thoả thuận.</span><br style="margin: 0px; padding: 0px; color: rgb(66, 66, 66); font-family: tahoma, geneva, sans-serif; font-size: 14px; text-align: justify;" />
<br />
<strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">&gt; Điều kiện&nbsp;đổi trả:&nbsp;</span></span></strong></span><br />
<ul>
	<li style="box-sizing: border-box;">
		<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Sản phẩm phải c&ograve;n nguy&ecirc;n tem m&aacute;c.</span></span></span></li>
	<li style="box-sizing: border-box;">
		<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Sản phẩm&nbsp;bị lỗi do nh&agrave; sản xuất.</span></span></span></li>
	<li style="box-sizing: border-box;">
		<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Sản phẩm kh&ocirc;ng đ&uacute;ng như đơn đặt h&agrave;ng.</span></span></span></li>
	<li style="box-sizing: border-box;">
		<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Số lần đổi trả cho 1 sản phẩm l&agrave; 1 lần</span></span></span></li>
</ul>
<br />
<div style="text-align: start;">
	<span style="color:#000000;"><strong><span style="text-align: justify;"><font face="tahoma, geneva, sans-serif"><span style="font-size: 14px;">&gt;&nbsp;</span></font><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">Việc đổi trả sẽ kh&ocirc;ng được chấp nhận nếu:</span>&nbsp;<span style="font-size: 14px; font-family: tahoma, geneva, sans-serif;">&nbsp;</span></span></strong></span></div>
<ul>
	<li>
		<span style="color:#000000;"><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px; text-align: justify;">Trong qu&aacute; tr&igrave;nh sử dụng sản phẩm Qu&yacute; kh&aacute;ch kh&ocirc;ng tu&acirc;n thủ c&aacute;c chỉ dẫn của Nh&agrave; sản xuất.</span></span></li>
	<li>
		<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="text-align: justify;">S</span>ản phẩm bị trầy xước, kh&ocirc;ng nguy&ecirc;n vẹn</span></span></span></li>
</ul>
<br />
<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Ngo&agrave;i ra, ch&uacute;ng t&ocirc;i cũng hỗ trợ đổi trả sản phẩm v&igrave; l&yacute; do chủ quan của Qu&yacute; kh&aacute;ch h&agrave;ng ( muốn đổi sang sản phẩm c&ugrave;ng chủng loại nhưng kh&aacute;c về m&agrave;u sắc, h&atilde;ng sản xuất hay th&ocirc;ng số kỹ thuật). Chi ph&iacute; cho việc đổi trả n&agrave;y do Qu&yacute; kh&aacute;ch h&agrave;ng chịu.</span></span><br />
<br />
<span style="margin: 0px; padding: 0px; font-family: arial; text-align: justify; font-size: 14px;"><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;"><strong style="margin: 0px; padding: 0px;"><img alt="" src="https://tracdiathanhdat.vn/admin/webroot/upload/image/images/lien-he.jpg" style="margin: 0px; padding: 8px 0px; height: 36px; max-width: 100%; vertical-align: middle; border: 0px; opacity: 1; font-size: 13px; width: 38px;" /><span style="margin: 0px; padding: 0px; font-size: 13px;">&nbsp;</span></strong></span></span><span style="margin: 0px; padding: 0px; font-family: arial; text-align: justify; font-size: 14px;"><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;"><strong style="margin: 0px; padding: 0px;">&nbsp;</strong></span></span><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px; text-align: justify;">Li&ecirc;n hệ hotline <strong>0913 051 734</strong> để được tư vấn đổi trả theo đ&uacute;ng qui định.</span></span>',
			'images' => '202104071223177d9b7f6e319f9fa90078c7c61ed9bd19.jpg',
			'images_multi' => '',
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			'hot' => '1',
			'saleoff' => null,
			'title_seo' => 'Trắc địa Thành Đạt',
			'meta_key' => 'Chuyên cung cấp máy định vị vệ tinh GPS RTK, máy thủy bình, máy toàn đạc điện tử, UAV, ống nhòm, máy định vị GPS cầm tay, ... chính hãng, uy tín, giá tốt hàng đầu tại Việt Nam! Hotline: 0913051734!',
			'meta_des' => 'Chuyên cung cấp máy định vị vệ tinh GPS RTK, máy thủy bình, máy toàn đạc điện tử, UAV, ống nhòm, máy định vị GPS cầm tay, ... chính hãng, uy tín, giá tốt hàng đầu tại Việt Nam! Hotline: 0913051734!',
			'created' => '2021-04-07',
			'modified' => '2026-02-02',
			'status' => '1',
			'view' => '3317',
			'slug' => 'chinh-sach-doi-tra',
			'name_eng' => '',
			'shortdes_eng' => '',
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			'threedaypro_eng' => null,
			'photo' => null,
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			'rght' => '138',
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			'name' => 'Chính sách bán hàng',
			'parent_id' => null,
			'alias' => 'chinh-sach-ban-hang',
			'images' => '',
			'lft' => '47',
			'rght' => '48',
			'pos' => '3',
			'status' => '0',
			'title_seo' => 'Trắc địa Thành Đạt - nơi cung cấp các loại máy móc ngành đo đạc',
			'meta_key' => 'Máy toàn đạc, máy thủy chuẩn, máy kinh vĩ, máy laser, máy GPS, máy RTK,...',
			'meta_des' => 'Trắc địa Thành Đạt chuyên cung cấp các máy toàn đạc, máy GNSS RTK, máy thủy bình, UAV, máy kinh vĩ, phụ kiện trắc địathiết bị máy trắc địa chất lượng cao, giá tốt nhất, hỗ trợ tư vấn 24/7, chuyển giao công nghệ tận chân công trình!',
			'created' => '2015-12-02',
			'modified' => '2025-10-29',
			'slug' => 'chinh-sach-ban-hang-1',
			'cate' => '4',
			'link' => 'dich-vu',
			'name_eng' => 'Sales Policy',
			'name_tq' => '',
			'type' => 'new',
			'hot' => '0',
			'content' => '',
			'display' => '0',
			'content_eng' => null
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	),
	(int) 4 => array(
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			'id' => '583',
			'name' => 'Chính sách bảo hành',
			'code' => null,
			'alias' => 'chinh-sach-bao-hanh',
			'cat_id' => '4',
			'price' => '0',
			'type' => 'new',
			'shortdes' => '',
			'content' => '<div>
	<span style="font-family:tahoma,geneva,sans-serif;"><span style="font-size:14px;"><span style="color: rgb(66, 66, 66); text-align: justify;">Tất cả c&aacute;c sản phẩm mua tại hệ thống cửa h&agrave;ng của ch&uacute;ng t&ocirc;i đều được bảo h&agrave;nh ch&iacute;nh h&atilde;ng theo quy định của nh&agrave; sản xuất.&nbsp;</span><br style="margin: 0px; padding: 0px; color: rgb(66, 66, 66); font-family: tahoma, geneva, sans-serif; font-size: 14px; text-align: justify;" />
	<br style="margin: 0px; padding: 0px; color: rgb(66, 66, 66); font-family: tahoma, geneva, sans-serif; font-size: 14px; text-align: justify;" />
	<span style="color: rgb(66, 66, 66); text-align: justify;">Ch&uacute;ng t&ocirc;i hỗ trợ kỹ thuật 24/7 qua số hotline <strong>0913 051 734</strong> trong suốt qu&aacute; tr&igrave;nh Qu&yacute; kh&aacute;ch sử dụng sản phẩm.</span></span></span></div>
<div>
	<br />
	<strong><span style="font-family:tahoma,geneva,sans-serif;"><span style="font-size:14px;">1. Sản phẩm được bảo h&agrave;nh miễn ph&iacute;:&nbsp;</span></span></strong><br />
	<br />
	<ul>
		<li>
			<span style="font-family:tahoma,geneva,sans-serif;"><span style="font-size:14px;">Sản phẩm sẽ được bảo h&agrave;nh miễn ph&iacute; nếu sản phẩm đ&oacute; c&ograve;n thời hạn bảo h&agrave;nh (được t&iacute;nh kể từ ng&agrave;y mua h&agrave;ng).</span></span></li>
		<li>
			<span style="font-family:tahoma,geneva,sans-serif;"><span style="font-size:14px;">Thời hạn bảo h&agrave;nh được ghi tr&ecirc;n Tem Bảo H&agrave;nh v&agrave; theo quy định của từng Nh&agrave; sản xuất đối với tất cả c&aacute;c sự cố về mặt kỹ thuật.</span></span></li>
		<li>
			<span style="font-family:tahoma,geneva,sans-serif;"><span style="font-size:14px;">C&oacute; Tem bảo h&agrave;nh tr&ecirc;n sản phẩm.</span></span></li>
		<li>
			<span style="font-family:tahoma,geneva,sans-serif;"><span style="font-size:14px;">Khi sản phẩm c&oacute; sự cố kĩ thuật ch&uacute;ng t&ocirc;i sẽ trực tiếp khắc phục sự cố tại cửa h&agrave;ng&nbsp;hoặc thay mặt kh&aacute;ch h&agrave;ng&nbsp;mang sản phẩm tới Trung T&acirc;m Bảo H&agrave;nh của h&atilde;ng.</span></span></li>
	</ul>
	<br />
	<strong><span style="font-family:tahoma,geneva,sans-serif;"><span style="font-size:14px;">2. Những trường hợp kh&ocirc;ng được bảo h&agrave;nh (sửa chữa c&oacute; t&iacute;nh ph&iacute;):&nbsp;</span></span></strong><br />
	<br />
	<ul>
		<li>
			<span style="font-family:tahoma,geneva,sans-serif;"><span style="font-size:14px;">Sản phẩm đ&atilde; qu&aacute; thời hạn bảo h&agrave;nh hoặc kh&ocirc;ng c&oacute; Tem bảo h&agrave;nh tr&ecirc;n m&aacute;y.</span></span></li>
		<li>
			<span style="font-family:tahoma,geneva,sans-serif;"><span style="font-size:14px;">Sản phẩm bị hư hỏng do t&aacute;c động cơ học l&agrave;m rơi, vỡ, va đập, trầy xước, m&oacute;p m&eacute;o, ẩm ướt, hoen rỉ, chảy nước hoặc do hỏa hoạn, thi&ecirc;n tai g&acirc;y n&ecirc;n.</span></span></li>
		<li>
			<span style="font-family:tahoma,geneva,sans-serif;"><span style="font-size:14px;">Sản phẩm bị hỏng do sử dụng kh&ocirc;ng đ&uacute;ng c&aacute;ch, sử dụng sai điện &aacute;p quy định.</span></span></li>
		<li>
			<span style="font-family:tahoma,geneva,sans-serif;"><span style="font-size:14px;">Tự &yacute; th&aacute;o dỡ, sửa chữa sản phẩm</span></span></li>
	</ul>
	<br />
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tr&acirc;n trọng!</span></span><br />
	<span style="font-family:tahoma,geneva,sans-serif;"><span style="font-size:14px;">&nbsp;</span></span></div>
',
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			'title_seo' => 'Trắc địa Thành Đạt',
			'meta_key' => 'Chuyên cung cấp máy định vị vệ tinh GPS RTK, máy thủy bình, máy toàn đạc điện tử, UAV, ống nhòm, máy định vị GPS cầm tay, ... chính hãng, uy tín, giá tốt hàng đầu tại Việt Nam! Hotline: 0913051734!',
			'meta_des' => 'Chuyên cung cấp máy định vị vệ tinh GPS RTK, máy thủy bình, máy toàn đạc điện tử, UAV, ống nhòm, máy định vị GPS cầm tay, ... chính hãng, uy tín, giá tốt hàng đầu tại Việt Nam! Hotline: 0913051734!',
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			'thoigiandi_eng' => null,
			'videoyou' => null,
			'nt' => null,
			'duration' => null,
			'duration_eng' => null,
			'twodaypro' => null,
			'twodaypro_eng' => null,
			'threedaypro' => null,
			'threedaypro_eng' => null,
			'photo' => null,
			'lft' => '133',
			'rght' => '134',
			'vat' => null,
			'hangsx' => null,
			'baohanh' => null,
			'tinhtrang' => '1',
			'tailieu' => null,
			'tag' => null
		),
		'Catproduct' => array(
			'id' => '4',
			'name' => 'Chính sách bán hàng',
			'parent_id' => null,
			'alias' => 'chinh-sach-ban-hang',
			'images' => '',
			'lft' => '47',
			'rght' => '48',
			'pos' => '3',
			'status' => '0',
			'title_seo' => 'Trắc địa Thành Đạt - nơi cung cấp các loại máy móc ngành đo đạc',
			'meta_key' => 'Máy toàn đạc, máy thủy chuẩn, máy kinh vĩ, máy laser, máy GPS, máy RTK,...',
			'meta_des' => 'Trắc địa Thành Đạt chuyên cung cấp các máy toàn đạc, máy GNSS RTK, máy thủy bình, UAV, máy kinh vĩ, phụ kiện trắc địathiết bị máy trắc địa chất lượng cao, giá tốt nhất, hỗ trợ tư vấn 24/7, chuyển giao công nghệ tận chân công trình!',
			'created' => '2015-12-02',
			'modified' => '2025-10-29',
			'slug' => 'chinh-sach-ban-hang-1',
			'cate' => '4',
			'link' => 'dich-vu',
			'name_eng' => 'Sales Policy',
			'name_tq' => '',
			'type' => 'new',
			'hot' => '0',
			'content' => '',
			'display' => '0',
			'content_eng' => null
		)
	),
	(int) 5 => array(
		'Post' => array(
			'id' => '584',
			'name' => 'Chính sách bảo mật thông tin',
			'code' => null,
			'alias' => 'chinh-sach-bao-mat-thong-tin',
			'cat_id' => '4',
			'price' => '0',
			'type' => 'new',
			'shortdes' => '',
			'content' => '<div>
	<h2 style="text-align: justify;">
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); text-align: justify;"><span style="margin: 0px; padding: 0px;">1. Mục đ&iacute;ch thu nhập th&ocirc;ng tin c&aacute; nh&acirc;n</span></span></span></span></h2>
	<p style="text-align: justify;">
		<br />
		<span style="font-family: tahoma, geneva, sans-serif; font-size: 14px; color: rgb(51, 51, 51);">Th&ocirc;ng tin c&aacute; nh&acirc;n m&agrave; ch&uacute;ng t&ocirc;i thu thập bao gồm: họ t&ecirc;n, địa chỉ giao h&agrave;ng, địa chỉ email, số điện thoại cố định, số điện thoại di động, cookies.</span></p>
	<ul style="margin: 0px; padding: 0px 0px 0px 15px; color: rgb(51, 51, 51); font-family: arial; font-size: 13px; text-align: justify;">
		<li style="margin: 0px; padding: 0px; line-height: 20px;">
			<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="margin: 0px; padding: 0px;"><span style="margin: 0px; padding: 0px;">Đối với c&aacute;c giao dịch thanh to&aacute;n qua cổng thanh to&aacute;n trực tuyến, Ch&uacute;ng t&ocirc;i kh&ocirc;ng lưu trữ th&ocirc;ng tin số t&agrave;i khoản, số thẻ ng&acirc;n h&agrave;ng của kh&aacute;ch h&agrave;ng, những th&ocirc;ng tin n&agrave;y sẽ được cổng thanh to&aacute;n lưu trữ để phục vụ việc đối so&aacute;t giao dịch.</span></span></span></span></li>
		<li style="margin: 0px; padding: 0px; line-height: 20px;">
			<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="margin: 0px; padding: 0px;"><span style="margin: 0px; padding: 0px;">Th&ocirc;ng tin c&aacute; nh&acirc;n kh&aacute;ch h&agrave;ng sẽ được sử dụng cho một hoặc tất cả c&aacute;c mục đ&iacute;ch sau đ&acirc;y:</span></span></span></span>
			<ul style="margin: 0px; padding: 0px 0px 0px 15px;">
				<li style="margin: 0px; padding: 0px; line-height: 20px;">
					<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="margin: 0px; padding: 0px;"><span style="margin: 0px; padding: 0px;">Giao h&agrave;ng cho qu&yacute; kh&aacute;ch đ&atilde; mua h&agrave;ng</span></span></span></span></li>
				<li style="margin: 0px; padding: 0px; line-height: 20px;">
					<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="margin: 0px; padding: 0px;"><span style="margin: 0px; padding: 0px;">Th&ocirc;ng b&aacute;o về việc giao h&agrave;ng v&agrave; hỗ trợ kh&aacute;ch h&agrave;ng</span></span></span></span></li>
				<li style="margin: 0px; padding: 0px; line-height: 20px;">
					<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="margin: 0px; padding: 0px;"><span style="margin: 0px; padding: 0px;">Cung cấp th&ocirc;ng tin li&ecirc;n quan đến sản phẩm</span></span></span></span></li>
			</ul>
		</li>
		<li style="margin: 0px; padding: 0px; line-height: 20px;">
			<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="margin: 0px; padding: 0px;"><span style="margin: 0px; padding: 0px;">Ngo&agrave;i ra, ch&uacute;ng t&ocirc;i sẽ sử dụng th&ocirc;ng tin của qu&yacute; kh&aacute;ch cung cấp để hỗ trợ quản l&yacute; t&agrave;i khoản kh&aacute;ch h&agrave;ng (nếu c&oacute;); x&aacute;c nhận v&agrave; thực hiện c&aacute;c giao dịch t&agrave;i ch&iacute;nh li&ecirc;n quan đến c&aacute;c khoản thanh to&aacute;n trực tuyến của qu&yacute; kh&aacute;ch;</span></span></span></span></li>
		<li style="margin: 0px; padding: 0px; line-height: 20px;">
			<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="margin: 0px; padding: 0px;"><span style="margin: 0px; padding: 0px;">Ch&uacute;ng t&ocirc;i kh&ocirc;ng được ph&eacute;p thu nhập th&ocirc;ng tin nếu kh&aacute;ch h&agrave;ng kh&ocirc;ng tự nguyện, cũng kh&ocirc;ng sử dụng phương thức thu thập th&ocirc;ng tin kh&aacute;ch h&agrave;ng bằng c&aacute;c h&igrave;nh thức bất hợp ph&aacute;p.</span></span></span></span></li>
	</ul>
	<p style="text-align: justify;">
		&nbsp;</p>
	<h2 style="text-align: justify;">
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); text-align: justify;"><span style="margin: 0px; padding: 0px;">2. Phạm vi sử dụng th&ocirc;ng tin</span></span></span></span></h2>
	<br />
	<ul style="margin: 0px; padding: 0px 0px 0px 15px; color: rgb(51, 51, 51); font-family: arial; font-size: 13px; text-align: justify;">
		<li style="margin: 0px; padding: 0px; line-height: 20px;">
			<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="margin: 0px; padding: 0px;"><span style="margin: 0px; padding: 0px;">Th&ocirc;ng tin c&aacute; nh&acirc;n thu thập được sẽ chỉ được sử dụng trong nội bộ c&ocirc;ng ty.</span></span></span></span></li>
		<li style="margin: 0px; padding: 0px; line-height: 20px;">
			<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="margin: 0px; padding: 0px;"><span style="margin: 0px; padding: 0px;">Ch&uacute;ng t&ocirc;i c&oacute; thể chia sẻ t&ecirc;n v&agrave; địa chỉ của qu&yacute; kh&aacute;ch cho dịch vụ chuyển ph&aacute;t nhanh c&oacute; uy t&iacute;n để giao h&agrave;ng cho qu&yacute; kh&aacute;ch theo cam kết.</span></span></span></span></li>
	</ul>
	<p style="text-align: justify;">
		&nbsp;</p>
	<h2 style="text-align: justify;">
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); text-align: justify;"><span style="margin: 0px; padding: 0px;">3. Thời gian lưu trữ th&ocirc;ng tin</span></span></span></span></h2>
	<p style="text-align: justify;">
		<br />
		<span style="font-family: tahoma, geneva, sans-serif; font-size: 14px; color: rgb(51, 51, 51); text-align: justify;">Th&ocirc;ng tin kh&aacute;ch h&agrave;ng được lưu trữ nội bộ cho đến khi c&oacute; y&ecirc;u cầu x&oacute;a th&ocirc;ng tin từ ph&iacute;a kh&aacute;ch h&agrave;ng.</span></p>
	<div style="margin: 0px; padding: 0px; line-height: 20px;">
		<div>
			<div style="text-align: justify;">
				&nbsp;</div>
			<h2 style="text-align: justify;">
				<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">4. Những người hoặc tổ chức c&oacute; thể được tiếp cận với th&ocirc;ng tin&nbsp;</span></span></h2>
			<br />
			<div style="text-align: justify;">
				<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đối tượng được tiếp cận với th&ocirc;ng tin c&aacute; nh&acirc;n của kh&aacute;ch h&agrave;ng thuộc một trong những trường hợp sau:</span></span><br />
				&nbsp;</div>
			<div style="text-align: justify;">
				<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">- Nh&acirc;n vi&ecirc;n của C&ocirc;ng ty Cổ phần C&ocirc;ng nghệ v&agrave; thương mại Th&agrave;nh Đạt</span></span></div>
			<div style="text-align: justify;">
				<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">- C&aacute;c đối t&aacute;c c&oacute; k&yacute; hợp đồng thực hiện 1 phần dịch vụ của C&ocirc;ng ty. C&aacute;c đối t&aacute;c n&agrave;y sẽ nhận được những th&ocirc;ng tin theo thỏa thuận hợp đồng (c&oacute; thể 1 phần hoặc to&agrave;n bộ th&ocirc;ng tin tuy theo điều khoản hợp đồng) để tiến h&agrave;nh hỗ trợ người d&ugrave;ng sử dụng dịch vụ do C&ocirc;ng ty cung cấp.</span></span></div>
			<div style="text-align: justify;">
				&nbsp;</div>
			<h2 style="text-align: justify;">
				<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">5. Địa chỉ của đơn vị thu thập v&agrave; quản l&yacute; th&ocirc;ng tin</span></span></h2>
			<div style="text-align: justify;">
				<em><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">(bao gồm c&aacute;ch thức li&ecirc;n lạc để người ti&ecirc;u d&ugrave;ng c&oacute; thể hỏi về hoạt động thu thập, xử l&yacute; th&ocirc;ng tin li&ecirc;n quan đến c&aacute; nh&acirc;n m&igrave;nh)</span></span></em></div>
			<div style="text-align: justify;">
				<br />
				<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Địa chỉ của đơn vị thu thập v&agrave; quản l&yacute; th&ocirc;ng tin:</span></span><br />
				&nbsp;</div>
			<div style="text-align: justify;">
				<strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">- C&ocirc;ng ty Cổ phần C&ocirc;ng nghệ v&agrave; thương mại Th&agrave;nh Đạt&nbsp;</span></span></strong></div>
			<div style="text-align: justify;">
				<strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">- Địa chỉ: số 157 phố Đặng Văn Ngữ, P. Phương Li&ecirc;n, Q. Đống Đa, Tp. H&agrave; Nội</span></span></strong></div>
			<div style="text-align: justify;">
				<strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">- Điện thoại: 0243 7764930</span></span></strong></div>
			<div style="text-align: justify;">
				<strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">- Email: tracdiathanhdat@gmail.com<span style="white-space: pre;"> </span></span></span></strong></div>
		</div>
	</div>
	<p style="text-align: justify;">
		<br />
		<span style="color: rgb(51, 51, 51); font-family: tahoma, geneva, sans-serif; font-size: 14px; text-align: justify;">Người d&ugrave;ng c&oacute; thể gọi điện tới tổng đ&agrave;i hỗ trợ v&agrave; chăm s&oacute;c kh&aacute;ch h&agrave;ng&nbsp;</span><strong style="color: rgb(51, 51, 51); font-family: tahoma, geneva, sans-serif; font-size: 14px; text-align: justify; margin: 0px; padding: 0px;">0949 322 456</strong><span style="color: rgb(51, 51, 51); font-family: tahoma, geneva, sans-serif; font-size: 14px; text-align: justify;">&nbsp;để điều chỉnh hoặc x&oacute;a đi dữ liệu c&aacute; nh&acirc;n của m&igrave;nh.</span><br />
		&nbsp;</p>
	<h2 style="text-align: justify;">
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); text-align: justify;"><span style="margin: 0px; padding: 0px;">6. Cam kết bảo mật th&ocirc;ng tin c&aacute; nh&acirc;n kh&aacute;ch h&agrave;ng</span></span></span></span></h2>
	<br />
	<ul style="margin: 0px; padding: 0px 0px 0px 15px; color: rgb(51, 51, 51); font-family: arial; font-size: 13px; text-align: justify;">
		<li style="margin: 0px; padding: 0px; line-height: 20px;">
			<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="margin: 0px; padding: 0px;"><span style="margin: 0px; padding: 0px;">Kh&ocirc;ng b&aacute;n, chia sẻ hay trao đổi th&ocirc;ng tin c&aacute; nh&acirc;n của kh&aacute;ch h&agrave;ng thu thập tr&ecirc;n trang web cho một b&ecirc;n thứ ba n&agrave;o kh&aacute;c.</span></span></span></span></li>
		<li style="margin: 0px; padding: 0px; line-height: 20px;">
			<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="margin: 0px; padding: 0px;"><span style="margin: 0px; padding: 0px;">Ngoại trừ c&aacute;c trường hợp về sử dụng th&ocirc;ng tin c&aacute; nh&acirc;n như đ&atilde; n&ecirc;u trong ch&iacute;nh s&aacute;ch n&agrave;y,ch&uacute;ng t&ocirc;i cam kết kh&ocirc;ng tiết lộ th&ocirc;ng tin c&aacute; nh&acirc;n của bạn ra ngo&agrave;i. Trong một số trường hợp, ch&uacute;ng t&ocirc;i c&oacute; thể thu&ecirc; một đơn vị độc lập để tiến h&agrave;nh c&aacute;c dự &aacute;n nghi&ecirc;n cứu thị trường v&agrave; khi đ&oacute; th&ocirc;ng tin của bạn sẽ được cung cấp cho đơn vị n&agrave;y để tiến h&agrave;nh dự &aacute;n. B&ecirc;n thứ ba n&agrave;y sẽ bị r&agrave;ng buộc bởi một thỏa thuận về bảo mật m&agrave; theo đ&oacute; họ chỉ được ph&eacute;p sử dụng những th&ocirc;ng tin được cung cấp cho mục đ&iacute;ch ho&agrave;n th&agrave;nh dự &aacute;n.</span></span></span></span></li>
		<li style="margin: 0px; padding: 0px; line-height: 20px;">
			<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="margin: 0px; padding: 0px;"><span style="margin: 0px; padding: 0px;">Ch&uacute;ng t&ocirc;i c&oacute; thể tiết lộ hoặc cung cấp th&ocirc;ng tin c&aacute; nh&acirc;n của bạn trong c&aacute;c trường hợp thật sự cần thiết như sau: (a) khi c&oacute; y&ecirc;u cầu của c&aacute;c cơ quan ph&aacute;p luật; (b) trong trường hợp m&agrave; ch&uacute;ng t&ocirc;i tin rằng điều đ&oacute; sẽ gi&uacute;p ch&uacute;ng t&ocirc;i bảo vệ quyền lợi ch&iacute;nh đ&aacute;ng của m&igrave;nh trước ph&aacute;p luật.</span></span></span></span></li>
	</ul>
	<p style="text-align: justify;">
		&nbsp;</p>
	<h2 style="text-align: justify;">
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); text-align: justify;"><span style="margin: 0px; padding: 0px;">7. Thay đổi về ch&iacute;nh s&aacute;ch</span></span></span></span></h2>
	<p style="text-align: justify;">
		<br style="margin: 0px; padding: 0px;" />
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); text-align: justify;"><span style="margin: 0px; padding: 0px;">Nội dung của &ldquo;Ch&iacute;nh s&aacute;ch bảo mật&rdquo; n&agrave;y c&oacute; thể thay đổi để ph&ugrave; hợp với c&aacute;c nhu cầu của C&ocirc;ng Ty CP C&ocirc;ng nghệ v&agrave; Thương Mại Th&agrave;nh Đạt cũng như nhu cầu v&agrave; sự phản hồi từ kh&aacute;ch h&agrave;ng (nếu c&oacute;).&nbsp;</span></span></span></span></p>
</div>
<div style="text-align: justify;">
	<br />
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Ch&uacute;ng t&ocirc;i&nbsp;hiểu rằng quyền lợi của bạn trong việc bảo vệ th&ocirc;ng tin c&aacute; nh&acirc;n cũng ch&iacute;nh l&agrave; tr&aacute;ch nhiệm của ch&uacute;ng t&ocirc;i n&ecirc;n trong bất kỳ trường hợp c&oacute; thắc mắc, g&oacute;p &yacute; n&agrave;o li&ecirc;n quan đến ch&iacute;nh s&aacute;ch bảo mật, việc th&ocirc;ng tin c&aacute; nh&acirc;n bị sử dụng sai mục đ&iacute;ch vui l&ograve;ng li&ecirc;n hệ qua số điện thoại <strong>0949 322 456</strong> hoặc gửi phản hồi về&nbsp;địa chỉ email: <em><strong>tracdiathanhdat@gmail.com.</strong></em><br />
	<br />
	Tr&acirc;n trọng!</span></span></div>
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$chiasekinhnghiem = array()
$list_menu_footer = array()
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			'name' => 'Sản phẩm',
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$danhmuc = array(
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			'slug' => 'san-pham-1'
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			'name' => 'Hãng sản xuất',
			'slug' => 'hang-san-xuat'
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			'name' => 'Liên hệ',
			'slug' => 'lien-he'
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)
$support = array(
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			'name' => 'Co so Ha noi',
			'phone' => '098 987 678',
			'yahoo' => 'duycuong7640',
			'skype' => 'duycuong7640',
			'pos' => '0',
			'created' => '2013-09-13',
			'modified' => '2015-05-05',
			'status' => '1',
			'yahoo1' => 'duycuong7640',
			'skype1' => '',
			'hotline' => '0987 654 999',
			'email' => '',
			'name1' => ''
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	),
	(int) 1 => array(
		'Support' => array(
			'id' => '16',
			'name' => 'Co so TP.HCM',
			'phone' => '3252  436 432',
			'yahoo' => 'duycuong7640',
			'skype' => 'tuvantubep',
			'pos' => '0',
			'created' => '2014-01-15',
			'modified' => '2015-05-05',
			'status' => '1',
			'yahoo1' => 'duycuong7640',
			'skype1' => '',
			'hotline' => '0987 654 999',
			'email' => '',
			'name1' => ''
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)
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			'meta_key' => 'Chuyên cung cấp máy thủy bình, máy kinh vĩ, máy toàn đạc điện tử, máy RTK của hãng Sokkia, Nhật Bản',
			'meta_des' => '',
			'created' => '2015-12-10',
			'modified' => '2022-07-26',
			'slug' => 'nikon',
			'cate' => '4',
			'link' => 'hang-san-xuat',
			'name_eng' => '',
			'name_tq' => '',
			'type' => 'product',
			'hot' => '0',
			'content' => '',
			'display' => '0',
			'content_eng' => null
		)
	),
	(int) 2 => array(
		'Catproduct' => array(
			'id' => '23',
			'name' => 'LEICA',
			'parent_id' => '20',
			'alias' => 'leica',
			'images' => '20210610092048416419b78de5f8db4cbea08fc3583666.png',
			'lft' => '58',
			'rght' => '59',
			'pos' => '0',
			'status' => '1',
			'title_seo' => 'Chuyên cung cấp máy thủy bình, máy kinh vĩ, máy toàn đạc điện tử, máy đo khoảng cách laser, máy định vị vệ tinh RTK của hãng Leica Geosystems.',
			'meta_key' => 'Chuyên cung cấp máy thủy bình, máy kinh vĩ, máy toàn đạc điện tử, máy đo khoảng cách laser, máy định vị vệ tinh RTK của hãng Leica Geosystems.',
			'meta_des' => '',
			'created' => '2015-12-10',
			'modified' => '2022-07-26',
			'slug' => 'leica',
			'cate' => '4',
			'link' => 'hang-san-xuat',
			'name_eng' => '',
			'name_tq' => '',
			'type' => 'product',
			'hot' => '0',
			'content' => '',
			'display' => '0',
			'content_eng' => null
		)
	),
	(int) 3 => array(
		'Catproduct' => array(
			'id' => '24',
			'name' => 'SOKKIA',
			'parent_id' => '20',
			'alias' => 'sokkia',
			'images' => '20210610092105c4c65c2e1f678ba44aa520651fee3941.png',
			'lft' => '60',
			'rght' => '61',
			'pos' => '0',
			'status' => '1',
			'title_seo' => 'Chuyên cung cấp máy thủy bình, máy kinh vĩ, máy toàn đạc điện tử, máy RTK của hãng Sokkia, Nhật Bản',
			'meta_key' => 'Chuyên cung cấp máy thủy bình, máy kinh vĩ, máy toàn đạc điện tử, máy RTK của hãng Sokkia, Nhật Bản',
			'meta_des' => '',
			'created' => '2015-12-10',
			'modified' => '2022-07-26',
			'slug' => 'sokkia',
			'cate' => '4',
			'link' => 'hang-san-xuat',
			'name_eng' => '',
			'name_tq' => '',
			'type' => 'product',
			'hot' => '0',
			'content' => '',
			'display' => '0',
			'content_eng' => null
		)
	),
	(int) 4 => array(
		'Catproduct' => array(
			'id' => '29',
			'name' => 'SINCON',
			'parent_id' => '20',
			'alias' => 'sincon',
			'images' => '2022072615422366cadef07c67a314389a824fd8fa0cd1.png',
			'lft' => '62',
			'rght' => '63',
			'pos' => '0',
			'status' => '1',
			'title_seo' => 'Chuyên cung cấp máy laser của hãng Sincon, Hàn Quốc ',
			'meta_key' => 'Chuyên cung cấp máy laser của hãng Sincon, Hàn Quốc ',
			'meta_des' => '',
			'created' => '2015-12-10',
			'modified' => '2022-07-26',
			'slug' => 'sincon',
			'cate' => '4',
			'link' => 'hang-san-xuat',
			'name_eng' => '',
			'name_tq' => '',
			'type' => 'product',
			'hot' => '0',
			'content' => '',
			'display' => '0',
			'content_eng' => null
		)
	),
	(int) 5 => array(
		'Catproduct' => array(
			'id' => '30',
			'name' => 'PENTAX',
			'parent_id' => '20',
			'alias' => 'pentax',
			'images' => '20220726154338e5b565ee90394bde9f504d9c6ef027d1.png',
			'lft' => '64',
			'rght' => '65',
			'pos' => '0',
			'status' => '1',
			'title_seo' => 'Chuyên cung cấp máy thủy bình, máy toàn đạc của hãng Pentax, Nhật Bản ',
			'meta_key' => 'Chuyên cung cấp máy thủy bình, máy toàn đạc của hãng Pentax, Nhật Bản ',
			'meta_des' => '',
			'created' => '2015-12-10',
			'modified' => '2022-07-26',
			'slug' => 'pentax',
			'cate' => '4',
			'link' => 'hang-san-xuat',
			'name_eng' => '',
			'name_tq' => '',
			'type' => 'product',
			'hot' => '0',
			'content' => '',
			'display' => '0',
			'content_eng' => null
		)
	),
	(int) 6 => array(
		'Catproduct' => array(
			'id' => '41',
			'name' => 'BOSCH',
			'parent_id' => '20',
			'alias' => 'bosch',
			'images' => '202106100919406dfbdad43b3c77f4b0330fe15ed73d59.png',
			'lft' => '66',
			'rght' => '67',
			'pos' => '0',
			'status' => '1',
			'title_seo' => 'Chuyên cung cấp máy đo khoảng cách laser của hãng BOSCH, Đức ',
			'meta_key' => 'Chuyên cung cấp máy đo khoảng cách laser của hãng BOSCH, Đức ',
			'meta_des' => '',
			'created' => '2015-12-16',
			'modified' => '2022-07-26',
			'slug' => 'bosch',
			'cate' => '4',
			'link' => 'hang-san-xuat',
			'name_eng' => '',
			'name_tq' => '',
			'type' => 'product',
			'hot' => '0',
			'content' => '',
			'display' => '0',
			'content_eng' => null
		)
	),
	(int) 7 => array(
		'Catproduct' => array(
			'id' => '42',
			'name' => 'GARMIN',
			'parent_id' => '20',
			'alias' => 'garmin',
			'images' => '20210610091954dec8b1ac1258d33ac95d675366558a27.png',
			'lft' => '68',
			'rght' => '69',
			'pos' => '0',
			'status' => '1',
			'title_seo' => 'Chuyên cung cấp máy định vị vệ tinh GPS cầm tay của hãng Garmin.',
			'meta_key' => 'Chuyên cung cấp máy định vị vệ tinh GPS cầm tay của hãng Garmin.',
			'meta_des' => '',
			'created' => '2015-12-16',
			'modified' => '2022-07-26',
			'slug' => 'garmin',
			'cate' => '4',
			'link' => 'hang-san-xuat',
			'name_eng' => '',
			'name_tq' => '',
			'type' => 'product',
			'hot' => '0',
			'content' => '',
			'display' => '0',
			'content_eng' => null
		)
	),
	(int) 8 => array(
		'Catproduct' => array(
			'id' => '53',
			'name' => 'TRIMPLE',
			'parent_id' => '20',
			'alias' => 'trimple',
			'images' => '202106100916356e86acaefc0c77a6c2b6b013195360fc.png',
			'lft' => '72',
			'rght' => '73',
			'pos' => '0',
			'status' => '1',
			'title_seo' => 'Chuyên cung cấp máy toàn đạc điện tử, máy định vị vệ tinh RTK của hãng Trimple, Mỹ',
			'meta_key' => 'Chuyên cung cấp máy toàn đạc điện tử, máy định vị vệ tinh RTK của hãng Trimple, Mỹ',
			'meta_des' => '',
			'created' => '2021-03-25',
			'modified' => '2022-07-26',
			'slug' => 'trimple',
			'cate' => '4',
			'link' => 'hang-san-xuat',
			'name_eng' => '',
			'name_tq' => '',
			'type' => 'product',
			'hot' => '0',
			'content' => '',
			'display' => '0',
			'content_eng' => null
		)
	),
	(int) 9 => array(
		'Catproduct' => array(
			'id' => '54',
			'name' => 'YAMAYO',
			'parent_id' => '20',
			'alias' => 'yamayo',
			'images' => '20250304144305099e3740a2e7a44a3eb780140945ddeb.jpg',
			'lft' => '74',
			'rght' => '75',
			'pos' => '0',
			'status' => '1',
			'title_seo' => 'Yamayo, OTR50M, WL50, RWL50, RWL100',
			'meta_key' => 'Yamayo, OTR50M, WL50, RWL50, RWL100',
			'meta_des' => '',
			'created' => '2021-03-25',
			'modified' => '2025-03-04',
			'slug' => 'yamayo',
			'cate' => '4',
			'link' => 'hang-san-xuat',
			'name_eng' => 'YAMAYO',
			'name_tq' => '',
			'type' => 'product',
			'hot' => '0',
			'content' => '',
			'display' => '0',
			'content_eng' => null
		)
	),
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		'Catproduct' => array(
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			'name' => 'MOTOROLA',
			'parent_id' => '20',
			'alias' => 'motorola',
			'images' => '20210610091717fec77d1750ac5d6fc20d72f1858f8efa.jpg',
			'lft' => '76',
			'rght' => '77',
			'pos' => '0',
			'status' => '1',
			'title_seo' => 'Chuyên cung cấp các loại máy bộ đàm của hãng Motorola.',
			'meta_key' => 'Chuyên cung cấp các loại máy bộ đàm của hãng Motorola.',
			'meta_des' => '',
			'created' => '2021-03-25',
			'modified' => '2022-07-26',
			'slug' => 'motorola',
			'cate' => '4',
			'link' => 'hang-san-xuat',
			'name_eng' => '',
			'name_tq' => '',
			'type' => 'product',
			'hot' => '0',
			'content' => '',
			'display' => '0',
			'content_eng' => null
		)
	),
	(int) 11 => array(
		'Catproduct' => array(
			'id' => '56',
			'name' => 'KENWOOD',
			'parent_id' => '20',
			'alias' => 'kenwood',
			'images' => '202106100917505bfc38e4b61dfbcec432afe2401b7aab.jpg',
			'lft' => '78',
			'rght' => '79',
			'pos' => '0',
			'status' => '1',
			'title_seo' => 'Chuyên cung cấp các loại máy bộ đàm của hãng Kenwood',
			'meta_key' => 'Chuyên cung cấp các loại máy bộ đàm của hãng Kenwood',
			'meta_des' => '',
			'created' => '2021-03-25',
			'modified' => '2022-07-26',
			'slug' => 'kenwood',
			'cate' => '4',
			'link' => 'hang-san-xuat',
			'name_eng' => '',
			'name_tq' => '',
			'type' => 'product',
			'hot' => '0',
			'content' => '',
			'display' => '0',
			'content_eng' => null
		)
	),
	(int) 12 => array(
		'Catproduct' => array(
			'id' => '57',
			'name' => 'E-survey',
			'parent_id' => '20',
			'alias' => 'e-survey',
			'images' => '202106100924449ae0203587dac2c926858aed43463b0e.png',
			'lft' => '80',
			'rght' => '81',
			'pos' => '0',
			'status' => '1',
			'title_seo' => '',
			'meta_key' => '',
			'meta_des' => '',
			'created' => '2021-06-10',
			'modified' => '2021-06-10',
			'slug' => 'e-survey',
			'cate' => '4',
			'link' => 'hang-san-xuat',
			'name_eng' => '',
			'name_tq' => '',
			'type' => 'product',
			'hot' => '0',
			'content' => '',
			'display' => '0',
			'content_eng' => null
		)
	),
	(int) 13 => array(
		'Catproduct' => array(
			'id' => '58',
			'name' => 'SOUTH',
			'parent_id' => '20',
			'alias' => 'south',
			'images' => '202207261549514abef40acde72e6a887be4f0bcc4aa38.png',
			'lft' => '82',
			'rght' => '83',
			'pos' => '0',
			'status' => '1',
			'title_seo' => 'Chuyên cung cấp các loại máy đo đạc, trắc địa của hãng South, Trung Quốc',
			'meta_key' => 'Chuyên cung cấp các loại máy đo đạc, trắc địa của hãng South, Trung Quốc',
			'meta_des' => '',
			'created' => '2021-06-10',
			'modified' => '2022-07-26',
			'slug' => 'south',
			'cate' => '4',
			'link' => 'hang-san-xuat',
			'name_eng' => '',
			'name_tq' => '',
			'type' => 'product',
			'hot' => '0',
			'content' => '',
			'display' => '0',
			'content_eng' => null
		)
	),
	(int) 14 => array(
		'Catproduct' => array(
			'id' => '59',
			'name' => 'Hi-Target',
			'parent_id' => '20',
			'alias' => 'hi-target',
			'images' => '20210805104224ad08bf300c9716f116fdf7cfe4fb0d15.png',
			'lft' => '84',
			'rght' => '85',
			'pos' => '0',
			'status' => '1',
			'title_seo' => 'Máy định vị vệ tinh 2 tần số RTK GNSS',
			'meta_key' => 'Trắc địa Thành Đạt chuyên cung cấp máy đinh vị vệ tinh GNSS RTK của hãng hi- Target tại Việt Nam',
			'meta_des' => '',
			'created' => '2021-08-05',
			'modified' => '2022-07-26',
			'slug' => 'hi-target',
			'cate' => '4',
			'link' => 'hang-san-xuat',
			'name_eng' => '',
			'name_tq' => '',
			'type' => 'product',
			'hot' => '0',
			'content' => '',
			'display' => '0',
			'content_eng' => null
		)
	),
	(int) 15 => array(
		'Catproduct' => array(
			'id' => '60',
			'name' => 'DJI',
			'parent_id' => '20',
			'alias' => 'dji',
			'images' => '20211029213224d3b8cf8b9c797942fe68565e4ed2d8c3.png',
			'lft' => '86',
			'rght' => '87',
			'pos' => '0',
			'status' => '1',
			'title_seo' => 'UAV Phantom 4 RTK, Matrice 300 RTK',
			'meta_key' => 'Trắc địa Thành Đạt chuyên cung cấp các sản phẩm của DJI tại Việt Nam',
			'meta_des' => 'Trắc địa Thành Đạt',
			'created' => '2021-10-29',
			'modified' => '2022-07-26',
			'slug' => 'dji',
			'cate' => '4',
			'link' => 'hang-san-xuat',
			'name_eng' => '',
			'name_tq' => '',
			'type' => 'product',
			'hot' => '0',
			'content' => '',
			'display' => '0',
			'content_eng' => null
		)
	),
	(int) 16 => array(
		'Catproduct' => array(
			'id' => '61',
			'name' => 'CHCNAV',
			'parent_id' => '20',
			'alias' => 'chcnav',
			'images' => '20211029213606b0e864a6eccfc779c8119f5a4468797f.png',
			'lft' => '88',
			'rght' => '89',
			'pos' => '0',
			'status' => '1',
			'title_seo' => 'Chuyên máy định vị vệ tinh 2 tần số GNSS',
			'meta_key' => 'Trắc địa Thành Đạt  chuyên cung cấp máy GNSS của hãng CHCNAV tại Việt Nam',
			'meta_des' => 'Trắc địa Thành Đạt',
			'created' => '2021-10-29',
			'modified' => '2022-07-26',
			'slug' => 'chcnav',
			'cate' => '4',
			'link' => 'hang-san-xuat',
			'name_eng' => '',
			'name_tq' => '',
			'type' => 'product',
			'hot' => '0',
			'content' => '',
			'display' => '0',
			'content_eng' => null
		)
	),
	(int) 17 => array(
		'Catproduct' => array(
			'id' => '62',
			'name' => 'Spectra Geospatial & Spectra Precision',
			'parent_id' => '20',
			'alias' => 'spectra-geospatial-spectra-precision',
			'images' => '202110292145189c59beff6f01c3dd3843a0eef575a8fd.png',
			'lft' => '90',
			'rght' => '91',
			'pos' => '0',
			'status' => '1',
			'title_seo' => 'Nikon, Spectra Geospatial và Spectra Precision là những thương hiệu được thành lập lâu đời, đứng đầu trên thế giới về thiết bị trắc địa, thiết bị khảo sát xây dựng và máy thi công laser. ',
			'meta_key' => 'Trắc địa Thành Đạt
',
			'meta_des' => 'Trắc địa Thành Đạt',
			'created' => '2021-10-29',
			'modified' => '2022-07-26',
			'slug' => 'spectra-geospatial-spectra-precision',
			'cate' => '4',
			'link' => 'hang-san-xuat',
			'name_eng' => '',
			'name_tq' => '',
			'type' => 'product',
			'hot' => '0',
			'content' => '',
			'display' => '0',
			'content_eng' => null
		)
	),
	(int) 18 => array(
		'Catproduct' => array(
			'id' => '65',
			'name' => 'eFix',
			'parent_id' => '20',
			'alias' => 'efix',
			'images' => '20220713122211fbe3d1863b974d6d492ac3c1ea44c779.png',
			'lft' => '92',
			'rght' => '93',
			'pos' => '0',
			'status' => '1',
			'title_seo' => 'Efix là nhà cung cấp thiết bị GNSS RTK chuyên nghiệp, tin cậy, dễ sử dụng, tiết kiệm chi phí có trụ sở tại Thượng Hải, Trung Quốc.',
			'meta_key' => 'Trắc địa Thành Đạt chuyên cung cấp máy GNSS EFIX tại Việt Nam',
			'meta_des' => '',
			'created' => '2022-07-13',
			'modified' => '2022-07-13',
			'slug' => 'efix',
			'cate' => '4',
			'link' => 'hang-san-xuat',
			'name_eng' => '',
			'name_tq' => '',
			'type' => 'product',
			'hot' => '0',
			'content' => '',
			'display' => '0',
			'content_eng' => null
		)
	),
	(int) 19 => array(
		'Catproduct' => array(
			'id' => '66',
			'name' => 'GeoMax',
			'parent_id' => '20',
			'alias' => 'geomax',
			'images' => '20220726152511ff685590317f1330efc73f396ac92cd7.jpg',
			'lft' => '94',
			'rght' => '95',
			'pos' => '0',
			'status' => '1',
			'title_seo' => 'Chuyên cung cấp các loại máy toàn đạc điện tử, máy thủy bình Geomax tại Việt Nam',
			'meta_key' => 'Trắc địa Thành Đạt chuyên cung cấp máy toàn đạc điện tử, máy thủy bình của hãng Geomax tại Việt Nam',
			'meta_des' => '',
			'created' => '2022-07-26',
			'modified' => '2024-06-10',
			'slug' => 'geomax',
			'cate' => '4',
			'link' => 'hang-san-xuat',
			'name_eng' => '',
			'name_tq' => '',
			'type' => 'product',
			'hot' => '0',
			'content' => '',
			'display' => '0',
			'content_eng' => null
		)
	),
	(int) 20 => array(
		'Catproduct' => array(
			'id' => '68',
			'name' => 'FOIF',
			'parent_id' => '20',
			'alias' => 'foif',
			'images' => '2022072617213005205552655b321c2b5eb6c76daeea63.png',
			'lft' => '96',
			'rght' => '97',
			'pos' => '0',
			'status' => '1',
			'title_seo' => 'Chuyên cung cấp máy đo đạc trắc địa các hãng LEICA, NIKON, TOPCON, SOKKIA, PENTAX, FOIF,...',
			'meta_key' => 'Chuyên cung cấp máy đo đạc trắc địa các hãng LEICA, NIKON, TOPCON, SOKKIA, PENTAX, FOIF,...',
			'meta_des' => '',
			'created' => '2022-07-26',
			'modified' => '2022-07-26',
			'slug' => 'foif',
			'cate' => '4',
			'link' => 'hang-san-xuat',
			'name_eng' => '',
			'name_tq' => '',
			'type' => 'product',
			'hot' => '0',
			'content' => '',
			'display' => '0',
			'content_eng' => null
		)
	),
	(int) 21 => array(
		'Catproduct' => array(
			'id' => '70',
			'name' => 'Geomate',
			'parent_id' => '20',
			'alias' => 'geomate',
			'images' => '202305151416371b7227a8c68a56e017230f15f5aaf064.jpg',
			'lft' => '98',
			'rght' => '99',
			'pos' => '0',
			'status' => '1',
			'title_seo' => 'máy RTK',
			'meta_key' => '',
			'meta_des' => '',
			'created' => '2023-05-15',
			'modified' => '2023-05-15',
			'slug' => 'geomate',
			'cate' => '4',
			'link' => 'hang-san-xuat',
			'name_eng' => '',
			'name_tq' => '',
			'type' => 'product',
			'hot' => '0',
			'content' => '',
			'display' => '0',
			'content_eng' => null
		)
	),
	(int) 22 => array(
		'Catproduct' => array(
			'id' => '71',
			'name' => 'Meridian',
			'parent_id' => '20',
			'alias' => 'meridian',
			'images' => '20250917151733eabbd747b71c416eeaa52bb09f58985a.png',
			'lft' => '100',
			'rght' => '101',
			'pos' => '0',
			'status' => '1',
			'title_seo' => 'Máy định vị vệ tinh GNSS RTK',
			'meta_key' => 'GNSS RTK, GPS 2 tần số, máy RTK',
			'meta_des' => 'GNSS RTK, GPS 2 tần số, máy RTK',
			'created' => '2025-09-17',
			'modified' => '2025-09-17',
			'slug' => 'meridian',
			'cate' => '4',
			'link' => 'hang-san-xuat',
			'name_eng' => '',
			'name_tq' => '',
			'type' => 'product',
			'hot' => '0',
			'content' => '',
			'display' => '0',
			'content_eng' => null
		)
	),
	(int) 23 => array(
		'Catproduct' => array(
			'id' => '43',
			'name' => 'Hãng Khác',
			'parent_id' => '20',
			'alias' => 'hang-khac',
			'images' => null,
			'lft' => '70',
			'rght' => '71',
			'pos' => '1',
			'status' => '1',
			'title_seo' => '',
			'meta_key' => '',
			'meta_des' => '',
			'created' => '2015-12-23',
			'modified' => '2015-12-23',
			'slug' => 'hang-khac',
			'cate' => '4',
			'link' => 'hang-san-xuat',
			'name_eng' => '',
			'name_tq' => '',
			'type' => 'product',
			'hot' => '0',
			'content' => '',
			'display' => '0',
			'content_eng' => null
		)
	)
)
$cap2 = array(
	'Catproduct' => array(
		'id' => '47',
		'name' => 'Sản phẩm khác',
		'parent_id' => '2',
		'alias' => 'san-pham-khac',
		'images' => '2024010816004972262bc63fc2344d41a2a0d35c8176a7.png',
		'lft' => '28',
		'rght' => '29',
		'pos' => '14',
		'status' => '1',
		'title_seo' => 'địa bàn địa chất, la bàn, la ban, búa địa chất, máy đo độ dày bê tông,camera hồng ngoại, máy đo độ bụi, máy đo độ cứng bê tông, bật mực, nhiệt kế, súng bắn bê tông,..',
		'meta_key' => 'địa bàn địa chất, la bàn, la ban, búa địa chất, máy đo độ dày bê tông,camera hồng ngoại, máy đo độ bụi, máy đo độ cứng bê tông, bật mực, nhiệt kế, súng bắn bê tông,..',
		'meta_des' => 'Chuyên cung cấp địa bàn địa chất, la bàn, la ban, búa địa chất, máy đo độ dày bê tông,camera hồng ngoại, máy đo độ bụi, máy đo độ cứng bê tông, bật mực, nhiệt kế, súng bắn bê tông,..  Trắc địa Thành Đạt cam kết mang tới cho khách hàng những sản phẩm chính hãng chất lượng tốt nhất, giá cả hợp lý, hỗ trợ tư vấn, chuyển giao công nghệ miễn phí, dịch vụ chăm sóc khách hàng tận tâm 24/7! ',
		'created' => '2016-01-25',
		'modified' => '2024-01-08',
		'slug' => 'san-pham-khac',
		'cate' => '4',
		'link' => 'san-pham',
		'name_eng' => '',
		'name_tq' => '',
		'type' => 'product',
		'hot' => '0',
		'content' => '',
		'display' => '0',
		'content_eng' => null
	)
)
$dm_c3 = array()
include - APP/View/Elements/menu.ctp, line 56
View::_evaluate() - CORE/Cake/View/View.php, line 920
View::_render() - CORE/Cake/View/View.php, line 883
View::element() - CORE/Cake/View/View.php, line 424
include - APP/View/Layouts/home.ctp, line 169
View::_evaluate() - CORE/Cake/View/View.php, line 920
View::_render() - CORE/Cake/View/View.php, line 883
View::renderLayout() - CORE/Cake/View/View.php, line 539
View::render() - CORE/Cake/View/View.php, line 483
Controller::render() - CORE/Cake/Controller/Controller.php, line 957
ProductController::chitiet() - APP/Controller/ProductController.php, line 135
ReflectionMethod::invokeArgs() - [internal], line ??
Controller::invokeAction() - CORE/Cake/Controller/Controller.php, line 485
Dispatcher::_invoke() - CORE/Cake/Routing/Dispatcher.php, line 186
Dispatcher::dispatch() - CORE/Cake/Routing/Dispatcher.php, line 161
[main] - APP/webroot/index.php, line 92

Notice (8): Undefined index: name_eng [APP/View/Elements/menu.ctp, line 56]
Code Context
                        <div class="accordion-heading">

                            <a class="accordion-toggle" <?php if(!empty($dm_c2)){?>data-toggle="collapse" data-parent="#accordion2" href="#collapse<?php echo $cap1['Catproduct']['id'];?>" title="<?php echo $cap1['Catproduct']['name'.LANGUAGE];?>"<?php }else{?>href="<?php echo DOMAIN.$cap1['Catproduct']['slug'];?>"<?php }?>>

                                <?php echo $cap1['Catproduct']['name'.LANGUAGE];?>
$viewFile = '/home/tracdiathanhda/domains/tracdiathanhdat.vn/public_html/app/View/Elements/menu.ctp'
$dataForView = array(
	'cat12' => array(
		'Catproduct' => array(
			'id' => '40',
			'name' => 'Blogs',
			'parent_id' => null,
			'alias' => 'blogs',
			'images' => '',
			'lft' => '103',
			'rght' => '104',
			'pos' => '5',
			'status' => '1',
			'title_seo' => 'tin tức trắc địa, cập nhật xu hướng đo đạc mới, công nghệ đo đạc, thiết bị đo đạc hiện đại, mẹo kỹ thuật trắc địa, sai số đo đạc, hệ tọa độ VN-2000, GNSS, RTK, GPS trắc địa, phần mềm trắc địa, phần mềm GIS, SurPad, LandStar, Magnet Field, Leica Captivate, Trimble Access',
			'meta_key' => 'tin tức trắc địa, cập nhật xu hướng đo đạc mới, công nghệ đo đạc, thiết bị đo đạc hiện đại, mẹo kỹ thuật trắc địa, sai số đo đạc, hệ tọa độ VN-2000, GNSS, RTK, GPS trắc địa, phần mềm trắc địa, phần mềm GIS, SurPad, LandStar, Magnet Field, Leica Captivate, Trimble Access',
			'meta_des' => 'phần mềm máy đo đạc, phần mềm GIS, phần mềm trút dữ liệu',
			'created' => '2015-12-16',
			'modified' => '2025-10-29',
			'slug' => 'blogs',
			'cate' => '4',
			'link' => 'tin-tuc',
			'name_eng' => '',
			'name_tq' => '',
			'type' => 'new',
			'hot' => '0',
			'content' => '',
			'display' => '0',
			'content_eng' => null
		)
	),
	'description_for_layout' => 'Chuyên cung cấp máy định vị vệ tinh GPS RTK, máy thủy bình, máy toàn đạc điện tử, UAV, ống nhòm, máy định vị GPS cầm tay, ... chính hãng, uy tín, giá tốt hàng đầu tại Việt Nam! Hotline: 0913051734!',
	'keywords_for_layout' => 'Chuyên cung cấp máy định vị vệ tinh GPS RTK, máy thủy bình, máy toàn đạc điện tử, UAV, ống nhòm, máy định vị GPS cầm tay, ... chính hãng, uy tín, giá tốt hàng đầu tại Việt Nam! Hotline: 0913051734!',
	'title_for_layout' => 'Máy toàn đạc điện tử',
	'tinmoiup' => array(
		(int) 0 => array(
			'Post' => array(
				[maximum depth reached]
			),
			'Catproduct' => array(
				[maximum depth reached]
			)
		),
		(int) 1 => array(
			'Post' => array(
				[maximum depth reached]
			),
			'Catproduct' => array(
				[maximum depth reached]
			)
		),
		(int) 2 => array(
			'Post' => array(
				[maximum depth reached]
			),
			'Catproduct' => array(
				[maximum depth reached]
			)
		),
		(int) 3 => array(
			'Post' => array(
				[maximum depth reached]
			),
			'Catproduct' => array(
				[maximum depth reached]
			)
		),
		(int) 4 => array(
			'Post' => array(
				[maximum depth reached]
			),
			'Catproduct' => array(
				[maximum depth reached]
			)
		),
		(int) 5 => array(
			'Post' => array(
				[maximum depth reached]
			),
			'Catproduct' => array(
				[maximum depth reached]
			)
		),
		(int) 6 => array(
			'Post' => array(
				[maximum depth reached]
			),
			'Catproduct' => array(
				[maximum depth reached]
			)
		),
		(int) 7 => array(
			'Post' => array(
				[maximum depth reached]
			),
			'Catproduct' => array(
				[maximum depth reached]
			)
		),
		(int) 8 => array(
			'Post' => array(
				[maximum depth reached]
			),
			'Catproduct' => array(
				[maximum depth reached]
			)
		),
		(int) 9 => array(
			'Post' => array(
				[maximum depth reached]
			),
			'Catproduct' => array(
				[maximum depth reached]
			)
		)
	),
	'tinlq' => array(
		(int) 0 => array(
			'Post' => array(
				[maximum depth reached]
			),
			'Catproduct' => array(
				[maximum depth reached]
			)
		),
		(int) 1 => array(
			'Post' => array(
				[maximum depth reached]
			),
			'Catproduct' => array(
				[maximum depth reached]
			)
		),
		(int) 2 => array(
			'Post' => array(
				[maximum depth reached]
			),
			'Catproduct' => array(
				[maximum depth reached]
			)
		),
		(int) 3 => array(
			'Post' => array(
				[maximum depth reached]
			),
			'Catproduct' => array(
				[maximum depth reached]
			)
		),
		(int) 4 => array(
			'Post' => array(
				[maximum depth reached]
			),
			'Catproduct' => array(
				[maximum depth reached]
			)
		),
		(int) 5 => array(
			'Post' => array(
				[maximum depth reached]
			),
			'Catproduct' => array(
				[maximum depth reached]
			)
		),
		(int) 6 => array(
			'Post' => array(
				[maximum depth reached]
			),
			'Catproduct' => array(
				[maximum depth reached]
			)
		),
		(int) 7 => array(
			'Post' => array(
				[maximum depth reached]
			),
			'Catproduct' => array(
				[maximum depth reached]
			)
		),
		(int) 8 => array(
			'Post' => array(
				[maximum depth reached]
			),
			'Catproduct' => array(
				[maximum depth reached]
			)
		),
		(int) 9 => array(
			'Post' => array(
				[maximum depth reached]
			),
			'Catproduct' => array(
				[maximum depth reached]
			)
		)
	),
	'detailNews' => array(
		'Post' => array(
			'id' => '721',
			'name' => 'Định vị công trình bằng máy toàn đạc điện tử',
			'code' => null,
			'alias' => 'dinh-vi-cong-trinh-bang-may-toan-dac-dien-tu',
			'cat_id' => '40',
			'price' => '0',
			'type' => 'new',
			'shortdes' => '<p style="margin: 0in 0in 15.6pt; text-align: justify; background-image: initial; background-position: initial; background-size: initial; background-repeat: initial; background-attachment: initial; background-origin: initial; background-clip: initial;">
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="color: rgb(51, 51, 51);">Định vị thi c&ocirc;ng c&ocirc;ng tr&igrave;nh l&agrave; c&ocirc;ng t&aacute;c trắc địa nhằm x&aacute;c định vị tr&iacute; mặt&nbsp;<span style="box-sizing: border-box; touch-action: manipulation; color: rgb(51, 72, 98);">bằng</span>&nbsp;của c&aacute;c điểm, c&aacute;c đường thẳng, c&aacute;c điểm chi tiết của c&ocirc;ng tr&igrave;nh x&acirc;y dựng tr&ecirc;n đất liền cũng như tr&ecirc;n mặt nước theo đ&uacute;ng thiết kế.</span></span></span><span style="font-size:11.5pt;
font-family:Montserrat;color:#333333"><o:p></o:p></span></p>
',
			'content' => '<h2>
	<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>I. T&igrave;m hiểu về định vị thi c&ocirc;ng c&ocirc;ng tr&igrave;nh&nbsp;</strong></span></span></span></h2>
<br />
<p>
	<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Định vị thi c&ocirc;ng c&ocirc;ng tr&igrave;nh l&agrave; c&ocirc;ng t&aacute;c trắc địa nhằm x&aacute;c định vị tr&iacute; mặt&nbsp;bằng&nbsp;của c&aacute;c điểm, c&aacute;c đường thẳng, c&aacute;c điểm chi tiết của c&ocirc;ng tr&igrave;nh x&acirc;y dựng tr&ecirc;n đất liền cũng như tr&ecirc;n mặt nước theo đ&uacute;ng thiết kế.<br />
	<br />
	Định vị c&ocirc;ng tr&igrave;nh bằng m&aacute;y to&agrave;n đạc c&oacute; thể hiểu l&agrave; thao t&aacute;c sử dụng m&aacute;y to&agrave;n đạc để khảo s&aacute;t, x&aacute;c định vị tr&iacute; tọa độ c&ocirc;ng tr&igrave;nh chi tiết, nhanh ch&oacute;ng v&agrave; ch&iacute;nh x&aacute;c. C&aacute;c kỹ sư sẽ nhập c&aacute;c tham số tr&ecirc;n bản vẽ v&agrave;o m&aacute;y. Sau đ&oacute;, c&aacute;c thuật to&aacute;n của m&aacute;y to&agrave;n đạc sẽ xử l&yacute; những số liệu n&agrave;y. Cuối c&ugrave;ng, m&aacute;y to&agrave;n đạc&nbsp;sẽ khảo s&aacute;t, x&aacute;c định chi tiết v&agrave; x&aacute;c thực những vị tr&iacute; điểm ra thực địa.&nbsp;<br />
	<br />
	Chỉ cần tr&iacute;ch xuất những vị tr&iacute; tọa độ ch&iacute;nh x&aacute;c điểm tr&ecirc;n bản vẽ sang&nbsp;<strong><a href="https://tracdiathanhdat.vn/may-toan-dac-dien-tu">m&aacute;y to&agrave;n đạc điện tử</a> , </strong>&nbsp;m&aacute;y sẽ xử l&yacute; c&aacute;c th&ocirc;ng số n&agrave;y. Sau đ&oacute;, m&aacute;y triển khai vị tr&iacute; những tim trục tr&ecirc;n bản đồ l&ecirc;n thực địa. Nhờ vậy, sẽ định vị được x&aacute;c thực tim trục của nền m&oacute;ng cho những bước thi c&ocirc;ng tiếp theo.</span></span></span></p>
<p style="text-align: center;">
	<br />
	<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/dinh-vi-cong-trinh-bang-may-toan-dac.jpg" style="width: 620px; height: 360px;" /></span></span></span></p>
<h2>
	<br />
	<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>II. Phương ph&aacute;p thực hiện định vị c&ocirc;ng tr&igrave;nh bằng m&aacute;y to&agrave;n đạc điện tử</strong></span></span></span></h2>
<p style="text-align: center;">
	<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">&nbsp; &nbsp; &nbsp;&nbsp;<img alt="" 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" style="height: 411px; width: 620px;" /></span></span></span></p>
<p style="text-align: center;">
	<em><span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">&nbsp; &nbsp; &nbsp;Bản vẽ mặt bằng mộtt nh&agrave; xưởng</span></span></span></em><br />
	&nbsp;</p>
<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Reference Line (Định ᴠị c&ocirc;ng tr&igrave;nh theo đường chuẩn l&agrave; đường thẳng): một đường chuẩn c&oacute; thể được х&aacute;c định bằng c&aacute;ch tham chiếu tới 1 đường thẳng gốc đ&atilde; biết.&nbsp;<br />
<br />
1. X&aacute;c định đường gốc<br />
<br />
Một đường gốc được gắn ᴠới 2 điểm gốc ᴠ&agrave; được х&aacute;c định theo 3 c&aacute;ch: Đo đến điểm gốc; Nhập toạ độ bằng taу; Gọi điểm từ bộ nhớ.<br />
<br />
a) Đo tới điểm gốc. Nhập t&ecirc;n điểm <strong>PtID</strong> ᴠ&agrave; đo bằng ph&iacute;m&nbsp;<br />
b) Với điểm gốc đ&atilde; biết toạ độ t&igrave;m kiếm điểm <strong>PtID</strong> trong bộ nhớ. Nhập toạ độ bằng taу. Hiển thị những điểm ѕẵn trong m&aacute;у.<br />
&nbsp; &nbsp; (1) Điểm gốc trang bị 1&nbsp;<br />
&nbsp; &nbsp; (2) Điểm gốc thứ hai.<br />
&nbsp; &nbsp; (3) Đường gốc.<br />
&nbsp; &nbsp; (4) Đường chuẩn.<br />
<br />
2. Dịch chuуển/Quaу đường gốc<br />
Đường gốc được dịch chuуển ѕong ѕong, chiều dọc, chiều đứng hoặc l&agrave; quaу. Tất cả c&aacute;c kết quả đo ѕau đ&oacute; ѕẽ ảnh hưởng đến đường chuẩn.<br />
&nbsp; &nbsp; <strong>BP</strong>: Điểm gốc.<br />
&nbsp; &nbsp; <strong>BL</strong>: Đường gốc.<br />
&nbsp; &nbsp; <strong>RP</strong>: Điểm chuẩn.<br />
&nbsp; &nbsp; <strong>RL</strong>: Đường chuẩn.<br />
&nbsp; &nbsp; <strong>Off</strong>: Dịch chuуển ѕong ѕong.<br />
&nbsp; &nbsp; <strong>L</strong>: Dịch chuуển theo chiều dọc.<br />
&nbsp; &nbsp; <strong>R</strong>: Th&ocirc;ng ѕố quaу.<br />
<br />
Nhập th&ocirc;ng ѕố: Sử dụng ph&iacute;m n&agrave;у để chuуển con trỏ đến trường th&ocirc;ng ѕố bắt buộc nhập.&nbsp;Ta c&oacute; thể nhập c&aacute;c th&ocirc;ng ѕố như ѕau:<br />
&nbsp; &nbsp; <strong>Offѕet</strong>: Dịch chuуển đường chuẩn ѕong ѕong ᴠề ph&iacute;a b&ecirc;n cần của đường gốc, ᴠ&agrave;o hướng của đường gốc (BP1-BP2).<br />
&nbsp; &nbsp; <strong>Line</strong>: Dịch chuуển đường chuẩn theo chiều dọc t&iacute;nh từ điểm gốc trước ti&ecirc;n theo hướng từ điểm gốc đầu ti&ecirc;n tới điểm gốc vật dụng hai.<br />
&nbsp; &nbsp; <strong>Rotate</strong>: Quaу đường chuẩn theo chiều kim đồng hồ хung quanh điểm gốc.<br />
&nbsp; &nbsp; <strong>Height</strong>: Đường chuẩn cao hơn đường gốc.<br />
&nbsp; &nbsp; <strong>Ref.Hgt:Point1:</strong> Ch&ecirc;nh cao ѕo ᴠới điểm gốc chuẩn nhất.<br />
&nbsp; &nbsp; <strong>Point 2</strong>: Ch&ecirc;nh cao ѕo ᴠới điểm gốc chuẩn hai.<br />
&nbsp; &nbsp; <strong>Interpolated:</strong> Ch&ecirc;nh cao dọc theo đường chuẩn.<br />
&nbsp; &nbsp; <strong>No height</strong>: Ch&ecirc;nh cao kh&ocirc;ng được t&iacute;nh to&aacute;n ᴠ&agrave; hiển thị.<br />
<br />
3. Tiến h&agrave;nh đo hoặc chuуển ѕang chế độ chuуển điểm bề ngo&agrave;i ra thực địa. Tiến h&agrave;nh đo đến điểm đ&iacute;ch. Chuуển ѕang chế độ chuуển điểm bề ngo&agrave;i ra thực địa.<br />
<br />
4. Ứng dụng tương trợ &ldquo;Line&amp;Offѕet&rdquo;:&nbsp;t&iacute;nh to&aacute;n ra ᴠị tr&iacute; của điểm đo ѕo ᴠới đường chuẩn bằng c&aacute;ch hiển thị c&aacute;c lệch dọc trục, lệch ngang, ch&ecirc;nh cao&hellip;<br />
&nbsp;</span></span></span><br />
<p style="box-sizing: border-box; margin-bottom: 1.3em; margin-top: 0px; color: rgb(66, 66, 66); font-family: Roboto, sans-serif; font-size: 15px; text-align: justify;">
	<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trắc đạc c&ocirc;ng tr&igrave;nh hay đo đạc c&ocirc;ng tr&igrave;nh l&agrave; khảo s&aacute;t v&agrave; khai triển bản vẽ thiết kế của c&ocirc;ng tr&igrave;nh ra thực địa, d&ugrave;ng cho thi c&ocirc;ng v&agrave; gi&aacute;m s&aacute;t x&acirc;y dựng c&ocirc;ng tr&igrave;nh đ&uacute;ng bản vẽ thiết kế. Quan trắc dịch chuyển của c&ocirc;ng tr&igrave;nh ra thực địa, chuy&ecirc;n dụng cho thi c&ocirc;ng v&agrave; gi&aacute;m s&aacute;t x&acirc;y dựng c&ocirc;ng tr&igrave;nh đ&uacute;ng bản vẽ thiết kế. C&ocirc;ng cụ đo bằng những mẫu m&aacute;y đo đạc như m&aacute;y kinh vĩ, m&aacute;y thủy b&igrave;nh,m&aacute;y đo khoảng c&aacute;ch laser, m&aacute;y to&agrave;n đạc điện tử&nbsp;&hellip;&nbsp;</span></span></span></p>
<p style="box-sizing: border-box; margin-bottom: 1.3em; margin-top: 0px; color: rgb(66, 66, 66); font-family: Roboto, sans-serif; font-size: 15px; text-align: justify;">
	<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Nhiệm vụ chủ đạo của c&ocirc;ng t&aacute;c trắc địa trong x&acirc;y dựng l&agrave; đảm bảo cho c&ocirc;ng tr&igrave;nh được x&acirc;y dựng đ&uacute;ng k&iacute;ch thước h&igrave;nh học v&agrave; đ&uacute;ng vị tr&iacute; thiết kế. Chỉ khi hai y&ecirc;u cầu n&agrave;y được đ&aacute;p ứng th&igrave; c&ocirc;ng tr&igrave;nh mới mang thể vận h&agrave;nh an to&agrave;n.&nbsp;</span></span></span></p>
<h2 style="box-sizing: border-box; margin-bottom: 1.3em; margin-top: 0px; color: rgb(66, 66, 66); font-family: Roboto, sans-serif; font-size: 15px; text-align: justify;">
	<span style="font-weight: var(--h2_typography-font-weight); font-family: tahoma, geneva, sans-serif; font-size: 14px; color: rgb(0, 0, 0);">III. Những thiết bị được sử dụng trong định vị thi c&ocirc;ng c&ocirc;ng tr&igrave;nh</span></h2>
<ul style="box-sizing: border-box; color: rgb(73, 73, 73); font-family: &quot;Open Sans&quot;, Arial, Helvetica, sans-serif; font-size: 15px;">
	<li style="box-sizing: border-box;">
		<span style="color:#ff0000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><a href="https://tracdiathanhdat.vn/may-thuy-binh-tu-dong"><strong>M&aacute;y thủy b&igrave;nh tự động, m&aacute;y thủy b&igrave;nh điện tử</strong></a></span></span></span><span style="color:#000080;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">:</span></span></span><span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> X&aacute;c định cao độ, dẫn mốc cao độ, đo ch&ecirc;nh cao, quan trắc l&uacute;n&hellip;</span></span></span></li>
</ul>
<ul style="box-sizing: border-box; color: rgb(73, 73, 73); font-family: &quot;Open Sans&quot;, Arial, Helvetica, sans-serif; font-size: 15px;">
	<li style="box-sizing: border-box;">
		<span style="color:#000080;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="box-sizing: border-box; font-weight: bolder;"><a href="https://tracdiathanhdat.vn/may-toan-dac-dien-tu">M&aacute;y to&agrave;n đạc điện tử</a></span></span></span></span><span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="box-sizing: border-box; font-weight: bolder;">:</span>&nbsp;Bố tr&iacute; tr&iacute; tọa độ thiết kế ra thực địa; t&iacute;nh to&aacute;n khoảng c&aacute;ch ngang, đứng, g&oacute;c phương vị của đường, tọa độ điểm, diện t&iacute;ch v&agrave; bố tr&iacute; đường thẳng, đường cong; dẫn lưới lập mốc đường chuyền&hellip;</span></span></span></li>
</ul>
<ul style="box-sizing: border-box; color: rgb(73, 73, 73); font-family: &quot;Open Sans&quot;, Arial, Helvetica, sans-serif; font-size: 15px;">
	<li style="box-sizing: border-box;">
		<span style="color:#000080;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="box-sizing: border-box; font-weight: bolder;"><a href="https://tracdiathanhdat.vn/may-dinh-vi-ve-tinh-gps-2-tan-so-rtk">M&aacute;y định vị GNSS</a></span></span></span></span><span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="box-sizing: border-box; font-weight: bolder;">:</span>&nbsp;Khảo s&aacute;t th&agrave;nh lập lưới khống chế tọa độ; bố tr&iacute; điểm phục vụ cho c&ocirc;ng t&aacute;c chuyển điểm thiết kế ra thực địa; giao hội, bố tr&iacute; đường cong, t&iacute;nh diện t&iacute;ch&hellip;</span></span></span></li>
</ul>
<p style="box-sizing: border-box; margin-bottom: 1.3em; margin-top: 0px; color: rgb(66, 66, 66); font-family: Roboto, sans-serif; font-size: 15px; text-align: center;">
	<span style="color:#000000;"><img alt="" src="/admin/webroot/upload/image/images/Banner (665 × 295 px) (31).png" style="width: 665px; height: 295px;" /></span></p>
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			'lft' => '103',
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			'title_seo' => 'tin tức trắc địa, cập nhật xu hướng đo đạc mới, công nghệ đo đạc, thiết bị đo đạc hiện đại, mẹo kỹ thuật trắc địa, sai số đo đạc, hệ tọa độ VN-2000, GNSS, RTK, GPS trắc địa, phần mềm trắc địa, phần mềm GIS, SurPad, LandStar, Magnet Field, Leica Captivate, Trimble Access',
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		'title' => 'Chuyên phân phối máy đo đạc, trắc địa: Máy GPS RTK, máy thủy bình, máy toàn đạc, máy scanner, UAV chính hãng (LEICA, TOPCON, NIKON, TRIMPLE, SOKKIA, DJI, PENTAX, GARMIN,...)',
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		'address' => '<p>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong><u>Văn ph&ograve;ng</u></strong></span></span><span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">: Số 157&nbsp;Đặng Văn Ngữ, Phường Kim Li&ecirc;n, H&agrave; Nội</span></span></p>
<p>
	<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">MST:<strong><a href="javascript: void(0)" style="font-size:11px;"><span style="color:#ffffff;"> 0103764857 </span></a></strong>do Sở KHĐT TP. H&agrave; Nội cấp ng&agrave;y 28-04-2009<br />
	Điện thoại:&nbsp;<a href="javascript: void(0)" style="font-family: tahoma, geneva, sans-serif;font-size:11px;"><span style="color: rgb(255, 255, 255);"><strong style="font-family: arial, helvetica, sans-serif;">(</strong><strong style="font-family: arial, helvetica, sans-serif;">024) 3776 4930</strong></span></a></span></span></p>
<div>
	<p>
		<strong style="font-size: 14px; font-family: tahoma, geneva, sans-serif;"><u>Cửa h&agrave;ng</u></strong><span style="font-size: 14px; font-family: tahoma, geneva, sans-serif;">:</span></p>
</div>
<p>
	<span style="font-family: tahoma, geneva, sans-serif;">- <span style="font-size:12px;">Số <strong><span style="font-size:14px;">145 </span></strong></span></span><span style="font-size:12px;"><span style="font-family: tahoma, geneva, sans-serif;">L&aacute;ng Hạ, Phường L&aacute;ng Hạ, H&agrave; Nội</span></span></p>
<p>
	<span style="font-size:12px;"><span style="font-family: tahoma, geneva, sans-serif;">- Số 5/161 Nguyễn Tu&acirc;n, Phường Thanh Xu&acirc;n, H&agrave; Nội</span></span><br />
	<br />
	&nbsp;</p>
',
		'contactinfo_eng' => '',
		'taikhoan' => '<strong><span style="color:#04529a;">Số T&agrave;i&nbsp; khoản c&aacute;c ng&acirc;n h&agrave;ng của c&ocirc;ng ty T&acirc;n &Aacute;</span></strong><br />
<br />
1. 13022-0506-5430 - Nguyễn Văn Hiệu - Agribank - CN Trung Y&ecirc;n, HN<br />
2. 0011-00404-0367 - Nguyễn Văn Hiệu - Vietcombank - CN Sở Giao dịch, HN<br />
3. 711A-6202-9713 - Nguyễn Văn Hiệu - Vietinbank - CN Thanh Xu&acirc;n, HN<br />
4. 190-256-018-210-13 - Nguyễn Văn Hiệu - Techcombank, H&agrave; Nội<br />
5. 1231-0000-368-767 - Nguyễn Văn Hiệu - BIDV CN Quang Trung, H&agrave; Nội',
		'contactinfo' => '<div dir="rtl" style="text-align: left;">
	<u style="font-family: tahoma, geneva, sans-serif; font-size: 14px;"><strong>Văn Ph&ograve;ng</strong></u></div>
<div style="">
	<br />
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Địa chỉ:&nbsp; Số 157 Đặng Văn Ngữ, Phường Kim Li&ecirc;n, H&agrave; Nội, Việt Nam<br />
	Tel:&nbsp; &nbsp; &nbsp; &nbsp; (024) 3776 4930 &nbsp; &nbsp;<br />
	Fax:&nbsp; &nbsp; &nbsp; &nbsp;(024) 3776 5908<br />
	Email:&nbsp; &nbsp; thanhdatsurvey.JSC@gmail.com/ tracdiathanhdat@gmail.com<br />
	Hotline:&nbsp; <strong>0913 051 734</strong><br />
	<br />
	<strong><u>C</u></strong><strong><u>ửa h&agrave;ng</u></strong></span></span><br />
	<br />
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">- Số 145 L&aacute;ng Hạ, Phường L&aacute;ng Hạ, H&agrave; Nội</span></span><br />
	<img alt="" src="data:image/png;base64,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" style="height: 12px; width: 16px;" /><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">&nbsp;<strong>0942 288 388</strong></span><br />
	&nbsp;</div>
<div style="">
	<span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">- Số 5/161 Nguyễn Tu&acirc;n, Phường Thanh Xu&acirc;n, H&agrave; Nội</span></div>
<div style="">
	<img alt="" src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADUAAAAoCAYAAABerrI1AAAIK0lEQVRoBdWZi1fTRxbH8/esW3W77Wnrqnva7XH7dNk+7Lq7h/Io8jIEGiCGN9XKK0SBJITwy+uXH8kvFgUEUZ4iWI5Va7UVH1sf1VWrq+261W0tIt89d+L8GkJegJ6VOWfOZCYzc+9n7p07k4kK80z3H0ziyu1zOHF1DINnZew4th3Wg3rUDWVgc18iirrfQn7na9B2vIqCztdR2PUmK6lO7cU9b2NLXyIMw5mwjZeg/YtG7P+6HV9ePYhrty+A5p9vUsU7cHLqZ0x8ewi9E06Yxwqg352ATP/vkOFf8chz5o6V0HcnwDJWyOSd+vazOUHGhDp9/TCkIzVMyOMAiHdOgvQercWZG0dj2iEi1KFv9qJm8INHboV4IaL1qx1Kx5FLAxHhZkFduDWB+uGsJxImFHT7iAZXb5+fBTcDauCMF+TPoYMXWs/asQrZn6wGlQudK3S8uv1FjJ7rmAGmQLUfb1qQwHT5eWzwPosP2n7LNje5B/n/5e/PstW89p+LrKT6P/51DJ9fHsLI1+3Q7lzDxmXIzy9IPgUwnhgUheTQFYhVL+l5G77PDcjveAVJ7l/jfdevWNb4f48f7n3P549ZbhvMVMbSPMmeZXAcqkR571/mrNORy4NMnurGnctxD87asRKGoQwcvtSPqQf32QQlXQmKUgS2ECi+MGTN6ekH7AxsGNHE7bY57S/hx8k7UFG4jmUV/n3l3r/OWvnHBRUsiA50rkOssu+0BBWd/rE68u9pU966ey1YHiJB3f7xJs7dPIHjV0ZBx8PY+S6MX9yDL66M4OyNY7h59yqbJ9j9gi3FhdDK53e+GreOjQfyoKIrDFc6nvLAuV1cHiuDoZLFpcj2r8TW/uSYiuTufBkf7fs7dJ1vsH3Egagk9+OJFiEevXifyn1/g0qz8w9zGtT1ZQvzdy60uCsBydJypPuem9M8XAleUvRMlZ5GomuJAjWNadAxw/vEU+btWgOV2r86/kHyChgGNihQhy/1gYJHNGFa35+wpS0bNVIhtkhq6HzvRO2fLr/AoiotGkFZRvORIcd/v9zQ9ixUWd4XkCItjyqIK03uVd2XyoxEN2veHqn8UH4NH7epYXLUwdTQCLPNiGpJCwKNNIa3f9yfxG7rtjE9ksVlMfvTuLS2Z5Dsfgqq4/88oITkJHEpSPFwmXw9RVyKi99NoHog+p1Q710Ps1gHl8vFcmuzALPBAluTTWmzig0o86ZEvelrdr6EI5f6kSY9jfddS5DiWc5cnUolS4G2ZPEpxrHruAns8P3s4j5s9K9ijUmuJQiX9Z1rceLKKMp734u4atn+1TB6yuEQHHA5A0AEZqmzoKnaxHJwO/UjeLUceV/Tta3/tARdx+vK4gcHFf451fMbyEcNzIsY1P2pn7Fvwo1tQ1loHM6BaX+ukhuG1Wjar0H/KQmFXW9EBCLzN4pVsJlsTHlLrQVOhxNOpwtOwYmWRhvsLYJiqWajlfWzGq1oERuRI78cdW7bwSJUdL8LCkxl3e8ouWT3n1HUuRaO8TLcuhM4JpS7H49m4crJqXugqML9PVxJe4WsQspzqxCU3y/D4xEhCHa43W6lbqkPWM9S38zGNXg2R52fZNKv4nhSXFCxTvRc+Y9wuhyKFQSrnVnJJ/vQUN+AEm0pdOpNKMorRn2VAT6fF6IoQrDZlTG0IJu867BRfjEiHEXa0MM/HGRMqLHznRGF0OpRUKiS8phydsHB3I0UJAsZa43ISdVAt1EHnUbPwDSpGlRVboXP71OA2B50uVAr6VHmTYoqz7h/YziOGW1RoX66/1/QyR/O3XhblaSFRTQoe8lUY1bAdDmbQLlEW4KiD4tRpC2GPq8I+ZkFsFlt8HrbQO5H7kpuS0GjRtJGlUdyv7r26QyI0EpUqJ6T9pgCaiUdLKIRzdsDG58UdDlccDgcioUIhkE9BNNm5sNssjAoU00gKlLAMIsG1EgFMWXS9SpaighFT1TajldiCqCzxiAVM1cSmgXYbRQQXKD9VFVRBU2KBpty9QGovGLkpuaiTFeONm8b21fksq2WVrYQdBxUeNNiyiRrnbp+OCJXRKjxCz1xTU4CCuS1yv6g/eR0OiFJHmaJqspq6NQ6FGQVoCC7EB8Vb2YwBOVwOGeMK/UmgoIOd+1opWlUO3eoWLeGUIEGT2nAWlYB5lozLAYL3C43ZL8MQRBgabKgpcXGLChJEqzbrKwfnWu0ELSfQueMVqc3x0iRMKyl6IU02oThvqPDs0VsYlchfk6RK5LCBOG2uyGJItxkSbsTfC9RoKDjQOtbO2eZeyYcYa0VFmrXCcucBRCoRl4Dq7sRglWAveWXM4iCAIGaa8zK9YnCeKu5Fa2OFhT63pqXPAoYdJMPTWGhKnrXz0sIgWX7V7Fzy+EOuhI9jIx0qSXL8VwvlUAd43oUziuC24J/UHK4WVDffHd63kDBwuiSWv4wMjYJdWhsMMJkq4fRU4bKtvS4A0LwnOE+7/6qlbMo5Syo7pPCI4EKp8DjaKN/TkLTLKiqgdRFBUULdf2HyzO4ZkDRKyp1oht5ac+6h/ldlPY8eblsz3vQ7Q5EzJ6QKKhAURTpPeVCxZ712CA9E/UHGf9h9v8uU8VlKOtZx/64o6c0nhSoO/f+DWG8dFHAhC5mUVcC6J2RJwWq96Rjxpt46MAnvU6/3HlSoIRPSxallfhiG/rTOFPg4YVqw2dkpHno1Sbw78ViK8nTeFIsRe8Qg2e8ixJq695ETE1PcaZfLMVbRs5+wl5nMr3PQS2vfGJztm8F0004WIyfJu9y9Vn5P2E2W2r6o5rUAAAAAElFTkSuQmCC" style="height: 12px; width: 16px;" /><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">&nbsp;<strong>0949 322 456</strong></span></div>
<div style="">
	<br />
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong><u>VPĐD tại Tp. Hồ Ch&iacute; Minh</u></strong><br />
	<br />
	- 1/56 Nguyễn Th&aacute;i Sơn, Phường Hạnh Th&ocirc;ng, Hồ Ch&iacute; Minh</span></span><br />
	<img alt="" src="data:image/png;base64,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" style="height: 12px; width: 16px;" /><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">&nbsp;<strong>0904 925 936</strong></span></div>
',
		'telephone' => '01659 014592',
		'hotline' => '0913051734',
		'email' => 'tracdiathanhdat@yahoo.com',
		'url' => '',
		'meta_key' => 'Leica Geosystems, Máy RTK, máy định vị GPS, GNSS, vngeonet, máy laser, thước đo, Yamayo, máy toàn đạc điện tử, máy toàn đạc robotic, máy toàn đạc tự động, Leica, Sokkia, Nikon, Trimple, Nikon, Spectra, Topcon, ống nhòm, máy bộ đàm, thước đo Yamayo, Máy toàn đạc điện tử, Máy toàn đạc Leica, Máy toàn đạc Sokkia, máy toàn đạc Nikon, Máy toàn đạc Geomax,	Máy toàn đạc Topcon, Máy toàn đạc Trimble, Máy thủy bình tự động, Máy thủy bình leica, Máy thủy bình sokkia, Máy thủy bình Nikon, Máy thủy bình Topcon, Máy thủy bình pentax, Máy thủy bình điện tử, Máy cân bằng laser, Máy kinh vĩ nikon, Máy kinh vĩ Topcon, Máy kinh vĩ sokkia, Máy kinh vĩ geomax, Máy cân bằng laser sabaru, Máy cân bằng laser sincon, Máy cân bằng laser fukuda, Máy cân bằng laser acuza, Máy đo khoảng cách laser leica, Máy đo khoảng cách laser sincon, Máy đo khoảng cách laser bosch, Máy định vị gps 2 tần, Máy định vị gps cầm tay, Máy đo sâu, Máy bộ đàm, Phụ kiện trắc địa, Máy định vị GPS RTK GNSS, Máy định vị GPS RTK Trimble, Máy định vị GPS RTK Sokkia, Máy định vị GPS RTK Sanding, Máy định vị GPS RTK CHC, Máy định vị GPS RTK Comnav, Máy định vị GPS RTK Efix, Máy định vị GPS RTK FOIF, Máy định vị GPS RTK Geomax, Máy định vị GPS RTK Topcon, Máy định vị GPS RTK Nikon, Máy định vị GPS RTK South, Máy định vị GPS RTK Ruide, Máy định vị GPS RTK Kolida, Máy định vị GPS RTK Leica, máy định vị điểm, đo đạc, khảo sát, bản đồ, RINEX, CORS, ',
		'meta_des' => 'Chuyên cung cấp máy định vị vệ tinh GNSS RTK, máy thủy bình, máy toàn đạc, máy laser, máy GPS cầm tay, UAV, ống nhòm (LEICA, TOPCON, NIKON, TRIMPLE, SOKKIA, DJI, PENTAX, GARMIN,...). Uy tín, chất lượng, giá tốt hàng đầu tại Việt Nam!',
		'created' => '2012-06-05',
		'modified' => '1769758152',
		'youtube' => 'http://youtube.com',
		'twitter' => 'https://twitter.com/',
		'myspace' => 'https://myspace.com/',
		'facebook' => 'https://www.facebook.com/thanhdatsurvey.jsc/',
		'email2' => 'duycuong7640',
		'skype' => 'hothihuyen.hn',
		'yahoo' => 'duycuong7640',
		'yahoo1' => 'duycuong7640',
		'content' => 'Thanks for your interest in Vn Discoverytours. For a fast response, please submit this basic Quick Enquiry form below by clicking &ldquo;Submit&rdquo;, and we&rsquo;ll get back to you by e-mail within 12 to 24 hours (in working days). For urgent booking, call us at +84 974 839 873',
		'video' => '<iframe width="1280" height="720" src="https://www.youtube.com/embed/mR4kOuAkEtY" title="YouTube video player" frameborder="0" allow="accelerometer; autoplay; clipboard-write; encrypted-media; gyroscope; picture-in-picture" allowfullscreen></iframe>',
		'slogan' => 'trung tâm sửa chữa và bảo hành máy giặt electrolux',
		'slogan_eng' => '',
		'printer' => '',
		'googleplus' => '',
		'bando' => '<p>
	<iframe allowfullscreen="" frameborder="0" height="410" src="https://www.google.com/maps/embed?pb=!1m18!1m12!1m3!1d1680.2372398112452!2d105.81212934716025!3d21.01437303922492!2m3!1f0!2f0!3f0!3m2!1i1024!2i768!4f13.1!3m3!1m2!1s0x3135ab63b645b665%3A0xa6797ac6008687bf!2zQ-G7rWEgSMOgbmcgVHLhuq9jIMSQ4buLYQ!5e0!3m2!1svi!2s!4v1449908805279" style="border:0" width="600"></iframe></p>
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		'gioithieu' => '<p style="text-align: center;">
	<img alt="" src="/admin/webroot/upload/image/images/gioithieu.png" /></p>
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		'thongtincongty' => 'Sửa máy lạnh tại nhà
Sửa máy lạnh tại HCM
Sửa tủ lạnh
Bơm ga máy lạnh ',
		'trogiupkh' => 'Tai nghe Iphone
Sua may tinh tai nha
Máy Ozone Z755',
		'dichvuft' => 'Sửa máy lạnh
Bảo dưỡng máy lạnh
Vệ sinh máy lạnh
Lắp đặt máy lạnh',
		'bb' => '',
		'zing' => '',
		'hotline2' => '0912 35 65 75',
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		'theh1' => 'thanhdatsurvey.JSC',
		'hanoi' => '<div>
	<strong>C&Ocirc;NG TY CỔ PHẦN THƯƠNG MẠI HMH VIỆT NAM</strong></div>
<div>
	<strong>Địa chỉ</strong> &nbsp;: Số 51 - Trần Duy Hưng, Trung H&ograve;a, Cầu Giấy, H&agrave; Nội</div>
<div>
	<strong>Điện thoại </strong>: (04) 3641.7498 - <strong>Fax</strong>: (04) 3543.0479</div>
<div>
	<strong>Email </strong>: info@ifes.vn</div>
',
		'tphcm' => '<div>
	<strong>C&Ocirc;NG TY CỔ PHẦN THƯƠNG MẠI HMH VIỆT NAM</strong></div>
<div>
	<strong>Địa chỉ</strong>&nbsp;&nbsp;: Số 51 - Trần Duy Hưng, Trung H&ograve;a, Cầu Giấy, H&agrave; Nội</div>
<div>
	<strong>Điện thoại&nbsp;</strong>: (04) 3641.7498 -&nbsp;<strong>Fax</strong>: (04) 3543.0479</div>
<div>
	<strong>Email&nbsp;</strong>: info@ifes.vn</div>
',
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			'id' => '802',
			'name' => 'Dữ liệu RINEX – Nền tảng cốt lõi của hạ tầng trắc địa hiện đại',
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			'alias' => 'du-lieu-rinex-–-nen-tang-cot-loi-cua-ha-tang-trac-dia-hien-dai',
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			'price' => '0',
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			'shortdes' => '<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trong hạ tầng trắc địa hiện đại, RINEX kh&ocirc;ng phải dữ liệu phụ, m&agrave; l&agrave; nền m&oacute;ng kỹ thuật của hệ tọa độ quốc gia.&nbsp;RTK gi&uacute;p đo nhanh h&ocirc;m nay,&nbsp;nhưng RINEX mới l&agrave; yếu tố đảm bảo bản đồ, mốc v&agrave; c&ocirc;ng tr&igrave;nh đứng vững trong nhiều năm tới.</span></span>',
			'content' => '<p>
	<em><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">Trong những năm gần đ&acirc;y, c&ocirc;ng nghệ GNSS RTK c&ugrave;ng c&aacute;c mạng trạm CORS ph&aacute;t triển mạnh mẽ, gi&uacute;p c&ocirc;ng t&aacute;c đo đạc, thi c&ocirc;ng v&agrave; bố tr&iacute; c&ocirc;ng tr&igrave;nh đạt được kết quả gần như tức thời với độ ch&iacute;nh x&aacute;c cao.</span></em></p>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><em>Tuy nhi&ecirc;n, nếu nh&igrave;n ở g&oacute;c độ x&acirc;y dựng v&agrave; duy tr&igrave; hạ tầng trắc địa quốc gia d&agrave;i hạn, nhiều quốc gia ph&aacute;t triển như Mỹ, ch&acirc;u &Acirc;u, Nhật Bản đều c&oacute; chung một quan điểm:&nbsp;RTK l&agrave; lớp ứng dụng đo nhanh ngo&agrave;i hiện trường,&nbsp;trong khi RINEX &ndash; dữ liệu GNSS đo tĩnh &ndash; mới l&agrave; lớp nền cốt l&otilde;i của hệ tọa độ.</em><br />
<br />
<em>RTK cho ph&eacute;p định vị nhanh theo thời gian thực, nhưng độ ổn định v&agrave; khả năng kiểm chứng của kết quả RTK phụ thuộc mạnh v&agrave;o điều kiện truyền cải ch&iacute;nh tại thời điểm đo.&nbsp;Ngược lại, dữ liệu RINEX cho ph&eacute;p xử l&yacute; hậu kỳ, kiểm chứng, đối so&aacute;t v&agrave; duy tr&igrave; độ ổn định tọa độ trong thời gian d&agrave;i.<br />
&nbsp;</em></span></span>
<h2>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">1. RINEX l&agrave; g&igrave;?</span></span></h2>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">RINEX (<em>Receiver Independent Exchange Format</em>) l&agrave; định dạng dữ liệu GNSS th&ocirc; chuẩn quốc tế, được ph&aacute;t triển v&agrave; duy tr&igrave; bởi cộng đồng GNSS to&agrave;n cầu dưới sự điều phối&nbsp;của c&aacute;c tổ chức quốc tế như IGS (International GNSS Service) v&agrave; RTCM SC-104.</span></span><br />
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">RINEX cho ph&eacute;p trao đổi dữ liệu GNSS giữa c&aacute;c thiết bị v&agrave; phần mềm kh&aacute;c nhau, kh&ocirc;ng phụ thuộc h&atilde;ng sản xuất, v&agrave; được sử dụng rộng r&atilde;i tr&ecirc;n to&agrave;n thế giới cho c&aacute;c mục đ&iacute;ch kỹ thuật chuy&ecirc;n s&acirc;u.&nbsp;Dữ liệu RINEX cho ph&eacute;p:</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Xử l&yacute; hậu kỳ GNSS (Static / PPK)</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">B&igrave;nh sai mạng lưới GNSS</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kiểm so&aacute;t chất lượng v&agrave; truy xuất nguồn gốc số liệu</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Duy tr&igrave; v&agrave; kiểm chứng hệ tọa độ theo thời gian d&agrave;i</span></span></li>
</ul>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">RTK cho kết quả nhanh &ndash; RINEX cho kết quả bền v&agrave; kiểm chứng được.<br />
&nbsp;</span></span>
<h2>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">2. C&aacute;ch c&aacute;c quốc gia khai th&aacute;c RINEX trong hạ tầng trắc địa</span></span></h2>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tại nhiều quốc gia, mạng CORS quốc gia kh&ocirc;ng chỉ phục vụ RTK thời gian thực m&agrave; c&ograve;n coi dữ liệu RINEX li&ecirc;n tục l&agrave; t&agrave;i sản dữ liệu cốt l&otilde;i.&nbsp;M&ocirc; h&igrave;nh khai th&aacute;c phổ biến:</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Lưu trữ dữ liệu GNSS 24/7.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Cho ph&eacute;p tải RINEX theo c&aacute;c khoảng thời gian:</span></span>
		<ul>
			<li>
				<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">15 ph&uacute;t</span></span></li>
			<li>
				<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">1 giờ</span></span></li>
			<li>
				<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">6 giờ</span></span></li>
			<li>
				<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">24 giờ</span></span></li>
		</ul>
	</li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Cung cấp đầy đủ metadata:</span></span>
		<ul>
			<li>
				<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Th&ocirc;ng tin trạm GNSS</span></span></li>
			<li>
				<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Thời gian quan s&aacute;t</span></span></li>
			<li>
				<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Chu kỳ ghi (1s, 15s, 30s&hellip;)</span></span></li>
			<li>
				<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hệ quy chiếu v&agrave; m&ocirc; h&igrave;nh tham chiếu.</span></span></li>
		</ul>
	</li>
</ul>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">&gt; V&iacute; dụ ti&ecirc;u biểu:</span></span><br />
<br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Mỹ: NOAA CORS Network cung cấp dữ liệu RINEX phục vụ đo tĩnh v&agrave; xử l&yacute; hậu kỳ.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Ch&acirc;u &Acirc;u: EUREF Permanent Network (EPN) lưu trữ dữ liệu RINEX cho b&igrave;nh sai lưới khu vực.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Nhật Bản: GEONET do GSI vận h&agrave;nh, cung cấp dữ liệu RINEX cho xử l&yacute; hậu kỳ v&agrave; nghi&ecirc;n cứu GNSS.</span></span></li>
</ul>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Điểm chung của c&aacute;c m&ocirc; h&igrave;nh n&agrave;y l&agrave; coi RINEX li&ecirc;n tục mới l&agrave; nền tảng bền vững của hệ tọa độ quốc gia.<br />
&nbsp;</span></span>
<p style="text-align: center;">
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/ncn_agol.png" style="width: 800px; height: 511px;" /></span></span></p>
<h2>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">3. Vai tr&ograve; của RINEX trong hệ thống trắc địa hiện đại</span></span></h2>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Nhiều quốc gia đang triển khai m&ocirc; h&igrave;nh tổng hợp:</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">GNSS CORS + RINEX &rarr; lớp khống chế nền, duy tr&igrave; hệ tọa độ d&agrave;i hạn</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Mốc khống chế vật l&yacute; &rarr; đối tượng kiểm chứng v&agrave; cơ sở ph&aacute;p l&yacute;</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">RTK &rarr; c&ocirc;ng cụ đo nhanh ngo&agrave;i hiện trường</span></span></li>
</ul>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đ&acirc;y kh&ocirc;ng phải xu hướng &ldquo;bỏ mốc&rdquo;, m&agrave; l&agrave;:</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Giảm phụ thuộc v&agrave;o việc chạy mốc thủ c&ocirc;ng tốn thời gian</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Chuyển vai tr&ograve; mốc từ nguồn gốc duy nhất sang đối tượng kiểm chứng</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tăng vai tr&ograve; của dữ liệu GNSS chuẩn h&oacute;a trong duy tr&igrave; hệ tọa độ</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">&nbsp;</span></span>
<h2>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">4. RINEX gi&uacute;p ổn định v&agrave; kiểm so&aacute;t hệ tọa độ theo thời gian như thế n&agrave;o?</span></span></h2>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Dữ liệu RINEX cho ph&eacute;p xử l&yacute; hậu kỳ v&agrave; b&igrave;nh sai mạng lưới, nhờ đ&oacute;:</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Giảm ảnh hưởng của thời điểm đo</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hạn chế t&aacute;c động của điều kiện kh&iacute; quyển v&agrave; m&ocirc;i trường</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tăng khả năng đối so&aacute;t v&agrave; truy nguy&ecirc;n số liệu</span></span></li>
</ul>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kh&aacute;i niệm &ldquo;ổn định&rdquo; ở đ&acirc;y được hiểu theo nghĩa kỹ thuật: Cho ph&eacute;p t&aacute;i xử l&yacute;, kiểm chứng v&agrave; so s&aacute;nh tọa độ tại c&aacute;c thời điểm kh&aacute;c nhau, tr&aacute;nh sai lệch t&iacute;ch lũy do đo nhanh tức thời.<br />
&nbsp;</span></span>
<h2>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">5. Ứng dụng thực tế của dữ liệu RINEX v&agrave; lợi &iacute;ch khai th&aacute;c RINEX hiệu quả</span></span></h2>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Dữ liệu RINEX hiện được sử dụng rộng r&atilde;i trong:</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Lập mốc khống chế GNSS</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">B&igrave;nh sai lưới quốc gia v&agrave; khu vực</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Quan trắc dịch chuyển c&ocirc;ng tr&igrave;nh, địa chất</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">L&agrave;m cơ sở kỹ thuật v&agrave; ph&aacute;p l&yacute; d&agrave;i hạn cho bản đồ v&agrave; hạ tầng kỹ thuật</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">&nbsp;<br />
Khai th&aacute;c RINEX b&agrave;i bản mang lại:</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Giảm thời gian v&agrave; chi ph&iacute; thiết lập lưới khống chế</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">N&acirc;ng cao độ ổn định v&agrave; khả năng kiểm chứng số liệu</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Ph&ugrave; hợp với dự &aacute;n lớn, triển khai d&agrave;i hạn, y&ecirc;u cầu ph&aacute;p l&yacute; cao</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Chủ động khi RTK kh&ocirc;ng ổn định hoặc mất hiệu chỉnh</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">&nbsp;</span></span>
<h2>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">6. Cấu tr&uacute;c dữ liệu RINEX gồm những g&igrave;?</span></span></h2>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Dữ liệu RINEX kh&ocirc;ng phải l&agrave; một file đơn lẻ, m&agrave; l&agrave; tập hợp nhiều file th&agrave;nh phần, mỗi file đảm nhiệm một vai tr&ograve; ri&ecirc;ng.<br />
<br />
6.1. File quan s&aacute;t &ndash; Observation file (*.obs). Bao gồm:</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">S&oacute;ng mang v&agrave; m&atilde; giả</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Dữ liệu GPS, GLONASS, Galileo, BeiDou&hellip;</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Th&ocirc;ng tin thời gian, tần số, t&iacute;n hiệu</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">File bắt buộc khi xử l&yacute; GNSS hậu kỳ v&agrave; b&igrave;nh sai.<br />
&nbsp;<br />
6.2. File quỹ đạo vệ tinh &ndash; Navigation file (*.nav, *.gnav&hellip;) c&oacute; chứa q</span></span><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">uỹ đạo vệ tinh (broadcast ephemeris) - d</span><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">ữ liệu cần thiết để t&iacute;nh vị tr&iacute; vệ tinh theo thời gian.<br />
<br />
T&ugrave;y phi&ecirc;n bản RINEX v&agrave; hệ vệ tinh, file điều hướng (Navigation file) c&oacute; thể được đặt t&ecirc;n kh&aacute;c nhau.<br />
Trong c&aacute;c hệ thống v&agrave; phần mềm cũ (RINEX 2.x), file điều hướng thường được t&aacute;ch theo từng hệ GNSS, với c&aacute;c đu&ocirc;i phổ biến như:</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">GPS: .N</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">GLONASS: .G</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">BeiDou: .C</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Galileo: .E</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trong c&aacute;c hệ thống hiện đại sử dụng RINEX 3.x trở l&ecirc;n, file điều hướng thường được gộp đa hệ GNSS v&agrave; sử dụng chung đu&ocirc;i .nav (hoặc .rnx), trong đ&oacute; chứa đồng thời dữ liệu GPS, GLONASS, Galileo, BeiDou&hellip;</span></span><br />
&nbsp;<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">6.3. File đồng hồ vệ tinh &ndash; Clock file (*.clk)</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hiệu chỉnh sai số đồng hồ vệ tinh v&agrave; trạm</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Độ ch&iacute;nh x&aacute;c cao hơn dữ liệu quảng b&aacute;</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">D&ugrave;ng cho b&igrave;nh sai ch&iacute;nh x&aacute;c cao v&agrave; nghi&ecirc;n cứu d&agrave;i hạn.<br />
&nbsp;<br />
6.4. File quỹ đạo ch&iacute;nh x&aacute;c &ndash; Precise orbit (*.sp3)</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Quỹ đạo vệ tinh độ ch&iacute;nh x&aacute;c cao</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kết hợp với .clk để n&acirc;ng cao chất lượng xử l&yacute;</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">&nbsp;<br />
6.5. C&aacute;c file phụ trợ</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Metadata trạm, antenna, receiver</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">File kh&iacute; quyển, site log</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Gi&uacute;p n&acirc;ng cao độ tin cậy v&agrave; truy xuất nguồn gốc số liệu.<br />
&nbsp;<br />
&gt;&gt;&gt; Phi&ecirc;n bản RINEX v&agrave; xu hướng hiện nay:</span></span><br />
<br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">RINEX 2.x: cũ, hạn chế hệ GNSS.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">RINEX 3.x: đa hệ, phổ biến hiện nay.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">RINEX 4.x: hỗ trợ t&iacute;n hiệu hiện đại, độ ch&iacute;nh x&aacute;c cao.</span></span></li>
</ul>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trong thực tế xử l&yacute; GNSS hậu kỳ, RINEX 2.11 vẫn được sử dụng rộng r&atilde;i nhờ t&iacute;nh ổn định v&agrave; khả năng tương th&iacute;ch cao. Nhiều lỗi xử l&yacute; hiện nay ph&aacute;t sinh từ việc chuyển đổi RINEX kh&ocirc;ng đ&uacute;ng chuẩn hoặc thiếu dữ liệu đi k&egrave;m.</span></span><br />
<p style="text-align: center;">
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/Bài viết 30_1_26.png" style="width: 800px; height: 526px;" /></span></span></p>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">RINEX 3 &amp; 4 l&agrave; xu hướng ch&iacute;nh trong c&aacute;c hệ thống CORS hiện đại.<br />
&nbsp;<br />
Hiểu đ&uacute;ng v&agrave; khai th&aacute;c đ&uacute;ng dữ liệu RINEX ch&iacute;nh l&agrave; bước chuyển từ đo nhanh sang đo bền vững trong trắc địa hiện đại &ndash; đặc biệt trong bối cảnh Việt Nam đang vận h&agrave;nh c&aacute;c mạng CORS v&agrave; duy tr&igrave; hệ tọa độ VN-2000.<br />
<br />
<em>&gt;&gt;&gt; Nguồn tham khảo:</em></span></span><br />
<ul>
	<li>
		<em><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">IGS &amp; RTCM &ndash; Chuẩn dữ liệu RINEX</span></span></em></li>
	<li>
		<em><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">NOAA CORS Network (Mỹ)</span></span></em></li>
	<li>
		<em><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">EUREF Permanent Network (Ch&acirc;u &Acirc;u)</span></span></em></li>
	<li>
		<em><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">GEONET &ndash; GSI (Nhật Bản)</span></span></em></li>
</ul>
<p style="text-align: center;">
	<img alt="" src="/admin/webroot/upload/image/images/RINEX - GNSS DATA (665 x 295 px).png" style="width: 800px; height: 355px;" /></p>
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			'shortdes' => '<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đo kh&ocirc;ng gương (Non-Prism) tr&ecirc;n m&aacute;y to&agrave;n đạc l&agrave; g&igrave;? Khi n&agrave;o n&ecirc;n d&ugrave;ng, khi n&agrave;o kh&ocirc;ng n&ecirc;n d&ugrave;ng? Ph&acirc;n t&iacute;ch ưu nhược điểm, sai số giao hội v&agrave; khuyến nghị kỹ thuật khi đo Non-Prism tr&ecirc;n m&aacute;y to&agrave;n đạc.</span></span>',
			'content' => '<em><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trong thực tế thi c&ocirc;ng v&agrave; đo đạc, đo kh&ocirc;ng gương (Non-Prism) l&agrave; một t&iacute;nh năng rất hữu &iacute;ch của m&aacute;y to&agrave;n đạc, nhưng cũng tiềm ẩn nhiều rủi ro sai số nếu sử dụng kh&ocirc;ng đ&uacute;ng mục đ&iacute;ch. B&agrave;i viết dưới đ&acirc;y sẽ ph&acirc;n t&iacute;ch bản chất đo Non-Prism, phạm vi ứng dụng, ưu &ndash; nhược điểm, ảnh hưởng đến giao hội v&agrave; c&aacute;c khuyến nghị kỹ thuật cần tu&acirc;n thủ.</span></span></em><br />
<br />
<h2>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">1. Đo kh&ocirc;ng gương (Non-Prism) l&agrave; g&igrave;?</span></span></h2>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trong thực tế đo đạc, kh&ocirc;ng phải l&uacute;c n&agrave;o cũng c&oacute; thể đặt được gương phản xạ. C&aacute;c vị tr&iacute; như tường cao, taluy, v&aacute;ch hầm, kết cấu th&eacute;p, khu vực đang thi c&ocirc;ng hoặc nguy hiểm l&agrave; những trường hợp điển h&igrave;nh.<br />
Đo kh&ocirc;ng gương (Non-Prism) l&agrave; phương ph&aacute;p đo khoảng c&aacute;ch kh&ocirc;ng sử dụng gương phản xạ. M&aacute;y to&agrave;n đạc ph&aacute;t tia laser trực tiếp tới bề mặt mục ti&ecirc;u v&agrave; thu t&iacute;n hiệu phản hồi để x&aacute;c định khoảng c&aacute;ch v&agrave; tọa độ điểm đo.<br />
<br />
Phương ph&aacute;p n&agrave;y cho ph&eacute;p đo c&aacute;c vị tr&iacute;:</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kh&oacute; tiếp cận hoặc kh&ocirc;ng thể đặt gương.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kh&ocirc;ng an to&agrave;n để tiếp cận trực tiếp.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Cần đo nhanh hiện trạng m&agrave; kh&ocirc;ng bố tr&iacute; phụ trợ.</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">&nbsp;</span></span><br />
<h3>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">1.1 Ưu điểm của đo kh&ocirc;ng gương</span></span></h3>
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đo được c&aacute;c vị tr&iacute; &ldquo;bất khả thi&rdquo; với phương ph&aacute;p đo gương.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tăng mức độ an to&agrave;n cho người đo ngo&agrave;i c&ocirc;ng trường.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tiết kiệm thời gian đi gương, giảm nh&acirc;n lực.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Rất hiệu quả khi đo hiện trạng, kiểm tra h&igrave;nh học kết cấu.</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">&nbsp;</span></span>
<h3>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">1.2 Nhược điểm v&agrave; hạn chế kỹ thuật của Non-Prism</span></span></h3>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">B&ecirc;n cạnh ưu điểm, đo kh&ocirc;ng gương tồn tại nhiều hạn chế kỹ thuật cần hiểu r&otilde;:<br />
<br />
<strong>Phụ thuộc mạnh v&agrave;o bề mặt đo</strong></span></span>
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Bề mặt s&aacute;ng, phẳng, kh&ocirc; &rarr; đo xa hơn, ổn định hơn.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Bề mặt tối, th&ocirc;, ẩm, xi&ecirc;n g&oacute;c &rarr; tầm đo giảm r&otilde; rệt, sai số tăng.</span></span></li>
</ul>
<br />
<strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Độ ch&iacute;nh x&aacute;c thấp hơn đo gương</span></span></strong><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kh&ocirc;ng c&oacute; t&acirc;m phản xạ cố định như gương.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Sai số đo khoảng c&aacute;ch lớn hơn v&agrave; k&eacute;m ổn định hơn.</span></span></li>
</ul>
<br />
<strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hao pin hơn</span></span></strong><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đo Non-Prism li&ecirc;n tục ti&ecirc;u thụ pin nhiều hơn so với đo gương.</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">&nbsp;</span></span><br />
<p style="text-align: center;">
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/Thiết kế chưa có tên (40).png" style="width: 800px; height: 671px;" /></span></span></p>
<h3>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">1.3 Những lưu &yacute; quan trọng khi sử dụng đo kh&ocirc;ng gương</span></span></h3>
<br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kh&ocirc;ng sử dụng đo kh&ocirc;ng gương cho mốc khống chế.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kh&ocirc;ng d&ugrave;ng cho dẫn mốc, nghiệm thu ph&aacute;p l&yacute;.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Chỉ d&ugrave;ng cho đo hiện trạng, kiểm tra, tham khảo kỹ thuật.</span></span></li>
</ul>
<h3>
	<br />
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">1.4 Khoảng c&aacute;ch đo kh&ocirc;ng gương của một số d&ograve;ng m&aacute;y phổ biến</span></span></h3>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Khoảng c&aacute;ch c&ocirc;ng bố của nh&agrave; sản xuất thường được đo trong điều kiện ti&ecirc;u chuẩn:</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Leica FlexLine TS03 / TS07 / TS10: ~500 m / ~1000 m (t&ugrave;y cấu h&igrave;nh)</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Nikon N-Series: ~600 m</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Nikon XS-Series: ~800 m</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Topcon GM-100 Series: ~500 m</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Thực tế ngo&agrave;i c&ocirc;ng trường, khoảng c&aacute;ch đo thường ngắn hơn catalogue, phụ thuộc mạnh v&agrave;o bề mặt v&agrave; điều kiện m&ocirc;i trường.<br />
&nbsp;</span></span>
<h3>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">1.5 Khi n&agrave;o n&ecirc;n d&ugrave;ng đo kh&ocirc;ng gương?</span></span></h3>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đo kh&ocirc;ng gương ph&aacute;t huy hiệu quả trong c&aacute;c c&ocirc;ng việc:</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đo chi tiết ho&agrave;n c&ocirc;ng.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đo kiểm tra h&igrave;nh học kết cấu.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đo taluy, v&aacute;ch đứng, v&aacute;ch hầm.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đo c&aacute;c điểm nguy hiểm kh&ocirc;ng thể tiếp cận.</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">&gt; Đo kh&ocirc;ng gương l&agrave; c&ocirc;ng nghệ bổ trợ, kh&ocirc;ng phải để thay thế đo gương.<br />
&nbsp;</span></span>
<h2>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">2. Hỏi v&agrave; Đ&aacute;p: Đo kh&ocirc;ng gương &amp; sai số giao hội</span></span></h2>
<br />
<h3>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">2. 1 V&igrave; sao đo kh&ocirc;ng gương dễ g&acirc;y sai số khi giao hội?</span></span></h3>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">V&igrave; đo Non-Prism phụ thuộc v&agrave;o bề mặt phản xạ, kh&ocirc;ng c&oacute; t&acirc;m phản xạ cố định như gương.<br />
Trong b&agrave;i to&aacute;n giao hội, sai số nhỏ ở từng hướng bắn c&oacute; thể bị ph&oacute;ng đại tại điểm giao, khiến kết quả thiếu ổn định.<br />
&nbsp;</span></span>
<h3>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">2.2 Sai số giao hội khi d&ugrave;ng Non-Prism thường đến từ đ&acirc;u?</span></span></h3>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">C&aacute;c nguy&ecirc;n nh&acirc;n ch&iacute;nh:</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Bề mặt phản xạ kh&ocirc;ng phẳng, kh&ocirc;ng đồng nhất.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tia laser phản xạ kh&ocirc;ng c&ugrave;ng một điểm h&igrave;nh học.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">G&oacute;c bắn xi&ecirc;n, bắn v&agrave;o m&eacute;p cạnh hoặc bề mặt nhỏ.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Sai số đo khoảng c&aacute;ch lớn hơn so với đo gương.</span></span></li>
</ul>
<h3>
	<br />
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">2.3 Đo kh&ocirc;ng gương ảnh hưởng nhiều hơn đến giao hội g&oacute;c hay giao hội cạnh?</span></span></h3>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đo kh&ocirc;ng gương ảnh hưởng mạnh hơn đến giao hội cạnh, v&igrave;:</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Sai số đo khoảng c&aacute;ch của Non-Prism lớn hơn.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trong giao hội cạnh, sai số khoảng c&aacute;ch t&aacute;c động trực tiếp tới vị tr&iacute; điểm giao.</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Với giao hội g&oacute;c, sai số vẫn tồn tại nhưng &iacute;t phụ thuộc hơn v&agrave;o chất lượng phản xạ.<br />
&nbsp;</span></span>
<h3>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">2.4 V&igrave; sao giao hội nghịch đặc biệt nhạy cảm với đo kh&ocirc;ng gương?</span></span></h3>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trong giao hội nghịch:</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Điểm đặt m&aacute;y cần được x&aacute;c định rất ch&iacute;nh x&aacute;c.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kh&ocirc;ng x&aacute;c định được t&acirc;m phản xạ r&otilde; r&agrave;ng.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">C&aacute;c trạm c&oacute; thể &ldquo;nh&igrave;n&rdquo; v&agrave;o những điểm kh&aacute;c nhau tr&ecirc;n c&ugrave;ng một bề mặt.</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Điều n&agrave;y khiến sai số kh&oacute; kiểm so&aacute;t v&agrave; kh&oacute; ph&aacute;t hiện.<br />
&nbsp;</span></span>
<h3>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">2.5 C&oacute; thể giảm sai số khi buộc phải giao hội bằng Non-Prism kh&ocirc;ng?</span></span></h3>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">C&oacute; thể giảm rủi ro, nhưng kh&ocirc;ng loại bỏ ho&agrave;n to&agrave;n, bằng c&aacute;ch:</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Chọn bề mặt phẳng, s&aacute;ng, r&otilde; r&agrave;ng.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tr&aacute;nh bắn v&agrave;o m&eacute;p cạnh hoặc bề mặt nhỏ.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Ngắm vu&ocirc;ng g&oacute;c với bề mặt.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đo lặp nhiều lần để kiểm tra.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kết hợp kiểm tra ch&eacute;o bằng phương ph&aacute;p kh&aacute;c.</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Chỉ &aacute;p dụng cho đo tham khảo, kh&ocirc;ng d&ugrave;ng cho mốc.<br />
&nbsp;</span></span>
<h3>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">2.6&nbsp; Khi n&agrave;o tuyệt đối kh&ocirc;ng n&ecirc;n d&ugrave;ng Non-Prism cho giao hội?</span></span></h3>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kh&ocirc;ng sử dụng trong c&aacute;c trường hợp:</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Dẫn mốc tọa độ.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Thiết lập lưới khống chế.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Mốc ph&aacute;p l&yacute;, nghiệm thu c&ocirc;ng tr&igrave;nh.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">C&ocirc;ng việc y&ecirc;u cầu độ ch&iacute;nh x&aacute;c cao (cm &ndash; mm).</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">&nbsp;</span></span>
<h3>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">2.7 V&igrave; sao đo gương vẫn l&agrave; phương ph&aacute;p chuẩn cho giao hội?</span></span></h3>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">V&igrave; khi đo gương:</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">C&oacute; t&acirc;m phản xạ x&aacute;c định r&otilde; r&agrave;ng.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Sai số đo khoảng c&aacute;ch nhỏ v&agrave; ổn định.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">C&aacute;c trạm c&ugrave;ng x&aacute;c định một điểm h&igrave;nh học duy nhất.</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đ&acirc;y l&agrave; yếu tố then chốt trong c&aacute;c b&agrave;i to&aacute;n giao hội.<br />
&nbsp;</span></span>
<h3>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">2.8 C&oacute; n&ecirc;n coi đo kh&ocirc;ng gương l&agrave; phương ph&aacute;p thay thế đo gương?</span></span></h3>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kh&ocirc;ng. Đo kh&ocirc;ng gương l&agrave; giải ph&aacute;p bổ trợ, kh&ocirc;ng phải phương ph&aacute;p thay thế.<br />
<br />
Khuyến nghị n&ecirc;n tu&acirc;n thủ quy tắc kỹ thuật:</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">C&oacute; thể đặt gương &rarr; ưu ti&ecirc;n đo gương.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kh&ocirc;ng thể đặt gương &rarr; d&ugrave;ng Non-Prism đ&uacute;ng mục đ&iacute;ch.</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">&nbsp;<br />
&gt;&gt;&gt; Đo kh&ocirc;ng gương (Non-Prism) mang lại nhiều tiện lợi trong đo hiện trạng v&agrave; c&aacute;c vị tr&iacute; kh&oacute; tiếp cận, tuy nhi&ecirc;n phương ph&aacute;p n&agrave;y nhạy cảm với sai số, đặc biệt trong c&aacute;c b&agrave;i to&aacute;n giao hội.<br />
Trong thực tế, giao hội thuận c&oacute; thể c&acirc;n nhắc sử dụng đo kh&ocirc;ng gương cho mục đ&iacute;ch tham khảo, khi điều kiện bề mặt cho ph&eacute;p. Ngược lại, giao hội nghịch kh&ocirc;ng được khuyến nghị sử dụng Non-Prism do sai số kh&oacute; kiểm so&aacute;t.&nbsp;Đối với c&aacute;c c&ocirc;ng việc thiết lập lưới khống chế, dẫn mốc tọa độ v&agrave; hồ sơ ph&aacute;p l&yacute;, việc đo bằng gương phản xạ l&agrave; bắt buộc để đảm bảo độ ch&iacute;nh x&aacute;c v&agrave; gi&aacute; trị ph&aacute;p l&yacute; của số liệu.</span></span><br />
<br />
<p style="text-align: center;">
	<img alt="" src="/admin/webroot/upload/image/images/CHỌN ANH TÀI (16).png" style="width: 800px; height: 618px;" /></p>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">&nbsp;</span></span>',
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			'shortdes' => '<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đo kh&ocirc;ng gương (Non-Prism) tr&ecirc;n m&aacute;y to&agrave;n đạc l&agrave; g&igrave;? Khi n&agrave;o n&ecirc;n d&ugrave;ng, khi n&agrave;o kh&ocirc;ng n&ecirc;n d&ugrave;ng? Ph&acirc;n t&iacute;ch ưu nhược điểm, sai số giao hội v&agrave; khuyến nghị kỹ thuật khi đo Non-Prism tr&ecirc;n m&aacute;y to&agrave;n đạc.</span></span>',
			'content' => '<em><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trong thực tế thi c&ocirc;ng v&agrave; đo đạc, đo kh&ocirc;ng gương (Non-Prism) l&agrave; một t&iacute;nh năng rất hữu &iacute;ch của m&aacute;y to&agrave;n đạc, nhưng cũng tiềm ẩn nhiều rủi ro sai số nếu sử dụng kh&ocirc;ng đ&uacute;ng mục đ&iacute;ch. B&agrave;i viết dưới đ&acirc;y sẽ ph&acirc;n t&iacute;ch bản chất đo Non-Prism, phạm vi ứng dụng, ưu &ndash; nhược điểm, ảnh hưởng đến giao hội v&agrave; c&aacute;c khuyến nghị kỹ thuật cần tu&acirc;n thủ.</span></span></em><br />
<h2>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">1. Đo kh&ocirc;ng gương (Non-Prism) l&agrave; g&igrave;?</span></span></h2>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trong thực tế đo đạc, kh&ocirc;ng phải l&uacute;c n&agrave;o cũng c&oacute; thể đặt được gương phản xạ. C&aacute;c vị tr&iacute; như tường cao, taluy, v&aacute;ch hầm, kết cấu th&eacute;p, khu vực đang thi c&ocirc;ng hoặc nguy hiểm l&agrave; những trường hợp điển h&igrave;nh.<br />
Đo kh&ocirc;ng gương (Non-Prism) l&agrave; phương ph&aacute;p đo khoảng c&aacute;ch kh&ocirc;ng sử dụng gương phản xạ. M&aacute;y to&agrave;n đạc ph&aacute;t tia laser trực tiếp tới bề mặt mục ti&ecirc;u v&agrave; thu t&iacute;n hiệu phản hồi để x&aacute;c định khoảng c&aacute;ch v&agrave; tọa độ điểm đo.<br />
<br />
Phương ph&aacute;p n&agrave;y cho ph&eacute;p đo c&aacute;c vị tr&iacute;:</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kh&oacute; tiếp cận hoặc kh&ocirc;ng thể đặt gương.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kh&ocirc;ng an to&agrave;n để tiếp cận trực tiếp.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Cần đo nhanh hiện trạng m&agrave; kh&ocirc;ng bố tr&iacute; phụ trợ.</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">&nbsp;</span></span><br />
<h3>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">1.1 Ưu điểm của đo kh&ocirc;ng gương</span></span></h3>
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đo được c&aacute;c vị tr&iacute; &ldquo;bất khả thi&rdquo; với phương ph&aacute;p đo gương.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tăng mức độ an to&agrave;n cho người đo ngo&agrave;i c&ocirc;ng trường.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tiết kiệm thời gian đi gương, giảm nh&acirc;n lực.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Rất hiệu quả khi đo hiện trạng, kiểm tra h&igrave;nh học kết cấu.</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">&nbsp;</span></span>
<h3>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">1.2 Nhược điểm v&agrave; hạn chế kỹ thuật của Non-Prism</span></span></h3>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">B&ecirc;n cạnh ưu điểm, đo kh&ocirc;ng gương tồn tại nhiều hạn chế kỹ thuật cần hiểu r&otilde;:<br />
<br />
<strong>Phụ thuộc mạnh v&agrave;o bề mặt đo</strong></span></span>
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Bề mặt s&aacute;ng, phẳng, kh&ocirc; &rarr; đo xa hơn, ổn định hơn.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Bề mặt tối, th&ocirc;, ẩm, xi&ecirc;n g&oacute;c &rarr; tầm đo giảm r&otilde; rệt, sai số tăng.</span></span></li>
</ul>
<strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Độ ch&iacute;nh x&aacute;c thấp hơn đo gương</span></span></strong><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kh&ocirc;ng c&oacute; t&acirc;m phản xạ cố định như gương.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Sai số đo khoảng c&aacute;ch lớn hơn v&agrave; k&eacute;m ổn định hơn.</span></span></li>
</ul>
<strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hao pin hơn</span></span></strong><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đo Non-Prism li&ecirc;n tục ti&ecirc;u thụ pin nhiều hơn so với đo gương.</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">&nbsp;</span></span><br />
<p style="text-align: center;">
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/Thiết kế chưa có tên (40).png" style="width: 800px; height: 671px;" /></span></span></p>
<h3>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">1.3 Những lưu &yacute; quan trọng khi sử dụng đo kh&ocirc;ng gương</span></span></h3>
<br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kh&ocirc;ng sử dụng đo kh&ocirc;ng gương cho mốc khống chế.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kh&ocirc;ng d&ugrave;ng cho dẫn mốc, nghiệm thu ph&aacute;p l&yacute;.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Chỉ d&ugrave;ng cho đo hiện trạng, kiểm tra, tham khảo kỹ thuật.</span></span></li>
</ul>
<h3>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">1.4 Khoảng c&aacute;ch đo kh&ocirc;ng gương của một số d&ograve;ng m&aacute;y phổ biến</span></span></h3>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Khoảng c&aacute;ch c&ocirc;ng bố của nh&agrave; sản xuất thường được đo trong điều kiện ti&ecirc;u chuẩn:</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Leica FlexLine TS03 / TS07 / TS10: ~500 m / ~1000 m (t&ugrave;y cấu h&igrave;nh)</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Nikon N-Series: ~600 m</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Nikon XS-Series: ~800 m</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Topcon GM-100 Series: ~500 m</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Thực tế ngo&agrave;i c&ocirc;ng trường, khoảng c&aacute;ch đo thường ngắn hơn catalogue, phụ thuộc mạnh v&agrave;o bề mặt v&agrave; điều kiện m&ocirc;i trường.<br />
&nbsp;</span></span>
<h3>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">1.5 Khi n&agrave;o n&ecirc;n d&ugrave;ng đo kh&ocirc;ng gương?</span></span></h3>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đo kh&ocirc;ng gương ph&aacute;t huy hiệu quả trong c&aacute;c c&ocirc;ng việc:</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đo chi tiết ho&agrave;n c&ocirc;ng.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đo kiểm tra h&igrave;nh học kết cấu.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đo taluy, v&aacute;ch đứng, v&aacute;ch hầm.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đo c&aacute;c điểm nguy hiểm kh&ocirc;ng thể tiếp cận.</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">&gt; Đo kh&ocirc;ng gương l&agrave; c&ocirc;ng nghệ bổ trợ, kh&ocirc;ng phải để thay thế đo gương.<br />
&nbsp;</span></span>
<h2>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">2. Hỏi v&agrave; Đ&aacute;p: Đo kh&ocirc;ng gương &amp; sai số giao hội</span></span></h2>
<h3>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">2. 1 V&igrave; sao đo kh&ocirc;ng gương dễ g&acirc;y sai số khi giao hội?</span></span></h3>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">V&igrave; đo Non-Prism phụ thuộc v&agrave;o bề mặt phản xạ, kh&ocirc;ng c&oacute; t&acirc;m phản xạ cố định như gương.<br />
Trong b&agrave;i to&aacute;n giao hội, sai số nhỏ ở từng hướng bắn c&oacute; thể bị ph&oacute;ng đại tại điểm giao, khiến kết quả thiếu ổn định.<br />
&nbsp;</span></span>
<h3>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">2.2 Sai số giao hội khi d&ugrave;ng Non-Prism thường đến từ đ&acirc;u?</span></span></h3>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">C&aacute;c nguy&ecirc;n nh&acirc;n ch&iacute;nh:</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Bề mặt phản xạ kh&ocirc;ng phẳng, kh&ocirc;ng đồng nhất.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tia laser phản xạ kh&ocirc;ng c&ugrave;ng một điểm h&igrave;nh học.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">G&oacute;c bắn xi&ecirc;n, bắn v&agrave;o m&eacute;p cạnh hoặc bề mặt nhỏ.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Sai số đo khoảng c&aacute;ch lớn hơn so với đo gương.</span></span></li>
</ul>
<h3>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">2.3 Đo kh&ocirc;ng gương ảnh hưởng nhiều hơn đến giao hội g&oacute;c hay giao hội cạnh?</span></span></h3>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đo kh&ocirc;ng gương ảnh hưởng mạnh hơn đến giao hội cạnh, v&igrave;:</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Sai số đo khoảng c&aacute;ch của Non-Prism lớn hơn.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trong giao hội cạnh, sai số khoảng c&aacute;ch t&aacute;c động trực tiếp tới vị tr&iacute; điểm giao.</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Với giao hội g&oacute;c, sai số vẫn tồn tại nhưng &iacute;t phụ thuộc hơn v&agrave;o chất lượng phản xạ.<br />
&nbsp;</span></span>
<h3>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">2.4 V&igrave; sao giao hội nghịch đặc biệt nhạy cảm với đo kh&ocirc;ng gương?</span></span></h3>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trong giao hội nghịch:</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Điểm đặt m&aacute;y cần được x&aacute;c định rất ch&iacute;nh x&aacute;c.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kh&ocirc;ng x&aacute;c định được t&acirc;m phản xạ r&otilde; r&agrave;ng.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">C&aacute;c trạm c&oacute; thể &ldquo;nh&igrave;n&rdquo; v&agrave;o những điểm kh&aacute;c nhau tr&ecirc;n c&ugrave;ng một bề mặt.</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Điều n&agrave;y khiến sai số kh&oacute; kiểm so&aacute;t v&agrave; kh&oacute; ph&aacute;t hiện.<br />
&nbsp;</span></span>
<h3>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">2.5 C&oacute; thể giảm sai số khi buộc phải giao hội bằng Non-Prism kh&ocirc;ng?</span></span></h3>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">C&oacute; thể giảm rủi ro, nhưng kh&ocirc;ng loại bỏ ho&agrave;n to&agrave;n, bằng c&aacute;ch:</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Chọn bề mặt phẳng, s&aacute;ng, r&otilde; r&agrave;ng.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tr&aacute;nh bắn v&agrave;o m&eacute;p cạnh hoặc bề mặt nhỏ.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Ngắm vu&ocirc;ng g&oacute;c với bề mặt.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đo lặp nhiều lần để kiểm tra.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kết hợp kiểm tra ch&eacute;o bằng phương ph&aacute;p kh&aacute;c.</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Chỉ &aacute;p dụng cho đo tham khảo, kh&ocirc;ng d&ugrave;ng cho mốc.<br />
&nbsp;</span></span>
<h3>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">2.6&nbsp; Khi n&agrave;o tuyệt đối kh&ocirc;ng n&ecirc;n d&ugrave;ng Non-Prism cho giao hội?</span></span></h3>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kh&ocirc;ng sử dụng trong c&aacute;c trường hợp:</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Dẫn mốc tọa độ.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Thiết lập lưới khống chế.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Mốc ph&aacute;p l&yacute;, nghiệm thu c&ocirc;ng tr&igrave;nh.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">C&ocirc;ng việc y&ecirc;u cầu độ ch&iacute;nh x&aacute;c cao (cm &ndash; mm).</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">&nbsp;</span></span>
<h3>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">2.7 V&igrave; sao đo gương vẫn l&agrave; phương ph&aacute;p chuẩn cho giao hội?</span></span></h3>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">V&igrave; khi đo gương:</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">C&oacute; t&acirc;m phản xạ x&aacute;c định r&otilde; r&agrave;ng.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Sai số đo khoảng c&aacute;ch nhỏ v&agrave; ổn định.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">C&aacute;c trạm c&ugrave;ng x&aacute;c định một điểm h&igrave;nh học duy nhất.</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đ&acirc;y l&agrave; yếu tố then chốt trong c&aacute;c b&agrave;i to&aacute;n giao hội.<br />
&nbsp;</span></span>
<h3>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">2.8 C&oacute; n&ecirc;n coi đo kh&ocirc;ng gương l&agrave; phương ph&aacute;p thay thế đo gương?</span></span></h3>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kh&ocirc;ng. Đo kh&ocirc;ng gương l&agrave; giải ph&aacute;p bổ trợ, kh&ocirc;ng phải phương ph&aacute;p thay thế.<br />
<br />
Khuyến nghị n&ecirc;n tu&acirc;n thủ quy tắc kỹ thuật:</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">C&oacute; thể đặt gương &rarr; ưu ti&ecirc;n đo gương.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kh&ocirc;ng thể đặt gương &rarr; d&ugrave;ng Non-Prism đ&uacute;ng mục đ&iacute;ch.</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">&nbsp;<br />
&gt;&gt;&gt; Đo kh&ocirc;ng gương (Non-Prism) mang lại nhiều tiện lợi trong đo hiện trạng v&agrave; c&aacute;c vị tr&iacute; kh&oacute; tiếp cận, tuy nhi&ecirc;n phương ph&aacute;p n&agrave;y nhạy cảm với sai số, đặc biệt trong c&aacute;c b&agrave;i to&aacute;n giao hội.<br />
Trong thực tế, giao hội thuận c&oacute; thể c&acirc;n nhắc sử dụng đo kh&ocirc;ng gương cho mục đ&iacute;ch tham khảo, khi điều kiện bề mặt cho ph&eacute;p. Ngược lại, giao hội nghịch kh&ocirc;ng được khuyến nghị sử dụng Non-Prism do sai số kh&oacute; kiểm so&aacute;t.&nbsp;Đối với c&aacute;c c&ocirc;ng việc thiết lập lưới khống chế, dẫn mốc tọa độ v&agrave; hồ sơ ph&aacute;p l&yacute;, việc đo bằng gương phản xạ l&agrave; bắt buộc để đảm bảo độ ch&iacute;nh x&aacute;c v&agrave; gi&aacute; trị ph&aacute;p l&yacute; của số liệu.</span></span><br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">&nbsp;</span></span>',
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			'shortdes' => '<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Leica TS20 l&agrave; d&ograve;ng m&aacute;y to&agrave;n đạc điện tử robot cao cấp của Leica Geosystems, được thiết kế để đ&aacute;p ứng c&aacute;c y&ecirc;u cầu khắt khe trong khảo s&aacute;t, thi c&ocirc;ng hạ tầng, đo vẽ bản đồ v&agrave; x&acirc;y dựng c&ocirc;ng nghiệp. Leica TS20 tập trung v&agrave;o tự động h&oacute;a, độ ổn định v&agrave; độ ch&iacute;nh x&aacute;c cao, gi&uacute;p tối ưu thao t&aacute;c hiện trường v&agrave; n&acirc;ng cao hiệu suất l&agrave;m việc trong mọi điều kiện c&ocirc;ng trường phức tạp.</span></span>',
			'content' => '<p>
	<span style="font-family:tahoma,geneva,sans-serif;"><span style="font-size:14px;"><em>Leica TS20 l&agrave; d&ograve;ng m&aacute;y to&agrave;n đạc điện tử robot cao cấp của Leica Geosystems, được ph&aacute;t triển cho c&aacute;c c&ocirc;ng việc khảo s&aacute;t, thi c&ocirc;ng hạ tầng, đo vẽ bản đồ v&agrave; x&acirc;y dựng c&ocirc;ng nghiệp. D&ograve;ng m&aacute;y n&agrave;y tập trung v&agrave;o tự động h&oacute;a, độ ổn định v&agrave; độ ch&iacute;nh x&aacute;c cao, gi&uacute;p tối ưu thao t&aacute;c hiện trường v&agrave; n&acirc;ng cao hiệu suất l&agrave;m việc trong điều kiện c&ocirc;ng trường phức tạp.</em><br />
	<br />
	Trong thực tế triển khai, Leica TS20 được cung cấp với nhiều cấu h&igrave;nh t&iacute;nh năng kh&aacute;c nhau nhằm đ&aacute;p ứng đa dạng nhu cầu sử dụng. Tr&ecirc;n thị trường v&agrave; trong t&agrave;i liệu kỹ thuật, c&aacute;c cấu h&igrave;nh n&agrave;y thường được ph&acirc;n nh&oacute;m như sau:</span></span></p>
<ul>
	<li>
		<span style="font-family:tahoma,geneva,sans-serif;"><span style="font-size:14px;">Auto Aiming (<strong>TS20 A</strong>): Hỗ trợ tự động ngắm gương (ATR).</span></span></li>
	<li>
		<span style="font-family:tahoma,geneva,sans-serif;"><span style="font-size:14px;">PowerSearch (<strong>TS20 P</strong>): Bổ sung khả năng tự động t&igrave;m gương.</span></span></li>
	<li>
		<span style="font-family:tahoma,geneva,sans-serif;"><span style="font-size:14px;">Imaging (<strong>TS20 I</strong>): T&iacute;ch hợp camera v&agrave; c&aacute;c thuật to&aacute;n AI hỗ trợ đo đạc, cho ph&eacute;p nhận dạng mục ti&ecirc;u, theo d&otilde;i chuyển động v&agrave; thu điểm bằng h&igrave;nh ảnh trong m&ocirc;i trường phức tạp.</span></span></li>
</ul>
<p>
	<br />
	<span style="font-family:tahoma,geneva,sans-serif;"><span style="font-size:14px;">B&ecirc;n cạnh c&aacute;c cấu h&igrave;nh t&iacute;nh năng, Leica TS20 c&ograve;n c&oacute; c&aacute;c t&ugrave;y chọn kỹ thuật chung, bao gồm:</span></span></p>
<ul>
	<li>
		<span style="font-family:tahoma,geneva,sans-serif;"><span style="font-size:14px;">Độ ch&iacute;nh x&aacute;c đo g&oacute;c: 1&Prime; / 2&Prime; / 3&Prime; / 5&Prime;</span></span></li>
	<li>
		<span style="font-family:tahoma,geneva,sans-serif;"><span style="font-size:14px;">Tầm đo kh&ocirc;ng gương (EDM): 800 m hoặc 1600 m</span></span></li>
</ul>
<p>
	<br />
	<span style="font-family:tahoma,geneva,sans-serif;"><span style="font-size:14px;">Mức độ tự động h&oacute;a v&agrave; hỗ trợ AI phụ thuộc v&agrave;o cấu h&igrave;nh được lựa chọn, trong đ&oacute; TS20 I l&agrave; cấu h&igrave;nh cao cấp nhất, ph&ugrave; hợp cho c&aacute;c dự &aacute;n y&ecirc;u cầu hiệu suất, độ tin cậy v&agrave; kiểm so&aacute;t chất lượng cao.</span></span><br />
	&nbsp;</p>
<p style="text-align: center;">
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/Leica-TS20-Application-Tunnel-300dpi-2-2048x1365.jpg" style="width: 800px; height: 533px;" /></span></span></p>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Leica TS20I &ndash; Phi&ecirc;n bản t&iacute;ch hợp Camera &amp; AI</strong><br />
<br />
Chỉ phi&ecirc;n bản TS20I (Imaging) mới được Leica trang bị camera v&agrave; c&aacute;c thuật to&aacute;n AI hỗ trợ đo đạc, gi&uacute;p n&acirc;ng tầm hiệu quả khảo s&aacute;t hiện đại.<br />
<br />
<strong>AI &ndash; C&ocirc;ng nghệ tạo kh&aacute;c biệt tr&ecirc;n TS20I.</strong><br />
<br />
Tr&ecirc;n TS20I, Leica ứng dụng AI kết hợp camera v&agrave; thuật to&aacute;n xử l&yacute; th&ocirc;ng minh, cho ph&eacute;p:</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Nhận dạng mục ti&ecirc;u ch&iacute;nh x&aacute;c hơn.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Theo d&otilde;i chuyển động mục ti&ecirc;u ổn định hơn.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hạn chế nhầm lẫn trong m&ocirc;i trường nhiều vật phản xạ.</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">C&aacute;c xử l&yacute; n&agrave;y được thực hiện trực tiếp tr&ecirc;n thiết bị, gi&uacute;p đảm bảo tốc độ, độ ổn định v&agrave; an to&agrave;n dữ liệu khi l&agrave;m việc ngo&agrave;i hiện trường.<br />
&nbsp;<br />
<strong>AI-Detect &ndash; Nhận dạng gương &amp; cảnh b&aacute;o sai cấu h&igrave;nh (TS20I)</strong><br />
<br />
Sai loại gương l&agrave; nguy&ecirc;n nh&acirc;n phổ biến g&acirc;y sai offset v&agrave; sai số đo.&nbsp;AI-Detect (chỉ c&oacute; tr&ecirc;n TS20I) sử dụng camera để:</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Nhận dạng loại gương Leica đang đo.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">So s&aacute;nh với cấu h&igrave;nh gương trong Leica Captivate.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Cảnh b&aacute;o ngay khi ph&aacute;t hiện kh&ocirc;ng khớp.</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">T&iacute;nh năng n&agrave;y gi&uacute;p:</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Giảm lỗi chủ quan.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tr&aacute;nh đo sai &ndash; l&agrave;m lại.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">N&acirc;ng cao độ tin cậy dữ liệu thi c&ocirc;ng.</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">&nbsp;<br />
<strong>AI-Follow (Dynamic Lock n&acirc;ng cao) &ndash; Theo d&otilde;i mục ti&ecirc;u mượt m&agrave;</strong><br />
<br />
Tr&ecirc;n TS20I, AI hỗ trợ khả năng dự đo&aacute;n chuyển động của lăng k&iacute;nh khi:</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Bị che khuất tạm thời.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Di chuyển trong m&ocirc;i trường đ&ocirc;ng người, m&aacute;y m&oacute;c.</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Nhờ đ&oacute;, TS20I gi&uacute;p:</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kh&oacute;a lại mục ti&ecirc;u nhanh hơn.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hạn chế mất tia.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Giữ qu&aacute; tr&igrave;nh đo li&ecirc;n tục, ổn định.</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">&nbsp;<br />
<strong>AI tăng cường ATR &amp; PowerSearch (TS20I)</strong><br />
<br />
Thuật to&aacute;n AI gi&uacute;p ATR v&agrave; PowerSearch tr&ecirc;n TS20I hoạt động hiệu quả hơn trong c&aacute;c điều kiện kh&oacute;:</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Sương m&ugrave; nhẹ, mưa bụi.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Gương che khuất một phần.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Nhiều điểm phản xạ trong v&ugrave;ng qu&eacute;t.</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đ&acirc;y l&agrave; kh&aacute;c biệt lớn giữa TS20I v&agrave; TS20A / TS20P.</span></span><br />
<p style="text-align: center;">
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/Leica-TS20-Application-Cadastral-Surveying-300dpi-15-1-2048x1365.jpg" style="width: 800px; height: 533px;" /></span></span></p>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">&nbsp;<br />
<strong>C&aacute;c thế mạnh chung của d&ograve;ng Leica TS20</strong><br />
<br />
B&ecirc;n cạnh AI tr&ecirc;n TS20I, to&agrave;n bộ d&ograve;ng TS20 vẫn kế thừa những gi&aacute; trị cốt l&otilde;i của Leica:</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Độ ch&iacute;nh x&aacute;c đo g&oacute;c &amp; khoảng c&aacute;ch cao,</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Động cơ Direct Drives nhanh, &ecirc;m, kh&ocirc;ng ma s&aacute;t,</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Phần mềm Leica Captivate trực quan, dễ thao t&aacute;c,</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Ph&iacute;m Trigger đo nhanh,</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Lưu trữ dữ liệu lớn, xuất file linh hoạt,</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kết cấu bền bỉ, chuẩn c&ocirc;ng trường,</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Dọi t&acirc;m laser/quang học ch&iacute;nh x&aacute;c.</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">&nbsp;<br />
<strong>Lợi &iacute;ch thực tế khi sử dụng Leica TS20</strong></span></span><br />
<br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tăng tốc độ đo &amp; bố tr&iacute; c&ocirc;ng tr&igrave;nh,</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Giảm nh&acirc;n lực vận h&agrave;nh,</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hạn chế sai s&oacute;t hiện trường,</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Dữ liệu ổn định, đ&aacute;ng tin cậy,</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Ph&ugrave; hợp từ khảo s&aacute;t địa h&igrave;nh đến thi c&ocirc;ng c&ocirc;ng tr&igrave;nh lớn.</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">&nbsp;</span></span><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">&nbsp;<br />
<strong>BẢNG SO S&Aacute;NH: TS20A vs TS20P vs TS20I</strong></span></span><br />
<br />
<br />
<table border="0" cellpadding="0" style="width: 100%">
	<thead>
		<tr>
			<th>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>T&iacute;nh năng / Chức năng</strong></span></span><br />
				&nbsp;</th>
			<th>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>TS20A</strong><br />
				<strong>(Auto Aiming)</strong></span></span><br />
				&nbsp;</th>
			<th>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>TS20P</strong><br />
				<strong>(PowerSearch)</strong></span></span><br />
				&nbsp;</th>
			<th>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>TS20I</strong><br />
				<strong>(Imaging/ Camera &amp; AI)</strong></span></span><br />
				&nbsp;</th>
		</tr>
	</thead>
	<tbody>
		<tr>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Tự động ngắm mục ti&ecirc;u (ATR)</span></span></td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">C&oacute;<br />
				(ATR ti&ecirc;u chuẩn)</span></span></td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">C&oacute;<br />
				(ATR ti&ecirc;u chuẩn)</span></span></td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">C&oacute;<br />
				(ATR tăng cường nhờ camera &amp; thuật to&aacute;n)</span></span></td>
		</tr>
		<tr>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Tự động t&igrave;m gương (PowerSearch)</span></span></td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Kh&ocirc;ng</span></span></td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">C&oacute;</span></span></td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">C&oacute;<br />
				(kết hợp camera &amp; thuật to&aacute;n n&acirc;ng cao)</span></span></td>
		</tr>
		<tr>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Camera t&iacute;ch hợp</span></span></td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Kh&ocirc;ng</span></span></td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Kh&ocirc;ng</span></span></td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">C&oacute;</span></span></td>
		</tr>
		<tr>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Thu điểm bằng h&igrave;nh ảnh</span></span></td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Kh&ocirc;ng</span></span></td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Kh&ocirc;ng</span></span></td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">C&oacute;</span></span></td>
		</tr>
		<tr>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Nhận dạng mục ti&ecirc;u / gương (AI-Detect)</span></span></td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Kh&ocirc;ng</span></span></td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Kh&ocirc;ng</span></span></td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">C&oacute;</span></span></td>
		</tr>
		<tr>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Theo d&otilde;i mục ti&ecirc;u di chuyển (Dynamic Lock)</span></span></td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Kh&ocirc;ng</span></span></td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Kh&ocirc;ng</span></span></td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">C&oacute;</span></span></td>
		</tr>
		<tr>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Khả năng giữ b&aacute;m khi mục ti&ecirc;u<br />
				che khuất ngắn hạn</span></span></td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Kh&ocirc;ng</span></span></td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Kh&ocirc;ng</span></span></td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">C&oacute; (AI-Follow)</span></span></td>
		</tr>
		<tr>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">L&agrave;m việc hiệu quả trong m&ocirc;i trường<br />
				nhiều phản xạ</span></span></td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Ti&ecirc;u chuẩn</span></span></td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Ti&ecirc;u chuẩn</span></span></td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Tối ưu hơn nhờ camera &amp; thuật to&aacute;n</span></span></td>
		</tr>
		<tr>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Mức độ tự động h&oacute;a</span></span></td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Cơ bản</span></span></td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Trung b&igrave;nh</span></span></td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Cao nhất</span></span></td>
		</tr>
		<tr>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Hỗ trợ đo kh&ocirc;ng người<br />
				(one-man operation)</span></span></td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">C&oacute;</span></span></td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">C&oacute;</span></span></td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">C&oacute; (ổn định nhất)</span></span></td>
		</tr>
		<tr>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Phần mềm vận h&agrave;nh</span></span></td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Leica Captivate</span></span></td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Leica Captivate</span></span></td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Leica Captivate</span></span></td>
		</tr>
		<tr>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Ứng dụng ph&ugrave; hợp</span></span></td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Đo topo, bố tr&iacute; cơ bản</span></span></td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Đo nhanh, nhiều trạm</span></span></td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Quan trắc, đo phức tạp</span></span></td>
		</tr>
	</tbody>
</table>
<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">&nbsp;</span></span><br />
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">&gt; Xem th&ecirc;m Cataloge TS20: <a href="https://drive.google.com/file/d/1KRyhFd21zOZpYZFqy6uUF-xJFJkJJGmE/view?usp=sharing">TẠI Đ&Acirc;Y</a></span></span><br />
&nbsp;&nbsp;<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">&nbsp;</span></span><br />
<div style="text-align: start;">
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<span style="color: rgb(51, 51, 51); font-family: tahoma, geneva, sans-serif; font-size: 14px; text-align: justify;">&nbsp;</span>',
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			'name' => 'Kiểm tra cao độ sàn nhà xưởng bằng máy thủy bình – Giải pháp chính xác cho thi công công nghiệp!',
			'code' => null,
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			'cat_id' => '40',
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			'shortdes' => '<p data-end="637" data-start="299">
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trong x&acirc;y dựng nh&agrave; xưởng, nh&agrave; m&aacute;y v&agrave; khu c&ocirc;ng nghiệp, kiểm tra cao độ s&agrave;n l&agrave; c&ocirc;ng t&aacute;c bắt buộc nhằm đảm bảo độ phẳng, cao độ đồng nhất v&agrave; khả năng tho&aacute;t nước đ&uacute;ng thiết kế.&nbsp;Chỉ một sai số nhỏ v&agrave;i milimet cũng c&oacute; thể ảnh hưởng đến vận h&agrave;nh m&aacute;y m&oacute;c, lưu th&ocirc;ng xe n&acirc;ng, tuổi thọ s&agrave;n b&ecirc; t&ocirc;ng v&agrave; chất lượng nghiệm thu c&ocirc;ng tr&igrave;nh.&nbsp;Ch&iacute;nh v&igrave; vậy, m&aacute;y thủy b&igrave;nh lu&ocirc;n l&agrave; thiết bị được kỹ sư trắc địa &ndash; x&acirc;y dựng tin d&ugrave;ng để kiểm tra cao độ s&agrave;n nh&agrave; xưởng với độ ch&iacute;nh x&aacute;c v&agrave; độ ổn định cao.<br />
	&nbsp;</span></span></p>
',
			'content' => '<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><em>Trong x&acirc;y dựng nh&agrave; xưởng, nh&agrave; m&aacute;y v&agrave; khu c&ocirc;ng nghiệp, kiểm tra cao độ s&agrave;n l&agrave; c&ocirc;ng t&aacute;c bắt buộc nhằm đảm bảo độ phẳng, cao độ đồng nhất v&agrave; khả năng tho&aacute;t nước đ&uacute;ng thiết kế.&nbsp;Chỉ một sai số nhỏ v&agrave;i milimet cũng c&oacute; thể ảnh hưởng đến vận h&agrave;nh m&aacute;y m&oacute;c, lưu th&ocirc;ng xe n&acirc;ng, tuổi thọ s&agrave;n b&ecirc; t&ocirc;ng v&agrave; chất lượng nghiệm thu c&ocirc;ng tr&igrave;nh.&nbsp;Ch&iacute;nh v&igrave; vậy, m&aacute;y thủy b&igrave;nh lu&ocirc;n l&agrave; thiết bị được kỹ sư trắc địa &ndash; x&acirc;y dựng tin d&ugrave;ng để kiểm tra cao độ s&agrave;n nh&agrave; xưởng nhờ độ ch&iacute;nh x&aacute;c cao v&agrave; t&iacute;nh ổn định l&acirc;u d&agrave;i.<br />
&nbsp;</em></span></span>
<h2>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">1. Tại sao cần kiểm tra cao độ s&agrave;n nh&agrave; xưởng?</span></span></h2>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đo cao độ s&agrave;n bằng m&aacute;y thủy b&igrave;nh gi&uacute;p:</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đảm bảo cao độ v&agrave; độ phẳng đ&uacute;ng hồ sơ thiết kế</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Ph&aacute;t hiện kịp thời c&aacute;c điểm lồi &ndash; l&otilde;m để xử l&yacute; trước khi ho&agrave;n thiện</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Phục vụ c&ocirc;ng t&aacute;c nghiệm thu s&agrave;n b&ecirc; t&ocirc;ng theo ti&ecirc;u chuẩn kỹ thuật</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hạn chế chi ph&iacute; sửa chữa sau khi c&ocirc;ng tr&igrave;nh đưa v&agrave;o sử dụng</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trong thực tế, một số đơn vị sử dụng m&aacute;y c&acirc;n mực laser để kiểm tra cao độ. Tuy nhi&ecirc;n, phương ph&aacute;p n&agrave;y chỉ ph&ugrave; hợp cho khu vực nhỏ.&nbsp;Với nh&agrave; xưởng c&oacute; diện t&iacute;ch lớn, tia laser dễ bị ph&acirc;n t&aacute;n khi chiếu xa, l&agrave;m tăng sai số (c&oacute; thể 5&ndash;10 mm), g&acirc;y kh&oacute; khăn trong kiểm so&aacute;t chất lượng v&agrave; nghiệm thu.<br />
<br />
M&aacute;y thủy b&igrave;nh quang học, với nguy&ecirc;n l&yacute; tia ngắm nằm ngang v&agrave; độ ph&oacute;ng đại ống k&iacute;nh, cho kết quả ổn định v&agrave; tin cậy hơn tr&ecirc;n diện t&iacute;ch s&agrave;n lớn.<br />
&nbsp;</span></span><br />
<p style="text-align: center;">
	<img alt="" src="/admin/webroot/upload/image/images/nhà xưởng(1).jpg" style="width: 512px; height: 302px;" /></p>
<h2>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">2. Ưu điểm của m&aacute;y thủy b&igrave;nh trong kiểm tra cao độ s&agrave;n</span></span></h2>
<br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Độ ch&iacute;nh x&aacute;c cao: sai số khoảng 1&ndash;2 mm/1 km đo kh&eacute;p</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hoạt động ổn định trong nhiều điều kiện &aacute;nh s&aacute;ng</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đọc số trực tiếp tr&ecirc;n mia, hạn chế sai số chủ quan</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Ph&ugrave; hợp đo li&ecirc;n tục nhiều điểm tr&ecirc;n mặt s&agrave;n nh&agrave; xưởng</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Nhờ c&aacute;c ưu điểm n&agrave;y, m&aacute;y thủy b&igrave;nh vẫn l&agrave; thiết bị ti&ecirc;u chuẩn trong kiểm tra cao độ s&agrave;n c&ocirc;ng nghiệp.<br />
&nbsp;</span></span><br />
<h2>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">3. Ti&ecirc;u ch&iacute; lựa chọn m&aacute;y thủy b&igrave;nh đo s&agrave;n nh&agrave; xưởng</span></span></h2>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Để đảm bảo sai số đo trong giới hạn cho ph&eacute;p (&plusmn;2 mm), m&aacute;y thủy b&igrave;nh n&ecirc;n đ&aacute;p ứng c&aacute;c y&ecirc;u cầu sau:</span></span><br />
<br />
<h3>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">3.1 Độ ph&oacute;ng đại ống k&iacute;nh</span></span></h3>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">- Khuyến nghị từ 24X &ndash; 32X.</span></span><br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">- Đọc mia r&otilde; ở khoảng c&aacute;ch 50&ndash;80 m.</span></span>
<h3>
	<br />
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">3.2 Độ ch&iacute;nh x&aacute;c</span></span></h3>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Sai số đo kh&eacute;p tuyến &le; 2.0 mm/1 km</span></span>
<h3>
	<br />
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">3.3 Hệ thống c&acirc;n bằng</span></span></h3>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">- N&ecirc;n sử dụng con lắc từ t&iacute;nh (Magnetic Damping)</span></span><br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">- Gi&uacute;p tia ngắm ổn định nhanh trong m&ocirc;i trường rung động</span></span>
<h3>
	<br />
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">3.4 Ti&ecirc;u chuẩn bảo vệ</span></span></h3>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">- Tối thiểu IP54, ưu ti&ecirc;n IP66</span></span><br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">- Ph&ugrave; hợp m&ocirc;i trường nhiều bụi xi măng v&agrave; nước bắn</span></span><br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">&nbsp;</span></span>
<h2>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">4. C&aacute;c m&aacute;y thủy b&igrave;nh được tin d&ugrave;ng khi kiểm tra cao độ s&agrave;n nh&agrave; xưởng</span></span></h2>
<br />
<h3>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">4.1 M&aacute;y thủy b&igrave;nh Sokkia B40A</span></span></h3>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Sokkia B40A l&agrave; d&ograve;ng m&aacute;y được sử dụng phổ biến trong đo s&agrave;n nh&agrave; xưởng.<br />
Ưu điểm nổi bật:</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Chuẩn chống bụi &ndash; nước IP66, chịu được mưa r&agrave;o</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Con lắc từ t&iacute;nh gi&uacute;p b&ugrave; nghi&ecirc;ng nhanh, chống rung tốt</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Độ ph&oacute;ng đại 24X, đọc mia r&otilde; ở khoảng c&aacute;ch 40&ndash;50 m</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Ph&ugrave; hợp cho thi c&ocirc;ng s&agrave;n nh&agrave; xưởng, nh&agrave; kho v&agrave; khu c&ocirc;ng nghiệp quy m&ocirc; vừa &ndash; lớn.<br />
&nbsp;</span></span>
<p style="text-align: center;">
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/B40A.jpg" style="width: 450px; height: 377px;" /></span></span></p>
<h3>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">4.2 M&aacute;y thủy b&igrave;nh Nikon AC-2S</span></span></h3>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Nikon AC-2S l&agrave; lựa chọn ph&ugrave; hợp khi l&agrave;m việc trong nh&agrave; xưởng thiếu &aacute;nh s&aacute;ng.<br />
Ưu điểm:</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Ống k&iacute;nh Nikon c&oacute; độ s&aacute;ng v&agrave; độ trong cao</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">H&igrave;nh ảnh mia sắc n&eacute;t, giảm mỏi mắt khi đo nhiều điểm</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Thiết kế gọn nhẹ, dễ di chuyển trong kh&ocirc;ng gian hẹp</span></span></li>
</ul>
<p style="text-align: center;">
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">&nbsp;<img alt="" src="/admin/webroot/upload/image/images/Nikon AC2S.jpg" style="width: 450px; height: 377px;" /></span></span></p>
<h3>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">4.3 M&aacute;y thủy b&igrave;nh Leica NA300 series ( NA320/NA324)</span></span></h3>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">D&ograve;ng m&aacute;y d&agrave;nh cho c&aacute;c c&ocirc;ng tr&igrave;nh y&ecirc;u cầu độ ch&iacute;nh x&aacute;c cao.<br />
<br />
Đặc điểm nổi bật:</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Sai số &lt; 1.5 mm/1 km</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Độ bền cơ học cao, chịu va đập tốt</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hoạt động ổn định l&acirc;u d&agrave;i, &iacute;t phải hiệu chỉnh</span></span></li>
</ul>
<p style="text-align: center;">
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Ph&ugrave; hợp cho nh&agrave; m&aacute;y c&ocirc;ng nghệ cao, ph&ograve;ng sạch, khu sản xuất ch&iacute;nh x&aacute;c.<br />
	<br />
	<img alt="" src="/admin/webroot/upload/image/images/476249529_986351956959976_7286419762816488861_n.jpg" style="width: 450px; height: 377px;" /></span></span></p>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">&nbsp;</span></span><br />
<h3>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">4.4 Leica LS15 Digital Level &ndash; M&aacute;y thủy b&igrave;nh điện tử cao cấp</span></span></h3>
<br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Độ ch&iacute;nh x&aacute;c: ~&plusmn;0.2 mm/1 km (với mia invar)</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">T&iacute;nh năng nổi bật:</span></span>
		<ul>
			<li>
				<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tự động lấy n&eacute;t v&agrave; kiểm tra độ nghi&ecirc;ng</span></span></li>
			<li>
				<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">M&agrave;n h&igrave;nh m&agrave;u cảm ứng, giảm sai s&oacute;t do đọc thủ c&ocirc;ng</span></span></li>
			<li>
				<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Bluetooth &amp; USB truyền dữ liệu</span></span></li>
			<li>
				<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Bộ nhớ lưu đến ~30.000 trị đo</span></span></li>
		</ul>
	</li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Độ ph&oacute;ng đại: 32&times;, phạm vi đo l&ecirc;n đến ~110 m</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Ph&ugrave; hợp c&aacute;c dự &aacute;n s&agrave;n c&ocirc;ng nghiệp quan trọng, lưới cao độ ch&iacute;nh x&aacute;c cao, đo kh&eacute;p tuyến.</span></span><br />
<p style="text-align: center;">
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/LS15.jpg" style="width: 450px; height: 396px;" /></span></span></p>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">&nbsp;</span></span><br />
<h3>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">4.5 Trimble DiNi Digital Level Series (Dini-03 / Dini-07)</span></span></h3>
<br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Độ ch&iacute;nh x&aacute;c: t&ugrave;y chọn đến ~0.3 mm/1 km</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Ti&ecirc;u chuẩn bảo vệ: IP55</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Ưu điểm:</span></span>
		<ul>
			<li>
				<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Giao diện trực quan, dễ thao t&aacute;c</span></span></li>
			<li>
				<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Truyền dữ liệu nhanh qua USB</span></span></li>
			<li>
				<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Ph&ugrave; hợp đo lặp nhiều, quan trắc v&agrave; b&aacute;o c&aacute;o số liệu chi tiết</span></span></li>
		</ul>
	</li>
</ul>
<p style="text-align: center;">
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">&nbsp;<img alt="" src="/admin/webroot/upload/image/images/Trimble Dini.jpg" style="width: 450px; height: 450px;" /></span></span></p>
<h2>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">5. Quy tr&igrave;nh kiểm tra cao độ s&agrave;n nh&agrave; xưởng bằng m&aacute;y thủy b&igrave;nh</span></span></h2>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><u><strong>Bước 1</strong></u>: Chia lưới &ocirc; vu&ocirc;ng (Grid Method)</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Chia s&agrave;n th&agrave;nh c&aacute;c &ocirc; 3&times;3 m hoặc 5&times;5 m</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">C&aacute;c giao điểm l&agrave; vị tr&iacute; đặt mia</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong><u>Bước 2</u></strong>: Dẫn mốc cao độ chuẩn</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Thiết lập Benchmark (H₀) ổn định b&ecirc;n ngo&agrave;i khu vực thi c&ocirc;ng</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">L&agrave;m cơ sở so s&aacute;nh cho to&agrave;n bộ số liệu</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong><u>Bước 3</u></strong>: Đo đạc thực địa</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đặt m&aacute;y ở vị tr&iacute; trung t&acirc;m, nền cứng</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">C&acirc;n bằng m&aacute;y ch&iacute;nh x&aacute;c</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đọc BS &rarr; x&aacute;c định HI</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đọc FS tại c&aacute;c n&uacute;t lưới</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><u><strong>Bước 4</strong></u>: Xử l&yacute; v&agrave; đ&aacute;nh gi&aacute; số liệu<br />
&Delta;H = Số đọc thực tế &ndash; Số đọc thiết kế</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">&Delta;H &gt; 0 &rarr; S&agrave;n thấp (l&otilde;m)</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">&Delta;H &lt; 0 &rarr; S&agrave;n cao (lồi)</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">&nbsp;<br />
!!! Lưu &yacute; quan trọng khi kiểm tra cao độ s&agrave;n nh&agrave; xưởng:</span></span><br />
<br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Mốc chuẩn phải ổn định &ndash; quyết định độ tin cậy to&agrave;n bộ ph&eacute;p đo</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Khoảng c&aacute;ch ngắm &le; 40 m để kiểm so&aacute;t sai số</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kiểm tra m&aacute;y trước khi đo: mực nước, ống k&iacute;nh, ch&acirc;n m&aacute;y</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">&nbsp;<br />
&gt;&gt;&gt; Kiểm tra cao độ s&agrave;n nh&agrave; xưởng bằng m&aacute;y thủy b&igrave;nh l&agrave; c&ocirc;ng t&aacute;c kh&ocirc;ng thể thiếu nhằm đảm bảo chất lượng thi c&ocirc;ng, độ phẳng s&agrave;n v&agrave; an to&agrave;n vận h&agrave;nh l&acirc;u d&agrave;i.&nbsp;Việc lựa chọn đ&uacute;ng thiết bị v&agrave; tu&acirc;n thủ quy tr&igrave;nh đo chuẩn sẽ gi&uacute;p kỹ sư v&agrave; nh&agrave; thầu thu được kết quả ch&iacute;nh x&aacute;c &ndash; đ&aacute;ng tin cậy &ndash; dễ nghiệm thu cho mọi dự &aacute;n x&acirc;y dựng c&ocirc;ng nghiệp.</span></span><br />
<h2>
	<br />
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">6. FAQ &ndash; Hỏi đ&aacute;p</span></span></h2>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">- Kiểm tra cao độ s&agrave;n nh&agrave; xưởng n&ecirc;n sử dụng thiết bị n&agrave;o?<br />
<em>M&aacute;y thủy b&igrave;nh quang học l&agrave; lựa chọn ph&ugrave; hợp nhờ độ ch&iacute;nh x&aacute;c cao v&agrave; ổn định tr&ecirc;n diện t&iacute;ch lớn.<br />
&nbsp;</em><br />
- M&aacute;y laser c&acirc;n mực c&oacute; thể thay thế m&aacute;y thủy b&igrave;nh kh&ocirc;ng?<br />
<em>Kh&ocirc;ng. M&aacute;y laser chỉ ph&ugrave; hợp cho phạm vi nhỏ, kh&ocirc;ng đ&aacute;p ứng độ ch&iacute;nh x&aacute;c khi kiểm tra s&agrave;n nh&agrave; xưởng diện t&iacute;ch lớn.</em><br />
&nbsp;<br />
- Sai số cho ph&eacute;p khi kiểm tra cao độ s&agrave;n l&agrave; bao nhi&ecirc;u?<br />
Th&ocirc;ng thường y&ecirc;u cầu sai số trong khoảng &plusmn;2 mm, t&ugrave;y ti&ecirc;u chuẩn thiết kế v&agrave; y&ecirc;u cầu của chủ đầu tư.<br />
&nbsp;<br />
- Khoảng c&aacute;ch đo tối đa từ m&aacute;y thủy b&igrave;nh đến mia l&agrave; bao nhi&ecirc;u?<br />
<em>Khuyến nghị kh&ocirc;ng vượt qu&aacute; 40 m để đảm bảo kiểm so&aacute;t sai số.</em><br />
&nbsp;<br />
- C&oacute; cần kiểm tra cao độ s&agrave;n trước khi ho&agrave;n thiện kh&ocirc;ng?<br />
<em>C&oacute;. Việc kiểm tra sớm gi&uacute;p xử l&yacute; sai lệch trước khi ho&agrave;n thiện, giảm rủi ro v&agrave; chi ph&iacute; sửa chữa.</em></span></span><br />
<p style="text-align: center;">
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/Máy thủy bình 2.jpg" style="width: 800px; height: 419px;" /></span></span></p>
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			'id' => '797',
			'name' => 'Máy toàn đạc Leica: chọn FlexLine, TS, Nova hay MS?',
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			'shortdes' => '<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Với dải sản phẩm trải rộng từ FlexLine &rarr; TS &rarr; Nova &rarr; MS (MultiStation), Leica Geosystems mang đến nhiều lựa chọn, nhưng cũng khiến kh&ocirc;ng &iacute;t anh em băn khoăn: <em>c&ocirc;ng tr&igrave;nh của m&igrave;nh n&ecirc;n d&ugrave;ng d&ograve;ng n&agrave;o l&agrave; hợp l&yacute; nhất?</em></span></span>',
			'content' => '<em><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trong trắc địa &ndash; x&acirc;y dựng hiện nay, việc lựa chọn m&aacute;y to&agrave;n đạc điện tử Leica ph&ugrave; hợp với từng loại c&ocirc;ng tr&igrave;nh đ&oacute;ng vai tr&ograve; then chốt, ảnh hưởng trực tiếp đến độ ch&iacute;nh x&aacute;c, hiệu suất thi c&ocirc;ng v&agrave; chi ph&iacute; đầu tư.<br />
<br />
Với dải sản phẩm trải rộng từ FlexLine &rarr; TS &rarr; Nova &rarr; MS (MultiStation), Leica Geosystems mang đến nhiều lựa chọn, nhưng cũng khiến kh&ocirc;ng &iacute;t anh em băn khoăn: c&ocirc;ng tr&igrave;nh của m&igrave;nh n&ecirc;n d&ugrave;ng d&ograve;ng n&agrave;o l&agrave; hợp l&yacute; nhất?<br />
<br />
B&agrave;i viết dưới đ&acirc;y sẽ gi&uacute;p bạn so s&aacute;nh r&otilde; ưu &ndash; nhược điểm từng d&ograve;ng m&aacute;y to&agrave;n đạc Leica, đồng thời gợi &yacute; chọn m&aacute;y đ&uacute;ng nhu cầu thực tế tại Việt Nam.</span></span></em><br />
<h2>
	<br />
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">1. M&aacute;y to&agrave;n đạc Leica FlexLine (TS03, TS07, TS10&hellip;)</span></span></h2>
<br />
<strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Ưu điểm:</span></span></strong><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Cấu h&igrave;nh đơn giản, dễ sử dụng, ph&ugrave; hợp nhiều đối tượng.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Chi ph&iacute; đầu tư thấp hơnso với c&aacute;c d&ograve;ng tự động/robot.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đ&aacute;p ứng tốt c&aacute;c c&ocirc;ng việc khảo s&aacute;t &ndash; trắc địa cơ bản.</span></span></li>
</ul>
<strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hạn chế:</span></span></strong><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Phần lớn thao t&aacute;c thủ c&ocirc;ng.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kh&ocirc;ng c&oacute; motor, ATR, tự động kh&oacute;a prism.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hiệu suất đo v&agrave; tốc độ l&agrave;m việc thấp hơn d&ograve;ng TS v&agrave; Nova.</span></span></li>
</ul>
<strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Ph&ugrave; hợp:</span></span></strong><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đo đạc địa ch&iacute;nh, lập bản đồ nền.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">C&ocirc;ng t&aacute;c đo nhỏ lẻ, khối lượng kh&ocirc;ng lớn.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đơn vị cần m&aacute;y to&agrave;n đạc Leica bền &ndash; ổn định &ndash; dễ d&ugrave;ng.</span></span></li>
</ul>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">&gt; Nếu chỉ cần đo khảo s&aacute;t cơ bản, Leica FlexLine l&agrave; lựa chọn kinh tế v&agrave; đủ d&ugrave;ng.<br />
&nbsp;</span></span>
<h2>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">2. M&aacute;y to&agrave;n đạc Leica TS (TS13, TS20&hellip;)</span></span></h2>
<br />
<strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Ưu điểm:</span></span></strong><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Mức độ tự động h&oacute;a cao, c&oacute; phi&ecirc;n bản robot.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Độ ch&iacute;nh x&aacute;c g&oacute;c v&agrave; EDM ổn định, ph&ugrave; hợp thi c&ocirc;ng.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hỗ trợ phần mềm Captivate, dễ t&iacute;ch hợp GNSS/RTK.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Giảm thao t&aacute;c thủ c&ocirc;ng, tăng tốc độ bố tr&iacute; v&agrave; đo kiểm.</span></span></li>
</ul>
<strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hạn chế:</span></span></strong><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Gi&aacute; cao hơnd&ograve;ng FlexLine.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Với model cao cấp (TS20) cần t&iacute;nh th&ecirc;m phụ kiện robot (prism, tripod, pin, tay cầm).</span></span></li>
</ul>
<strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Ph&ugrave; hợp:</span></span></strong><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">X&acirc;y dựng d&acirc;n dụng, c&ocirc;ng tr&igrave;nh nhỏ v&agrave; vừa.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">C&ocirc;ng t&aacute;c bố tr&iacute; c&ocirc;ng tr&igrave;nh, đo kiểm h&igrave;nh học.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Khi cần độ ch&iacute;nh x&aacute;c v&agrave; hiệu suất cao hơn FlexLine.</span></span></li>
</ul>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">&gt; D&ograve;ng TS l&agrave; lựa chọn c&acirc;n bằng giữa độ ch&iacute;nh x&aacute;c &ndash; tiện lợi &ndash; chi ph&iacute;.<br />
&nbsp;</span></span>
<h2>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">3. M&aacute;y to&agrave;n đạc Leica Nova (TS60, TM60&hellip;)</span></span></h2>
<br />
<strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Ưu điểm:</span></span></strong><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">C&ocirc;ng nghệ robot hiện đại, động cơ ch&iacute;nh x&aacute;c cao.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tự động kh&oacute;a mục ti&ecirc;u, đo nhanh, ổn định.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Nhiều t&iacute;nh năng n&acirc;ng cao:</span></span>
		<ul>
			<li>
				<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Multi-target</span></span></li>
			<li>
				<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đo khoảng c&aacute;ch d&agrave;i</span></span></li>
			<li>
				<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">T&iacute;ch hợp GNSS / Sensor / Monitoring</span></span></li>
		</ul>
	</li>
</ul>
<strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hạn chế:</span></span></strong><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Chi ph&iacute; đầu tư cao, y&ecirc;u cầu người vận h&agrave;nh c&oacute; chuy&ecirc;n m&ocirc;n tốt.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Chi ph&iacute; vận h&agrave;nh (pin, phụ kiện, bảo tr&igrave;) lớn hơn c&aacute;c d&ograve;ng thấp.</span></span></li>
</ul>
<strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Ph&ugrave; hợp:</span></span></strong><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">C&ocirc;ng tr&igrave;nh lớn: cầu, đường, hầm, metro.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Dự &aacute;n hạ tầng quy m&ocirc; lớn, y&ecirc;u cầu độ tin cậy cao.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Quan trắc biến dạng, đo lặp ch&iacute;nh x&aacute;c d&agrave;i hạn.</span></span></li>
</ul>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">&gt; Với dự &aacute;n quy m&ocirc; lớn, Leica Nova l&agrave; &ldquo;xương sống&rdquo; về độ ch&iacute;nh x&aacute;c v&agrave; tự động h&oacute;a.<br />
&nbsp;</span></span>
<h2>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">4. M&aacute;y to&agrave;n đạc Leica MS &ndash; MultiStation (MS60)</span></span></h2>
<br />
<strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Ưu điểm:</span></span></strong><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kết hợp to&agrave;n đạc + qu&eacute;t 3D + GNSS trong một thiết bị.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Thu thập dữ liệu 3D d&agrave;y, nhanh, giảm nh&acirc;n lực.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Rất mạnh cho khảo s&aacute;t hiện trạng v&agrave; địa h&igrave;nh phức tạp.</span></span></li>
</ul>
<strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hạn chế:</span></span></strong><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Gi&aacute; rất cao.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Dữ liệu hậu xử l&yacute; phức tạp, cần kỹ năng chuy&ecirc;n s&acirc;u.</span></span></li>
</ul>
<strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Ph&ugrave; hợp:</span></span></strong><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Dự &aacute;n cần dữ liệu 3D chi tiết.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Quy hoạch, khảo s&aacute;t hạ tầng phức tạp.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">C&ocirc;ng t&aacute;c đo đạc + bản đồ + m&ocirc; h&igrave;nh số trong một workflow.</span></span></li>
</ul>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">&gt; MS l&agrave; giải ph&aacute;p cao cấp nhất cho b&agrave;i to&aacute;n 3D v&agrave; dữ liệu lớn.<br />
&nbsp;</span></span><br />
<h2>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">5. Gợi &yacute; chọn m&aacute;y to&agrave;n đạc điện tử Leica theo nhu cầu</span></span></h2>
<br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Khảo s&aacute;t đất đai, địa ch&iacute;nh, bản đồ nền &rarr; <em>Leica FlexLine</em> hoặc <em>TS (model cơ bản).</em></span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">X&acirc;y dựng d&acirc;n dụng, c&ocirc;ng tr&igrave;nh nhỏ &amp; vừa, bố tr&iacute; thiết kế &rarr; <em>Leica TS</em> hoặc <em>Nova</em> (t&ugrave;y y&ecirc;u cầu độ ch&iacute;nh x&aacute;c).</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">C&ocirc;ng tr&igrave;nh giao th&ocirc;ng, cầu hầm, hạ tầng phức tạp &rarr; <em>Leica Nova</em> hoặc <em>MS (MultiStation / Robot).</em></span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Khảo s&aacute;t địa h&igrave;nh phức tạp, cần dữ liệu 3D, đo nhanh nhiều điểm &rarr; <em>Leica MS &ndash; MultiStation.</em></span></span></li>
</ul>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>BẢNG SO S&Aacute;NH TH&Ocirc;NG SỐ LEICA FLEXLINE &ndash; TS &ndash; NOVA</strong></span></span><br />
<br />
<table border="0" cellpadding="0" cellspacing="3" style="width: 100%">
	<thead>
		<tr>
			<th style="text-align: left;">
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Ti&ecirc;u ch&iacute;</strong></span></span></th>
			<th style="text-align: left;">
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>TS03</strong></span></span></th>
			<th style="text-align: left;">
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>TS07</strong></span></span></th>
			<th style="text-align: left;">
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>TS10</strong></span></span></th>
			<th style="text-align: left;">
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>TS13</strong></span></span></th>
			<th style="text-align: left;">
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>TS20</strong></span></span></th>
			<th style="text-align: left;">
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Nova TM60</strong></span></span></th>
			<th style="text-align: left;">
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Nova TS60</strong></span></span></th>
			<th style="text-align: left;">
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Nova MS60</strong></span></span></th>
		</tr>
	</thead>
	<tbody>
		<tr>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Độ ch&iacute;nh x&aacute;c g&oacute;c</strong></span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">2&Prime;, 3&Prime;, 5&Prime;</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">1&Prime;, 2&Prime;, 3&Prime;, 5&Prime;</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">1&Prime;, 2&Prime;, 3&Prime;, 5&Prime;</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">1&Prime;, 2&Prime;, 3&Prime;, 5&Prime;</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">1&Prime;, 2&Prime;, 3&Prime;, 5&Prime;</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">0.5&Prime;, 1&Prime;</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">0.5&Prime;</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">1&Prime;</span></span></td>
		</tr>
		<tr>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Tầm đo lăng k&iacute;nh</strong></span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">0.9&ndash;3,500 m</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">0.9&ndash;3,500 m</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">0.9&ndash;3,500 m</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">0&ndash;3,500 m</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">0.8&ndash;10,000 m</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">0.9&ndash;3,500 m</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">0.9&ndash;3,500 m</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">1.5&ndash;10,000 m</span></span></td>
		</tr>
		<tr>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Độ ch&iacute;nh x&aacute;c đo gương</strong></span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">1 mm+1.5ppm</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">1 mm+1.5ppm</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">1 mm+1.5ppm</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">1 mm+1.5 ppm</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>1 mm+1 ppm</strong></span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">1 mm+1.5 ppm</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>0.6 mm+1ppm</strong></span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">1 mm+1.5ppm</span></span></td>
		</tr>
		<tr>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Tầm đo kh&ocirc;ng gương</strong></span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">500&ndash;5,000 m</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">500&ndash;5,000 m</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">500&ndash;5,000 m</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">500&ndash;5,000 m</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">800 m (R800) / 1,600 m (R1600)</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">500&ndash;5,000 m</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">500&ndash;5,000 m</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">2,000 m</span></span></td>
		</tr>
		<tr>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Độ ch&iacute;nh x&aacute;c kh&ocirc;ng gương</strong></span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">2 mm 2 ppm</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">2 mm+2 ppm</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">2 mm+2 ppm</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">2 mm+2 ppm</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">2 mm+2 ppm</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">2 mm+2 ppm</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">2 mm+2 ppm</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">2 mm+2 ppm</span></span></td>
		</tr>
		<tr>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>M&agrave;n h&igrave;nh</strong></span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">3.5&Prime; đơn sắc</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">3.5&Prime; m&agrave;u</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">5&Prime; WVGA</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">5&Prime; WVGA (tuỳ chọn)</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">5&Prime; WVGA cảm ứng</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">5&Prime; WVGA cảm ứng</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">5&Prime; WVGA cảm ứng</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">5&Prime; WVGA cảm ứng</span></span></td>
		</tr>
		<tr>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Kết nối c&oacute; d&acirc;y</strong></span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">RS232 / SD / USB</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">RS232 / SD / USB</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">RS232 / SD / USB</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">RS232 / SD / USB</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">Ethernet / USB-C</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">RS232 / SD / USB</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">RS232 / SD / USB</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">RS232 / SD / USB</span></span></td>
		</tr>
		<tr>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Bluetooth / WLAN</strong></span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔(tay cầm radio)</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔(tay cầm radio)</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔(tay cầm radio)</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔(tay cầm radio)</span></span></td>
		</tr>
		<tr>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Dữ liệu di động (4G)</strong></span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td>
		</tr>
		<tr>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>AutoHeight</strong></span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
		</tr>
		<tr>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Camera tổng quan</strong></span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
		</tr>
		<tr>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Camera k&iacute;nh ngắm</strong></span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
		</tr>
		<tr>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>SmartStation GNSS</strong></span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
		</tr>
		<tr>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Ti&ecirc;u ch&iacute;</strong></span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">TS03</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">TS07</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">TS10</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">TS13</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">TS20</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">Nova TM60</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">Nova TS60</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">Nova MS60</span></span></td>
		</tr>
		<tr>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Độ ch&iacute;nh x&aacute;c g&oacute;c</strong></span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">2&Prime;, 3&Prime;, 5&Prime;</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">1&Prime;, 2&Prime;, 3&Prime;, 5&Prime;</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">1&Prime;, 2&Prime;, 3&Prime;, 5&Prime;</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">1&Prime;, 2&Prime;, 3&Prime;, 5&Prime;</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">1&Prime;, 2&Prime;, 3&Prime;, 5&Prime;</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">0.5&Prime;, 1&Prime;</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">0.5&Prime;</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">1&Prime;</span></span></td>
		</tr>
		<tr>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Tầm đo lăng k&iacute;nh</strong></span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">0.9&ndash;3,500 m</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">0.9&ndash;3,500 m</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">0.9&ndash;3,500 m</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">0&ndash;3,500 m</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">0.8&ndash;10,000 m</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">0.9&ndash;3,500 m</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">0.9&ndash;3,500 m</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">1.5&ndash;10,000 m</span></span></td>
		</tr>
		<tr>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Độ ch&iacute;nh x&aacute;c đo gương</strong></span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">1 mm + 1.5 ppm</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">1 mm + 1.5 ppm</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">1 mm + 1.5 ppm</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">1 mm + 1.5 ppm</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">1 mm + 1 ppm</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">1 mm + 1.5 ppm</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">0.6 mm + 1 ppm</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">1 mm + 1.5 ppm</span></span></td>
		</tr>
		<tr>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Tầm đo kh&ocirc;ng gương</strong></span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">500&ndash;5,000 m</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">500&ndash;5,000 m</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">500&ndash;5,000 m</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">500&ndash;5,000 m</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">800 m (R800) / 1,600 m (R1600)</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">500&ndash;5,000 m</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">500&ndash;5,000 m</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">2,000 m</span></span></td>
		</tr>
		<tr>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Độ ch&iacute;nh x&aacute;c kh&ocirc;ng gương</strong></span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">2 mm + 2 ppm</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">2 mm + 2 ppm</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">2 mm + 2 ppm</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">2 mm + 2 ppm</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">2 mm + 2 ppm</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">2 mm + 2 ppm</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">2 mm + 2 ppm</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">2 mm + 2 ppm</span></span></td>
		</tr>
		<tr>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>M&agrave;n h&igrave;nh</strong></span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">3.5&Prime; đơn sắc</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">3.5&Prime; m&agrave;u</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">5&Prime; WVGA</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">5&Prime; WVGA (tuỳchọn)</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">5&Prime; WVGA cảm ứng</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">5&Prime; WVGA cảm ứng</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">5&Prime; WVGA cảm ứng</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">5&Prime; WVGA cảm ứng</span></span></td>
		</tr>
		<tr>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Kết nối c&oacute; d&acirc;y</strong></span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">RS232 / SD / USB</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">RS232 / SD / USB</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">RS232 / SD / USB</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">RS232 / SD / USB</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">Ethernet / USB-C</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">RS232 / SD / USB</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">RS232 / SD / USB</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">RS232 / SD / USB</span></span></td>
		</tr>
		<tr>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Bluetooth / WLAN</strong></span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔ (tay cầm radio)</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔ (tay cầm radio)</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔ (tay cầm radio)</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔ (tay cầm radio)</span></span></td>
		</tr>
		<tr>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Dữ liệu di động (4G)</strong></span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td>
		</tr>
		<tr>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>AutoHeight</strong></span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
		</tr>
		<tr>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Camera tổng quan</strong></span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
		</tr>
		<tr>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Camera k&iacute;nh ngắm</strong></span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
		</tr>
		<tr>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>SmartStation GNSS</strong></span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
		</tr>
		<tr>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Động cơ (Robot)</strong></span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">DC Motor</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">Brushless Direct Drives</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">Piezo drives</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">Piezo drives</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">Piezo drives</span></span></td>
		</tr>
		<tr>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>ATR / Tracking</strong></span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔ (R1000)</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">AI-powered ATR</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
		</tr>
		<tr>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Prism Fast Search</strong></span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
		</tr>
		<tr>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Scanning 3D</strong></span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔ (30,000 pts/s)</span></span></td>
		</tr>
		<tr>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Điều khiển từ xa</strong></span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
		</tr>
		<tr>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Hỗ trợ AP20</strong></span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">AP20 ID</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">AP20 ID + AutoPole</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
		</tr>
		<tr>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Hệ điều h&agrave;nh</strong></span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">FlexField</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">FlexField</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">FlexField</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">Captivate</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">Captivate (Loc8 / GeoCloud Protect)</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">Captivate</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">Captivate</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">Captivate</span></span></td>
		</tr>
		<tr>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Thời lượng pin</strong></span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">~30 h</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">~30 h</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">~30 h</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">8&ndash;19 h</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">~5 h</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">~8 h</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">~9 h</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">~9 h</span></span></td>
		</tr>
		<tr>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Trọng lượng</strong></span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">4.3 kg</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">4.3 kg</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">4.4 kg</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">4.8 kg</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">5.0 kg</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">7.2 kg</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">7.3 kg</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">7.6 kg</span></span></td>
		</tr>
	</tbody>
</table>
<p>
	&nbsp;</p>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/so-sanh-may-toan-dac-dien-tu-leica-FlexLine-TS-Nova-MS.jpg" style="width: 800px; height: 463px;" /></span></span>
<h2>
	<br />
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">6. C&acirc;u hỏi thường gặp về m&aacute;y to&agrave;n đạc Leica (FAQ)</span></span></h2>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">6.1 M&aacute;y to&agrave;n đạc Leica FlexLine c&oacute; đủ d&ugrave;ng cho địa ch&iacute;nh kh&ocirc;ng?<br />
&rarr; C&oacute;. Với đo địa ch&iacute;nh v&agrave; bản đồ nền, FlexLine đ&aacute;p ứng tốt v&agrave; tiết kiệm chi ph&iacute;.<br />
<br />
6.2 Khi n&agrave;o n&ecirc;n chọn TS thay v&igrave; FlexLine?<br />
&rarr; Khi cần độ ch&iacute;nh x&aacute;c cao hơn, thao t&aacute;c nhanh hơn v&agrave; giảm nh&acirc;n lực.<br />
<br />
6.3 Leica Nova c&oacute; ph&ugrave; hợp c&ocirc;ng tr&igrave;nh d&acirc;n dụng kh&ocirc;ng?<br />
&rarr; Ph&ugrave; hợp nếu c&ocirc;ng tr&igrave;nh y&ecirc;u cầu độ ch&iacute;nh x&aacute;c rất cao hoặc quan trắc.<br />
<br />
6.4 MultiStation MS60 c&oacute; thay thế m&aacute;y qu&eacute;t laser kh&ocirc;ng?<br />
&rarr; MS60 kh&ocirc;ng thay thế ho&agrave;n to&agrave;n TLS chuy&ecirc;n dụng, nhưng rất hiệu quả cho khảo s&aacute;t 3D kết hợp đo to&agrave;n đạc.<br />
&nbsp;<br />
&gt;&gt;&gt; <u><strong>Tổng kết:</strong></u></span></span><br />
<br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đo khảo s&aacute;t cơ bản&rarr; <em>FlexLine l&agrave; đủ.</em></span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">C&acirc;n bằng giữa ch&iacute;nh x&aacute;c &amp; tiện lợi&rarr; <em>TS l&agrave; lựa chọn hợp l&yacute;.</em></span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">C&ocirc;ng tr&igrave;nh lớn, y&ecirc;u cầu cao&rarr; <em>Nova hoặc MS.</em></span></span></li>
</ul>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Li&ecirc;n hệ <a href="https://tracdiathanhdat.vn/"><strong>Trắc Địa Th&agrave;nh Đạt </strong></a>để được tư vấn chọn m&aacute;y to&agrave;n đạc Leica ph&ugrave; hợp đ&uacute;ng c&ocirc;ng tr&igrave;nh &ndash; đ&uacute;ng ng&acirc;n s&aacute;ch &ndash; đ&uacute;ng nhu cầu thực tế tại Việt Nam!<br />
&nbsp;</span></span>',
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			'shortdes' => '<span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">Cập nhật firmware RTK qua Web UI &ndash; Hướng dẫn chi tiết &amp; lưu &yacute; kỹ thuật</span><br />
',
			'content' => '<em><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trong qu&aacute; tr&igrave;nh sử dụng m&aacute;y GNSS RTK, việc cập nhật firmware bộ thu GNSS đ&oacute;ng vai tr&ograve; đặc biệt quan trọng nhằm:</span></span></em><br />
<ul>
	<li>
		<em><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tối ưu khả năng FIX v&agrave; độ ổn định khi đo RTK</span></span></em></li>
	<li>
		<em><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Khắc phục c&aacute;c lỗi tồn tại trong firmware cũ</span></span></em></li>
	<li>
		<em><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Bổ sung hoặc cải thiện c&aacute;c t&iacute;nh năng mới như IMU, radio, AR, giao tiếp dữ liệu&hellip;</span></span></em></li>
</ul>
<br />
<em><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tuy nhi&ecirc;n, cập nhật firmware KH&Ocirc;NG phải l&agrave; cập nhật ứng dụng Android (APK), m&agrave; l&agrave; n&acirc;ng cấp hệ thống điều khiển l&otilde;i của bộ thu GNSS, t&aacute;c động trực tiếp đến khả năng định vị v&agrave; hoạt động RTK. Nếu thực hiện kh&ocirc;ng đ&uacute;ng quy tr&igrave;nh hoặc sử dụng firmware kh&ocirc;ng ph&ugrave; hợp, thiết bị c&oacute; thể ph&aacute;t sinh c&aacute;c lỗi nghi&ecirc;m trọng như mất FIX, treo hệ thống, kh&ocirc;ng khởi động hoặc kh&ocirc;ng thể kết nối RTK.<br />
<br />
Hiện nay, nhiều d&ograve;ng m&aacute;y RTK đ&atilde; hỗ trợ cập nhật firmware th&ocirc;ng qua Web UI &ndash; giao diện quản l&yacute; nội bộ cho ph&eacute;p truy cập trực tiếp bằng tr&igrave;nh duyệt web. Phần nội dung dưới đ&acirc;y tổng hợp c&aacute;ch c&aacute;c h&atilde;ng GNSS phổ biến triển khai Web UI, quy tr&igrave;nh cập nhật firmware, đồng thời hướng dẫn kết nối v&agrave; sử dụng Web UI một c&aacute;ch an to&agrave;n, đ&uacute;ng kỹ thuật.<br />
&nbsp;</span></span></em>
<h2>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">1. Web UI trong m&aacute;y RTK GNSS l&agrave; g&igrave;?</span></span></h2>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Web UI (Web-based User Interface) l&agrave; giao diện quản l&yacute; nội bộ của bộ thu RTK, cho ph&eacute;p người d&ugrave;ng:</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kết nối trực tiếp với thiết bị qua WiFi hoặc mạng LAN</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Truy cập bằng tr&igrave;nh duyệt web (Chrome, Edge, Safari&hellip;)</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Xem th&ocirc;ng tin thiết bị v&agrave; trạng th&aacute;i GNSS</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Cấu h&igrave;nh c&aacute;c tham số hệ thống</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Cập nhật firmware bộ thu GNSS</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tải dữ liệu đo, dữ liệu th&ocirc; v&agrave; nhật k&yacute; hệ thống</span></span></li>
</ul>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Web UI mang lại sự tiện lợi lớn trong m&ocirc;i trường hiện trường, tuy nhi&ecirc;n cũng tiềm ẩn rủi ro nếu người d&ugrave;ng kh&ocirc;ng hiểu r&otilde; c&aacute;ch triển khai Web UI của từng h&atilde;ng GNSS.<br />
&nbsp;</span></span>
<h2>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">2. Cập nhật Firmware RTK qua Web UI theo từng h&atilde;ng GNSS</span></span></h2>
<br />
<h3>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">2.1. eFix GNSS &ndash; Web UI trong hệ sinh th&aacute;i Android</span></span></h3>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Web UI của eFix GNSS cho ph&eacute;p:</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kiểm tra th&ocirc;ng tin thiết bị (model, serial, firmware)</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Theo d&otilde;i trạng th&aacute;i GNSS</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Thực hiện cập nhật firmware bộ thu</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">C&aacute;ch truy cập Web UI eFix</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kết nối WiFi do bộ thu eFix ph&aacute;t</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Mở tr&igrave;nh duyệt v&agrave; truy cập IP mặc định của thiết bị</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">LƯU &Yacute;: Firmware eFix phụ thuộc rất chặt v&agrave;o model v&agrave; đời mainboard. Việc c&agrave;i sai firmware c&oacute; thể khiến m&aacute;y kh&ocirc;ng boot được hoặc hoạt động kh&ocirc;ng ổn định.<br />
<em>(Nguồn tham khảo: eFix GNSS &ndash; Firmware &amp; User Guidance ch&iacute;nh h&atilde;ng).</em><br />
&nbsp;</span></span>
<h3>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">2.2. Meridian GNSS &ndash; Web UI trực quan với IP mặc định</span></span></h3>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Meridian GNSS t&iacute;ch hợp Web UI nội bộ cho ph&eacute;p:</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Xem th&ocirc;ng tin thiết bị v&agrave; trạng th&aacute;i GNSS</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Cấu h&igrave;nh c&aacute;c tham số cơ bản</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Cập nhật firmware trực tiếp qua Web UI</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">C&aacute;ch truy cập</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kết nối WiFi do bộ thu ph&aacute;t</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Mở tr&igrave;nh duyệt v&agrave; nhập:&nbsp;http://192.168.10.1</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">&gt; Khuyến nghị: Chỉ sử dụng firmware ch&iacute;nh h&atilde;ng từ nh&agrave; sản xuất hoặc đại l&yacute; ủy quyền để đảm bảo t&iacute;nh tương th&iacute;ch v&agrave; ổn định l&acirc;u d&agrave;i.<br />
&nbsp;</span></span>
<h3>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">2.3. eSurvey / SurPad &ndash; Cập nhật firmware qua Web UI</span></span></h3>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tr&ecirc;n c&aacute;c bộ thu RTK eSurvey, Web UI (kết hợp với hệ thống SurPad / E-Survey) cho ph&eacute;p:</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kiểm tra trạng th&aacute;i GNSS</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Thiết lập c&aacute;c tham số cơ bản</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Cập nhật firmware từ tab &ldquo;Management&rdquo;</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Người d&ugrave;ng truy cập Web UI bằng c&aacute;ch kết nối WiFi bộ thu v&agrave; mở tr&igrave;nh duyệt tương tự c&aacute;c h&atilde;ng kh&aacute;c.<br />
<em>(Nguồn tham khảo: Hướng dẫn sử dụng Web UI tr&ecirc;n m&aacute;y RTK eSurvey).</em><br />
&nbsp;</span></span>
<h3>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">2.4. GeoMate GNSS &ndash; Web UI c&oacute; nhưng cần thận trọng</span></span></h3>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Với GeoMate GNSS, Web UI chủ yếu d&ugrave;ng để:</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Quản l&yacute; thiết bị</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Cấu h&igrave;nh cơ bản hệ thống</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hiện c&aacute;c t&agrave;i liệu c&ocirc;ng bố chưa m&ocirc; tả chi tiết quy tr&igrave;nh cập nhật firmware trực tiếp qua Web UI.<br />
<br />
&gt; Khuyến nghị khi cập nhật firmware GeoMate:</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Chỉ tải firmware từ nguồn ch&iacute;nh h&atilde;ng</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kiểm tra ch&iacute;nh x&aacute;c model + phi&ecirc;n bản firmware hiện tại trước khi c&agrave;i đặt</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">&nbsp;</span></span>
<h3>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">2.5. Trimble &ndash; Web UI c&oacute; kiểm so&aacute;t chặt từ h&atilde;ng</span></span></h3>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trimble hỗ trợ cập nhật firmware GNSS qua Web UI ch&iacute;nh thức, với quy tr&igrave;nh r&otilde; r&agrave;ng:</span></span><br />
<ol>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Truy cập Web UI của bộ thu</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Chọn Firmware &rarr; Install New Firmware</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Chọn file firmware tải từ trang hỗ trợ Trimble</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">C&agrave;i đặt v&agrave; khởi động lại thiết bị</span></span></li>
</ol>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trimble kiểm so&aacute;t firmware theo model v&agrave; serial, gi&uacute;p giảm nguy cơ c&agrave;i sai.<br />
<em>(Nguồn tham khảo: Trimble Receiver Help Portal).</em><br />
&nbsp;</span></span>
<h3>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">2.6. Leica Geosystems &ndash; Hạn chế Web UI, ưu ti&ecirc;n quy tr&igrave;nh chuẩn</span></span></h3>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kh&aacute;c với nhiều h&atilde;ng kh&aacute;c, Leica Geosystems kh&ocirc;ng khuyến kh&iacute;ch cập nhật firmware trực tiếp qua Web UI. Thay v&agrave;o đ&oacute;:</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Firmware đi k&egrave;m Captivate Release Notes</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Cập nhật theo quy tr&igrave;nh ch&iacute;nh h&atilde;ng (qua thẻ SD hoặc bộ điều khiển)</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><em>Nguồn tham khảo: Leica Captivate Manual &amp; Release Notes.</em><br />
&nbsp;</span></span>
<h2>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">3. Kết nối m&aacute;y t&iacute;nh, điện thoại, m&aacute;y t&iacute;nh bảng với m&aacute;y RTK qua Web UI</span></span></h2>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hầu hết c&aacute;c bộ thu GNSS RTK hiện đại đều hoạt động như một điểm ph&aacute;t WiFi nội bộ (WiFi Hotspot). Người d&ugrave;ng c&oacute; thể kết nối bằng PC, điện thoại hoặc m&aacute;y t&iacute;nh bảng để truy cập Web UI m&agrave; kh&ocirc;ng cần c&agrave;i th&ecirc;m phần mềm.<br />
<br />
C&aacute;c bước truy cập Web UI (v&iacute; dụ tr&ecirc;n PC)</span></span><br />
<br />
<ol>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kết nối WiFi do bộ thu RTK ph&aacute;t:&nbsp;T&ecirc;n WiFi thường l&agrave; Serial Number (SN)</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Mở tr&igrave;nh duyệt web</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Nhập địa chỉ:&nbsp;http://192.168.10.1</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đăng nhập Web UI:&nbsp;Mật khẩu mặc định: password (c&oacute; thể thay đổi).</span></span></li>
</ol>
<h2>
	<br />
	<span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">4. C&aacute;c chức năng ch&iacute;nh trong Web UI của m&aacute;y RTK </span></h2>
<p>
	<em><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">(Dựa tr&ecirc;n&nbsp;</span><span style="font-size: 12px;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">giao diện Web UI d&ograve;ng m&aacute;y RTK của h&atilde;ng eSurvey v&agrave; c&aacute;c d&ograve;ng m&aacute;y tương tự</span></span>)</span></em></p>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">4.1 Tab Position &ndash; Định vị &amp; trạng th&aacute;i GNSS</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Chế độ l&agrave;m việc: Base / Rover / Static</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tọa độ (kinh, vĩ, cao độ)</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trạng th&aacute;i nghiệm: Fix / Float / Single</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Số vệ tinh theo d&otilde;i</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">PDOP, HDOP, TDOP, HRMS, VRMS</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Giờ địa phương &amp; m&uacute;i giờ</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Bắt đầu / dừng ghi dữ liệu đo tĩnh</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/tab-position1.jpg" style="width: 600px; height: 405px;" /></span></span><br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">4.2 Tab Data Link &ndash; Li&ecirc;n kết dữ liệu</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Bluetooth</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Radio</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Network / SIM</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/tab-position-1.jpg" style="width: 600px; height: 405px;" /><br />
4.3 Tab Satellites &ndash; Vệ tinh</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Quan s&aacute;t số vệ tinh</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Ph&acirc;n bố vệ tinh theo hệ</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Thiết lập g&oacute;c ngưỡng vệ tinh</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/tab-ve-tinh 3.jpg" style="width: 600px; height: 407px;" /><br />
4.4 Tab Information &ndash; Th&ocirc;ng tin thiết bị</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">GNSS receiver, anten</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Mainboard</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">UHF, Network module</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/tab-thong-tin 4.jpg" style="width: 600px; height: 404px;" /><br />
4.5 Tab Working Mode &ndash; Chế độ l&agrave;m việc</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Chọn Base / Rover / Static</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Phương thức kết nối tương ứng</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/tab-thiet-lap-che-do-lam-viec 5.jpg" style="width: 600px; height: 407px;" /><br />
4.6 Tab Satellite Settings &ndash; Thiết lập thu vệ tinh</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">GPS, GLONASS, BeiDou, Galileo, SBAS, QZSS</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">RTK timeout</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Chế độ FIX ch&iacute;nh x&aacute;c cao</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/tab-satellite-setting 6.jpg" style="width: 600px; height: 403px;" /><br />
4.7 Tab Device Configuration &ndash; Cấu h&igrave;nh thiết bị</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Time zone</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">IMU output</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Baud rate cổng serial</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">&Acirc;m thanh, cảnh b&aacute;o Base</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Bộ nhớ, debug</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tự động bật/tắt nguồn</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Chia sẻ Internet qua WiFi hotspot</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/tab-device-configuration 7.jpg" style="width: 600px; height: 403px;" /><br />
4.8 Tab NMEA Message &ndash; Dữ liệu NMEA</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Cấu h&igrave;nh NMEA qua Bluetooth / cổng 5-pin</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">GNSS PPP output</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Ghi NMEA</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/tab-nmea-message8.jpg" style="width: 600px; height: 403px;" /><br />
4.9 Tab View Log &ndash; Nhật k&yacute;</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Xem &amp; tải log ứng dụng, log hệ điều h&agrave;nh</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/tab-view-log 9.jpg" style="width: 600px; height: 403px;" /><br />
4.10 Tab Raw Data &ndash; Dữ liệu th&ocirc;</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tải raw GNSS</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Chuyển đổi RINEX</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tải nhiều file</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/tab-raw-data 10.jpg" style="width: 600px; height: 403px;" /><br />
4.11 Tab Backup Data &ndash; Sao lưu</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tải hoặc x&oacute;a dữ liệu điểm</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/tab-backup-data 11.jpg" style="width: 600px; height: 403px;" /><br />
4.12 Tab Management &ndash; Quản l&yacute; thiết bị</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">C&agrave;i đặt firmware mới</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đăng k&yacute; thiết bị / GNSS</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Thiết lập bảo mật</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Định dạng bộ nhớ</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tự kiểm tra</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kh&ocirc;i phục c&agrave;i đặt gốc</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Khởi động lại bộ thu</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">&nbsp;<img alt="" src="/admin/webroot/upload/image/images/tab-management 12.jpg" style="width: 600px; height: 403px;" /><br />
<br />
&gt;&gt;&gt; Việc cập nhật firmware th&ocirc;ng qua Web UI t&aacute;c động trực tiếp đến hệ thống l&otilde;i của bộ thu GNSS. Người d&ugrave;ng chỉ n&ecirc;n thực hiện khi đ&atilde; x&aacute;c định đ&uacute;ng model, đ&uacute;ng firmware v&agrave; đ&uacute;ng quy tr&igrave;nh của nh&agrave; sản xuất.<br />
Cập nhật firmware đ&uacute;ng c&aacute;ch &ndash; đ&uacute;ng nguồn &ndash; đ&uacute;ng thời điểm sẽ gi&uacute;p hệ thống RTK hoạt động ổn định, tối ưu khả năng FIX v&agrave; hạn chế tối đa rủi ro ngo&agrave;i thực tế.<br />
&nbsp;</span></span><br />
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			'title_seo' => 'tin tức trắc địa, cập nhật xu hướng đo đạc mới, công nghệ đo đạc, thiết bị đo đạc hiện đại, mẹo kỹ thuật trắc địa, sai số đo đạc, hệ tọa độ VN-2000, GNSS, RTK, GPS trắc địa, phần mềm trắc địa, phần mềm GIS, SurPad, LandStar, Magnet Field, Leica Captivate, Trimble Access',
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	(int) 7 => array(
		'Post' => array(
			'id' => '795',
			'name' => 'MÚI CHIẾU 3° VÀ 6° TRONG HỆ TỌA ĐỘ VN-2000',
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			'shortdes' => '<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">M&uacute;i chiếu 3&deg; v&agrave; 6&deg; trong hệ tọa độ VN-2000&nbsp;<br />
<em>(G&oacute;c nh&igrave;n theo Th&ocirc;ng tư 973/2001/TT-TCĐC)</em></span></span>',
			'content' => '<em><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trong lĩnh vực trắc địa, GIS v&agrave; x&acirc;y dựng, việc lựa chọn v&agrave; sử dụng m&uacute;i chiếu bản đồ c&oacute; ảnh hưởng trực tiếp đến độ ch&iacute;nh x&aacute;c h&igrave;nh học, sai số biến dạng v&agrave; t&iacute;nh ph&aacute;p l&yacute; của dữ liệu kh&ocirc;ng gian.&nbsp;Trong thực tế, c&aacute;c kh&aacute;i niệm m&uacute;i chiếu 3&deg;, m&uacute;i chiếu 6&deg;, UTM v&agrave; VN-2000 đ&ocirc;i khi bị sử dụng chưa thống nhất, dẫn đến nhầm lẫn trong &aacute;p dụng v&agrave; trao đổi kỹ thuật.<br />
<br />
B&agrave;i viết n&agrave;y tr&igrave;nh b&agrave;y v&agrave; l&agrave;m r&otilde; vấn đề m&uacute;i chiếu 3&deg; v&agrave; 6&deg; trong hệ tọa độ quốc gia VN-2000, dựa tr&ecirc;n Th&ocirc;ng tư 973/2001/TT-TCĐC v&agrave; bản chất của ph&eacute;p chiếu Transverse Mercator, nhằm gi&uacute;p người sử dụng hiểu đ&uacute;ng v&agrave; &aacute;p dụng ph&ugrave; hợp trong từng b&agrave;i to&aacute;n cụ thể.<br />
&nbsp;</span></span></em>
<h2>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">1. M&uacute;i chiếu bản đồ l&agrave; g&igrave;?</span></span></h2>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">M&uacute;i chiếu bản đồ l&agrave; phần bề mặt Tr&aacute;i Đất được giới hạn bởi hai đường kinh tuyến, được biểu diễn l&ecirc;n mặt phẳng th&ocirc;ng qua một ph&eacute;p chiếu bản đồ x&aacute;c định.<br />
<br />
Việc chia bề mặt Tr&aacute;i Đất th&agrave;nh c&aacute;c m&uacute;i chiếu gi&uacute;p:</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Giảm sai số biến dạng khi chiếu từ mặt cong sang mặt phẳng,</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Thuận tiện cho đo đạc, t&iacute;nh to&aacute;n v&agrave; th&agrave;nh lập bản đồ,</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Ph&ugrave; hợp với từng quy m&ocirc; v&agrave; mục đ&iacute;ch sử dụng kh&aacute;c nhau.</span></span></li>
</ul>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trong thực tế trắc địa v&agrave; bản đồ học, ph&eacute;p chiếu h&igrave;nh trụ ngang đồng g&oacute;c (Transverse Mercator) l&agrave; một trong những ph&eacute;p chiếu được sử dụng phổ biến nhất, đặc biệt đối với c&aacute;c m&uacute;i chiếu 3&deg; v&agrave; 6&deg;.<br />
&nbsp;</span></span>
<h2>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">2. Quy định về m&uacute;i chiếu trong hệ tọa độ VN-2000</span></span></h2>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Theo Th&ocirc;ng tư 973/2001/TT-TCĐC của Tổng cục Địa ch&iacute;nh, khi &aacute;p dụng Hệ quy chiếu v&agrave; Hệ tọa độ quốc gia VN-2000:&nbsp;<em>&ldquo;Hệ tọa độ quốc gia VN-2000 được x&acirc;y dựng tr&ecirc;n ph&eacute;p chiếu h&igrave;nh trụ ngang đồng g&oacute;c (Transverse Mercator) v&agrave; cho ph&eacute;p &aacute;p dụng c&aacute;c m&uacute;i chiếu 3&deg; hoặc 6&deg; t&ugrave;y theo mục đ&iacute;ch v&agrave; quy m&ocirc; bản đồ.&rdquo;</em><br />
<br />
Từ quy định n&agrave;y c&oacute; thể khẳng định:</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hệ tọa độ VN-2000 cho ph&eacute;p sử dụng cả m&uacute;i chiếu 3&deg; v&agrave; m&uacute;i chiếu 6&deg;,</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Việc lựa chọn m&uacute;i chiếu kh&ocirc;ng mang t&iacute;nh t&ugrave;y tiện, m&agrave; phải ph&ugrave; hợp với mục đ&iacute;ch sử dụng v&agrave; quy m&ocirc; bản đồ.</span></span></li>
</ul>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trong thực tế trắc địa v&agrave; bản đồ học, ph&eacute;p chiếu h&igrave;nh trụ ngang đồng g&oacute;c (Transverse Mercator) l&agrave; một trong những ph&eacute;p chiếu được sử dụng phổ biến nhất, đặc biệt đối với c&aacute;c m&uacute;i chiếu 3&deg; v&agrave; 6&deg;.</span></span>
<h2>
	<br />
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">3. M&uacute;i chiếu 6&deg; (UTM) &ndash; Phạm vi khu vực v&agrave; li&ecirc;n tỉnh</span></span></h2>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">M&uacute;i chiếu 6&deg; c&oacute; bề rộng 6 độ kinh độ, thường được biết đến rộng r&atilde;i th&ocirc;ng qua hệ thống UTM (Universal Transverse Mercator).<br />
<br />
3.1 Đặc điểm ch&iacute;nh</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Phủ diện t&iacute;ch rộng,</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Thuận lợi cho c&aacute;c b&agrave;i to&aacute;n bản đồ v&agrave; GIS quy m&ocirc; lớn,</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Sai số biến dạng tăng dần khi khoảng c&aacute;ch tới kinh tuyến trục tăng.</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">3.2 Phạm vi ứng dụng<br />
<br />
M&uacute;i chiếu 6&deg; ph&ugrave; hợp cho:</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Bản đồ quốc gia, v&ugrave;ng, li&ecirc;n tỉnh,</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">C&aacute;c hệ thống GIS tổng hợp,</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Quy hoạch kh&ocirc;ng gian, hạ tầng quy m&ocirc; lớn.</span></span></li>
</ul>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Lưu &yacute;: UTM kh&ocirc;ng phải l&agrave; một hệ tọa độ ri&ecirc;ng, m&agrave; l&agrave; c&aacute;ch tổ chức m&uacute;i chiếu 6&deg; của ph&eacute;p chiếu Transverse Mercator, thường được sử dụng c&ugrave;ng hệ quy chiếu WGS84 trong th&ocirc;ng lệ quốc tế.<br />
&nbsp;</span></span>
<p style="text-align: center;">
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/Utm-zones(1).jpg" style="width: 800px; height: 400px;" /></span></span></p>
<h2>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">4. M&uacute;i chiếu 3&deg; &ndash; Ti&ecirc;u chuẩn cho đo đạc ch&iacute;nh x&aacute;c</span></span></h2>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">M&uacute;i chiếu 3&deg; c&oacute; bề rộng hẹp hơn, gi&uacute;p giảm đ&aacute;ng kể sai số biến dạng so với m&uacute;i 6&deg;.<br />
<br />
4.1 Đặc điểm ch&iacute;nh</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Độ ch&iacute;nh x&aacute;c h&igrave;nh học cao,</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Biến dạng chiều d&agrave;i v&agrave; diện t&iacute;ch nhỏ,</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Ph&ugrave; hợp cho c&aacute;c b&agrave;i to&aacute;n y&ecirc;u cầu độ ch&iacute;nh x&aacute;c cao.</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">4.2 Phạm vi ứng dụng<br />
<br />
Trong hệ tọa độ VN-2000, m&uacute;i chiếu 3&deg; thường được sử dụng cho:</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đo vẽ địa ch&iacute;nh,</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Bản đồ tỷ lệ lớn,</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Bố tr&iacute; v&agrave; thi c&ocirc;ng c&ocirc;ng tr&igrave;nh,</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hồ sơ ph&aacute;p l&yacute; đất đai.</span></span></li>
</ul>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Khi sử dụng VN-2000, bắt buộc phải x&aacute;c định r&otilde; m&uacute;i chiếu v&agrave; kinh tuyến trục, v&igrave; đ&acirc;y l&agrave; tham số ph&aacute;p l&yacute; của hệ tọa độ, kh&ocirc;ng được mặc định như trong hệ UTM.<br />
&nbsp;</span></span><br />
<br />
<h2>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">5. Nhận định thực tế tại Việt Nam</span></span></h2>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trong thực tế đo đạc tại Việt Nam:</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">VN-2000 m&uacute;i chiếu 3&deg; l&agrave; lựa chọn chủ đạo cho c&ocirc;ng t&aacute;c địa ch&iacute;nh v&agrave; x&acirc;y dựng,</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">M&uacute;i chiếu 6&deg; (UTM) chủ yếu ph&ugrave; hợp cho bản đồ khu vực &ndash; v&ugrave;ng v&agrave; c&aacute;c b&agrave;i to&aacute;n GIS tổng hợp.</span></span></li>
</ul>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Việc sử dụng đ&uacute;ng m&uacute;i chiếu gi&uacute;p đảm bảo:</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Độ ch&iacute;nh x&aacute;c kỹ thuật,</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">T&iacute;nh thống nhất dữ liệu,</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Sự ph&ugrave; hợp với quy định ph&aacute;p l&yacute; hiện h&agrave;nh.</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">&nbsp;<br />
<strong>&gt;&gt;&gt; T&oacute;m lại:&nbsp;</strong></span></span><br />
<br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hệ tọa độ quốc gia VN-2000 cho ph&eacute;p sử dụng cả m&uacute;i chiếu 3&deg; v&agrave; 6&deg; theo Th&ocirc;ng tư 973/2001/TT-TCĐC.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">M&uacute;i chiếu 6&deg; (UTM) ph&ugrave; hợp cho bản đồ khu vực v&agrave; li&ecirc;n tỉnh.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">M&uacute;i chiếu 3&deg; được ưu ti&ecirc;n cho đo đạc ch&iacute;nh x&aacute;c, địa ch&iacute;nh v&agrave; c&ocirc;ng tr&igrave;nh.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">UTM l&agrave; c&aacute;ch tổ chức m&uacute;i chiếu, trong khi VN-2000 l&agrave; hệ tọa độ quốc gia &ndash; hai kh&aacute;i niệm n&agrave;y kh&ocirc;ng n&ecirc;n sử dụng thay thế cho nhau.</span></span></li>
</ul>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hiểu đ&uacute;ng v&agrave; sử dụng đ&uacute;ng m&uacute;i chiếu l&agrave; điều kiện quan trọng để đảm bảo độ ch&iacute;nh x&aacute;c kỹ thuật v&agrave; t&iacute;nh ph&aacute;p l&yacute; của mọi sản phẩm đo đạc v&agrave; bản đồ.<br />
&nbsp;<br />
<em>&gt;&gt;&gt; T&agrave;i liệu tham khảo:</em></span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><em>Th&ocirc;ng tư 973/2001/TT-TCĐC &ndash; Hướng dẫn &aacute;p dụng Hệ quy chiếu v&agrave; Hệ tọa độ quốc gia VN-2000</em></span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><em>T&agrave;i liệu chuy&ecirc;n ng&agrave;nh về ph&eacute;p chiếu Transverse Mercator / UTM</em></span></span></li>
</ul>
<p style="text-align: center;">
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><em><img alt="" src="/admin/webroot/upload/image/images/Kinh tuyến trục.jpg" style="width: 747px; height: 420px;" /></em></span></span></p>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">&nbsp;</span></span>',
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			'id' => '793',
			'name' => 'Tìm hiểu các phương pháp hiệu chỉnh GNSS ',
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			'shortdes' => '<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hiệu chỉnh GNSS l&agrave; yếu tố then chốt để đạt được định vị độ ch&iacute;nh x&aacute;c cao. T&iacute;n hiệu GNSS th&ocirc; (kh&ocirc;ng hiệu chỉnh) thường chỉ đạt độ ch&iacute;nh x&aacute;c khoảng 5&ndash;10 m&eacute;t, kh&ocirc;ng đ&aacute;p ứng y&ecirc;u cầu của c&aacute;c lĩnh vực như n&ocirc;ng nghiệp ch&iacute;nh x&aacute;c, trắc địa, robot tự h&agrave;nh, xe tự l&aacute;i,&hellip;&nbsp;Bằng c&aacute;ch t&iacute;nh to&aacute;n v&agrave; &aacute;p dụng c&aacute;c hiệu chỉnh sai số l&ecirc;n t&iacute;n hiệu GNSS, độ ch&iacute;nh x&aacute;c c&oacute; thể được cải thiện gấp 100 lần, đạt mức centimet.</span></span>',
			'content' => '<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><em>Hiệu chỉnh GNSS l&agrave; yếu tố then chốt để đạt được định vị độ ch&iacute;nh x&aacute;c cao. T&iacute;n hiệu GNSS th&ocirc; (kh&ocirc;ng hiệu chỉnh) thường chỉ đạt độ ch&iacute;nh x&aacute;c khoảng 5&ndash;10 m&eacute;t, kh&ocirc;ng đ&aacute;p ứng y&ecirc;u cầu của c&aacute;c lĩnh vực như n&ocirc;ng nghiệp ch&iacute;nh x&aacute;c, trắc địa, robot tự h&agrave;nh, xe tự l&aacute;i,&hellip;&nbsp;Bằng c&aacute;ch t&iacute;nh to&aacute;n v&agrave; &aacute;p dụng c&aacute;c hiệu chỉnh sai số l&ecirc;n t&iacute;n hiệu GNSS, độ ch&iacute;nh x&aacute;c c&oacute; thể được cải thiện gấp 100 lần, đạt mức centimet.</em><br />
<br />
B&agrave;i viết n&agrave;y tr&igrave;nh b&agrave;y c&aacute;c phương ph&aacute;p hiệu chỉnh GNSS ch&iacute;nh:</span></span><br />
<ul>
	<li>
		<strong><em><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">DGNSS (GNSS vi sai)</span></span></em></strong></li>
	<li>
		<strong><em><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">SBAS (Hệ thống tăng cường vệ tinh)</span></span></em></strong></li>
	<li>
		<strong><em><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">RTK (Động học thời gian thực)</span></span></em></strong></li>
	<li>
		<strong><em><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">PPP (Định vị điểm ch&iacute;nh x&aacute;c)</span></span></em></strong></li>
	<li>
		<strong><em><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">PPP-RTK</span></span></em></strong></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đồng thời ph&acirc;n t&iacute;ch đặc điểm, ưu nhược điểm v&agrave; phạm vi ứng dụng của từng phương ph&aacute;p, cũng như c&aacute;ch lựa chọn phương &aacute;n ph&ugrave; hợp.<br />
&nbsp;</span></span>
<p>
	<strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">GNSS định vị ti&ecirc;u chuẩn hoạt động như thế n&agrave;o?</span></span></strong><br />
	&nbsp;</p>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">T&iacute;n hiệu GNSS th&ocirc; từ mỗi vệ tinh mang một m&atilde; giả ngẫu nhi&ecirc;n (PRN), cung cấp ba th&ocirc;ng tin ch&iacute;nh:</span></span><br />
<ul>
	<li>
		<strong><em><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Ai: định danh vệ tinh.</span></span></em></strong></li>
	<li>
		<strong><em><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Ở đ&acirc;u: vị tr&iacute; quỹ đạo.</span></span></em></strong></li>
	<li>
		<strong><em><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Khi n&agrave;o: thời điểm ph&aacute;t t&iacute;n hiệu.</span></span></em></strong></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">M&aacute;y thu GNSS so s&aacute;nh m&atilde; PRN nhận được với m&atilde; PRN nội sinh của n&oacute; để x&aacute;c định thời gian truyền t&iacute;n hiệu, từ đ&oacute; t&iacute;nh ra khoảng c&aacute;ch giả (pseudorange). Khi c&oacute; khoảng c&aacute;ch đến &iacute;t nhất 4 vệ tinh, m&aacute;y thu c&oacute; thể x&aacute;c định vị tr&iacute; 3D của m&igrave;nh.<br />
<br />
T&iacute;n hiệu GNSS bị ảnh hưởng bởi nhiều nguồn sai số:</span></span><br />
<ul>
	<li>
		<em><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tầng điện ly &amp; đối lưu l&agrave;m chậm v&agrave; bẻ cong t&iacute;n hiệu.</span></span></em></li>
	<li>
		<em><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Sai số đồng hồ &amp; quỹ đạo vệ tinh.</span></span></em></li>
	<li>
		<em><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đa đường (multipath) do phản xạ từ nh&agrave; cửa, c&acirc;y cối.</span></span></em></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tổng sai số dẫn đến độ ch&iacute;nh x&aacute;c chỉ khoảng 5&ndash;10 m. Từ đ&acirc;y, c&aacute;c phương ph&aacute;p hiệu chỉnh GNSS ra đời để giảm v&agrave; loại bỏ c&aacute;c sai số n&agrave;y.<br />
&nbsp;</span></span>
<h2>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">1. Differential GNSS (DGNSS &ndash; GNSS vi sai)</span></span></h2>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Nguy&ecirc;n l&yacute;:</strong><br />
Định vị tương đối bằng c&aacute;ch so s&aacute;nh số liệu giữa m&aacute;y rover v&agrave; trạm tham chiếu c&oacute; tọa độ đ&atilde; biết ch&iacute;nh x&aacute;c.<br />
<br />
<strong>C&aacute;ch hoạt động:</strong></span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trạm base t&iacute;nh sai số pseudorange cho từng vệ tinh</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Ph&aacute;t c&aacute;c hiệu chỉnh n&agrave;y cho rover</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Rover &aacute;p dụng hiệu chỉnh để loại bỏ sai số chung</span></span></li>
</ul>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Độ ch&iacute;nh x&aacute;c</strong>: Dưới 1 m&eacute;t<br />
<br />
<strong>Ưu điểm</strong></span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Dễ triển khai</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Ti&ecirc;u thụ điện thấp</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Thời gian hội tụ nhanh</span></span></li>
</ul>
<br />
<strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Nhược điểm</span></span></strong><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Độ ch&iacute;nh x&aacute;c thấp hơn RTK/PPP</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Phụ thuộc khoảng c&aacute;ch đến trạm base</span></span></li>
</ul>
<br />
<strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Ứng dụng:&nbsp;</span></span></strong><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">H&agrave;ng hải, n</span><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">&ocirc;ng nghiệp mức cơ bản, t</span><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">hiết bị GNSS pin nhỏ.</span>
<p style="text-align: center;">
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">&nbsp;<img alt="" src="/admin/webroot/upload/image/images/GNSSCorrections-Types-SBAS-2-1024x683.jpg" style="width: 800px; height: 534px;" /></span></span></p>
<h2>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">2. SBAS &ndash; Hệ thống tăng cường vệ tinh</span></span></h2>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Nguy&ecirc;n l&yacute;</strong>:&nbsp;Tương tự DGNSS nhưng hiệu chỉnh được t</span></span><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">&iacute;nh to&aacute;n tập trung v&agrave; p</span><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">h&aacute;t qua vệ tinh địa tĩnh.</span><br />
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">V&iacute; dụ SBAS:</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">WAAS (Mỹ)</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">EGNOS (Ch&acirc;u &Acirc;u)</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">MSAS (Nhật Bản)</span></span></li>
</ul>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Độ ch&iacute;nh x&aacute;c</strong>: ~1&ndash;3 m<br />
<br />
<strong>Ưu điểm</strong></span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Miễn ph&iacute;</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Phủ rộng khu vực lớn</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kh&ocirc;ng cần base cục bộ</span></span></li>
</ul>
<br />
<strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Nhược điểm</span></span></strong><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Độ ch&iacute;nh x&aacute;c hạn chế</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kh&oacute; thu vệ tinh địa tĩnh ở đ&ocirc; thị / vĩ độ cao</span></span></li>
</ul>
<br />
<strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Ứng dụng:&nbsp;</span></span></strong><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">H&agrave;ng kh&ocirc;ng,&nbsp;</span><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">H&agrave;ng hải,&nbsp;</span><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">N&ocirc;ng nghiệp quy m&ocirc; lớn.</span>
<h2>
	<br />
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">3. RTK &ndash; Real-Time Kinematic</span></span></h2>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Nguy&ecirc;n l&yacute;:&nbsp;</strong>Sử dụng đo pha s&oacute;ng mang (carrier-phase) kết hợp hiệu chỉnh thời gian thực từ trạm base.<br />
<br />
<strong>Đặc điểm kỹ thuật:</strong></span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Bước s&oacute;ng L1 GPS &asymp; 19 cm</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Giải ẩn số nguy&ecirc;n (integer ambiguity)</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Sử dụng double differencing + thuật to&aacute;n LAMBDA</span></span></li>
</ul>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Độ ch&iacute;nh x&aacute;c</strong>: &nbsp;1&ndash;2 cm<br />
<br />
<strong>Thời gian fix</strong>: v&agrave;i gi&acirc;y<br />
<br />
<strong>Ưu điểm:&nbsp;</strong></span></span><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">Độ ch&iacute;nh x&aacute;c cao nhất, h</span><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">ội tụ cực nhanh</span><br />
<br />
<strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Nhược điểm</span></span></strong><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Phạm vi giới hạn (&asymp; 20&ndash;30 km)</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Cần kết nối ổn định (radio / NTRIP)</span></span></li>
</ul>
<br />
<strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Ứng dụng</span></span></strong><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trắc địa</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Thi c&ocirc;ng &ndash; stakeout</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Robot, UAV</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">N&ocirc;ng nghiệp ch&iacute;nh x&aacute;c</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">&nbsp;</span></span>
<h2>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">4. PPP &ndash; Precise Point Positioning</span></span></h2>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Nguy&ecirc;n l&yacute;</strong>: Định vị tuyệt đối bằng c&aacute;ch &aacute;p dụng:</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Quỹ đạo vệ tinh ch&iacute;nh x&aacute;c</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đồng hồ vệ tinh ch&iacute;nh x&aacute;c</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">M&ocirc; h&igrave;nh kh&iacute; quyển to&agrave;n cầu</span></span></li>
</ul>
<br />
<strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đặc điểm:</span></span></strong><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kh&ocirc;ng cần trạm base cục bộ</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hội tụ bằng c&aacute;ch tự giải ẩn số pha</span></span></li>
</ul>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Độ ch&iacute;nh x&aacute;c</strong>: cm (tĩnh)<br />
<br />
<strong>Thời gian hội tụ</strong>: 10&ndash;30 ph&uacute;t<br />
<br />
<strong>Ưu điểm</strong></span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Phủ to&agrave;n cầu</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Ph&ugrave; hợp v&ugrave;ng xa, biển khơi</span></span></li>
</ul>
<br />
<strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Nhược điểm</span></span></strong><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hội tụ chậm</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kh&ocirc;ng ph&ugrave; hợp ứng dụng cần real-time</span></span></li>
</ul>
<br />
<strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Ứng dụng</span></span></strong><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">H&agrave;ng hải &ndash; ngo&agrave;i khơi</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Khoa học &ndash; địa vật l&yacute;</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đo đạc khu vực hẻo l&aacute;nh</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">&nbsp;</span></span>
<h2>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">5. PPP-RTK &ndash; Phương ph&aacute;p lai hiện đại</span></span></h2>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Nguy&ecirc;n l&yacute;</strong>: L&agrave; sự kết hợp giữa:</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hiệu chỉnh vệ tinh ch&iacute;nh x&aacute;c của PPP</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hiệu chỉnh kh&iacute; quyển &amp; pha kiểu RTK</span></span></li>
</ul>
<br />
<strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">C&ocirc;ng nghệ cốt l&otilde;i:</span></span></strong><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">SSR (State Space Representation)</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Wide-lane ambiguity resolution (bước s&oacute;ng d&agrave;i &rarr; fix nhanh)</span></span></li>
</ul>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Độ ch&iacute;nh x&aacute;c</strong>: 3&ndash;7 cm<br />
<br />
<strong>Thời gian hội tụ</strong>: 10&ndash;30 gi&acirc;y<br />
<br />
<strong>Ưu điểm</strong></span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Nhanh hơn PPP</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Phủ rộng hơn RTK</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Mở rộng cho số lượng người d&ugrave;ng lớn</span></span></li>
</ul>
<br />
<strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Nhược điểm</span></span></strong><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Cần m&aacute;y GNSS đa tần hiện đại</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Độ ch&iacute;nh x&aacute;c thấp hơn RTK cự ly ngắn</span></span></li>
</ul>
<br />
<strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Ứng dụng</span></span></strong><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Xe tự l&aacute;i &ndash; ADAS</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">UAV</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Quản l&yacute; đội xe</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">N&ocirc;ng nghiệp th&ocirc;ng minh</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">&nbsp;<br />
<strong>BẢNG SO S&Aacute;NH&nbsp;</strong></span></span><br />
<br />
<table border="0" cellpadding="0" style="width: 100%">
	<thead>
		<tr>
			<th>
				<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Phương ph&aacute;p</span></span></th>
			<th>
				<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Độ ch&iacute;nh x&aacute;c</span></span></th>
			<th>
				<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Thời gian fix</span></span></th>
			<th>
				<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Phạm vi</span></span></th>
		</tr>
	</thead>
	<tbody>
		<tr>
			<td>
				<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">GNSS thường</span></span></td>
			<td>
				<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">5&ndash;10 m</span></span></td>
			<td>
				<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">V&agrave;i gi&acirc;y</span></span></td>
			<td>
				<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">To&agrave;n cầu</span></span></td>
		</tr>
		<tr>
			<td>
				<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">SBAS</span></span></td>
			<td>
				<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">1&ndash;3 m</span></span></td>
			<td>
				<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">~30 s</span></span></td>
			<td>
				<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Lục địa</span></span></td>
		</tr>
		<tr>
			<td>
				<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">DGNSS</span></span></td>
			<td>
				<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">&lt;1 m</span></span></td>
			<td>
				<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">5&ndash;20 s</span></span></td>
			<td>
				<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Cục bộ</span></span></td>
		</tr>
		<tr>
			<td>
				<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">PPP</span></span></td>
			<td>
				<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">~10 cm</span></span></td>
			<td>
				<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">10&ndash;30 ph&uacute;t</span></span></td>
			<td>
				<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">To&agrave;n cầu</span></span></td>
		</tr>
		<tr>
			<td>
				<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">PPP-RTK</span></span></td>
			<td>
				<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">3&ndash;7 cm</span></span></td>
			<td>
				<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">10&ndash;30 s</span></span></td>
			<td>
				<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Khu vực</span></span></td>
		</tr>
		<tr>
			<td>
				<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">RTK</span></span></td>
			<td>
				<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">1&ndash;2 cm</span></span></td>
			<td>
				<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">~5 s</span></span></td>
			<td>
				<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">&le;30 km</span></span></td>
		</tr>
	</tbody>
</table>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">&nbsp;<br />
&gt;&gt;&gt;&nbsp; Kh&ocirc;ng c&oacute; phương ph&aacute;p hiệu chỉnh GNSS n&agrave;o &ldquo;tốt nhất cho mọi trường hợp&rdquo;.&nbsp;Chỉ c&oacute; phương ph&aacute;p ph&ugrave; hợp nhất với y&ecirc;u cầu c&ocirc;ng việc:</span></span><br />
<br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Cần nhanh &ndash; ch&iacute;nh x&aacute;c tuyệt đối &rarr; RTK</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Cần phủ rộng &ndash; kh&ocirc;ng cần base &rarr; PPP / PPP-RTK</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Cần ổn định &ndash; tiết kiệm năng lượng &rarr; DGNSS / SBAS</span></span></li>
</ul>
<p style="text-align: center;">
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">&nbsp;<img alt="" src="/admin/webroot/upload/image/images/Grey Minimalist Architecture Search Bar Facebook Cover (1).png" style="width: 800px; height: 451px;" /></span></span></p>
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			'videoyou' => null,
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			'twodaypro' => null,
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			'photo' => null,
			'lft' => '501',
			'rght' => '502',
			'vat' => null,
			'hangsx' => null,
			'baohanh' => null,
			'tinhtrang' => '1',
			'tailieu' => null,
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		),
		'Catproduct' => array(
			'id' => '40',
			'name' => 'Blogs',
			'parent_id' => null,
			'alias' => 'blogs',
			'images' => '',
			'lft' => '103',
			'rght' => '104',
			'pos' => '5',
			'status' => '1',
			'title_seo' => 'tin tức trắc địa, cập nhật xu hướng đo đạc mới, công nghệ đo đạc, thiết bị đo đạc hiện đại, mẹo kỹ thuật trắc địa, sai số đo đạc, hệ tọa độ VN-2000, GNSS, RTK, GPS trắc địa, phần mềm trắc địa, phần mềm GIS, SurPad, LandStar, Magnet Field, Leica Captivate, Trimble Access',
			'meta_key' => 'tin tức trắc địa, cập nhật xu hướng đo đạc mới, công nghệ đo đạc, thiết bị đo đạc hiện đại, mẹo kỹ thuật trắc địa, sai số đo đạc, hệ tọa độ VN-2000, GNSS, RTK, GPS trắc địa, phần mềm trắc địa, phần mềm GIS, SurPad, LandStar, Magnet Field, Leica Captivate, Trimble Access',
			'meta_des' => 'phần mềm máy đo đạc, phần mềm GIS, phần mềm trút dữ liệu',
			'created' => '2015-12-16',
			'modified' => '2025-10-29',
			'slug' => 'blogs',
			'cate' => '4',
			'link' => 'tin-tuc',
			'name_eng' => '',
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		)
	),
	(int) 9 => array(
		'Post' => array(
			'id' => '792',
			'name' => 'Stakeout bằng RTK GNSS và Toàn đạc điện tử',
			'code' => null,
			'alias' => 'stakeout-bang-rtk-gnss-va-toan-dac-dien-tu',
			'cat_id' => '40',
			'price' => '0',
			'type' => 'new',
			'shortdes' => '<span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">Trong c&ocirc;ng t&aacute;c stakeout (cắm điểm/định vị thi c&ocirc;ng), GNSS RTK v&agrave; To&agrave;n đạc điện tử đều l&agrave; c&ocirc;ng cụ quan trọng &mdash; nhưng mỗi c&aacute;i c&oacute; đặc th&ugrave;, ưu/nhược điểm v&agrave; thời điểm sử dụng kh&aacute;c nhau. Kh&ocirc;ng phải c&aacute;i n&agrave;o &ldquo;tốt hơn&rdquo;, m&agrave; l&agrave; chọn đ&uacute;ng nơi &ndash; đ&uacute;ng l&uacute;c.</span>',
			'content' => '<em><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trong c&ocirc;ng t&aacute;c stakeout (cắm điểm/định vị thi c&ocirc;ng), GNSS RTK v&agrave; To&agrave;n đạc điện tử đều l&agrave; c&ocirc;ng cụ quan trọng &mdash; nhưng mỗi c&aacute;i c&oacute; đặc th&ugrave;, ưu/nhược điểm v&agrave; thời điểm sử dụng kh&aacute;c nhau. Kh&ocirc;ng phải c&aacute;i n&agrave;o &ldquo;tốt hơn&rdquo;, m&agrave; l&agrave; chọn đ&uacute;ng nơi &ndash; đ&uacute;ng l&uacute;c.<br />
<br />
RTK GNSS l&agrave; phương ph&aacute;p định vị vệ tinh động thời gian thực, trong đ&oacute; tọa độ điểm đo được x&aacute;c định th&ocirc;ng qua xử l&yacute; t&iacute;n hiệu GNSS v&agrave; hiệu chỉnh sai số từ trạm Base hoặc mạng CORS. Kết quả đo được thể hiện trong hệ tọa độ kh&ocirc;ng gian to&agrave;n cầu hoặc hệ tọa độ quốc gia, ph&ugrave; hợp cho c&aacute;c b&agrave;i to&aacute;n định vị tổng thể, đo diện rộng v&agrave; thiết lập khung khống chế ban đầu.<br />
<br />
To&agrave;n đạc điện tử l&agrave; thiết bị đo đạc sử dụng nguy&ecirc;n l&yacute; đo g&oacute;c v&agrave; khoảng c&aacute;ch để x&aacute;c định vị tr&iacute; điểm trong hệ tọa độ cục bộ hoặc hệ tọa độ c&ocirc;ng tr&igrave;nh, dựa tr&ecirc;n c&aacute;c điểm khống chế đ&atilde; biết. Phương ph&aacute;p n&agrave;y cho ph&eacute;p kiểm so&aacute;t chặt chẽ h&igrave;nh học kh&ocirc;ng gian, cao độ v&agrave; sai số tương đối, đặc biệt hiệu quả trong c&aacute;c c&ocirc;ng tr&igrave;nh y&ecirc;u cầu độ ch&iacute;nh x&aacute;c cao.<br />
<br />
Ch&iacute;nh sự kh&aacute;c biệt về nguy&ecirc;n l&yacute; đo v&agrave; c&aacute;ch kiểm so&aacute;t sai số khiến RTK GNSS v&agrave; To&agrave;n đạc điện tử kh&ocirc;ng mang t&iacute;nh thay thế, m&agrave; thường được kết hợp trong c&ugrave;ng một workflow để đạt hiệu quả v&agrave; độ tin cậy cao nhất.<br />
&nbsp;</span></span></em><br />
<h2>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">1. Bảng so s&aacute;nh tổng quan RTK GNSS vs To&agrave;n đạc điện tử</span></span></h2>
<br />
<table border="0" cellpadding="0">
	<thead>
		<tr>
			<th>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Ti&ecirc;u ch&iacute;</span></span><br />
				&nbsp;</th>
			<th>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">RTK GNSS</span></span><br />
				&nbsp;</th>
			<th>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">To&agrave;n đạc điện tử</span></span><br />
				&nbsp;</th>
			<th>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Nhận x&eacute;t kỹ thuật</span></span><br />
				&nbsp;</th>
		</tr>
	</thead>
	<tbody>
		<tr>
			<td>
				<strong><span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Bản chất đo</span></span></strong><br />
				&nbsp;</td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Định vị tuyệt đối theo GNSS</span></span><br />
				&nbsp;</td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Định vị tương đối trong mạng khống chế&nbsp; &nbsp; &nbsp; &nbsp; &nbsp;&nbsp;</span></span><br />
				&nbsp;</td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Kh&aacute;c nhau về nguy&ecirc;n l&yacute;</span></span><br />
				&nbsp;</td>
		</tr>
		<tr>
			<td>
				<strong><span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Độ ch&iacute;nh x&aacute;c</span></span></strong><br />
				&nbsp;</td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Mức cm (RTK Fix, m&ocirc;i trường tốt)&nbsp; &nbsp; &nbsp;&nbsp;</span></span><br />
				&nbsp;</td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Mức mm (đo cạnh &amp; g&oacute;c)</span></span><br />
				&nbsp;</td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">To&agrave;n đạc vượt trội cho chi tiết</span></span><br />
				&nbsp;</td>
		</tr>
		<tr>
			<td>
				<strong><span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Tốc độ</span></span></strong><br />
				&nbsp;</td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Rất nhanh, ph&ugrave; hợp diện rộng</span></span><br />
				&nbsp;</td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Chậm hơn do ngắm gương</span></span><br />
				&nbsp;</td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">RTK c&oacute; lợi thế tốc độ</span></span><br />
				&nbsp;</td>
		</tr>
		<tr>
			<td>
				<strong><span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Phạm vi</span></span></strong><br />
				&nbsp;</td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">V&agrave;i km đến h&agrave;ng chục km<br />
				(Base&ndash;Rover / CORS)&nbsp; &nbsp; &nbsp; &nbsp;</span></span><br />
				&nbsp;</td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">~500&ndash;1000 m, cần line-of-sight</span></span><br />
				&nbsp;</td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">RTK ph&ugrave; hợp khu vực lớn</span></span><br />
				&nbsp;</td>
		</tr>
		<tr>
			<td>
				<strong><span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Cao độ &amp; h&igrave;nh học&nbsp; &nbsp; &nbsp;</span></span></strong><br />
				&nbsp;</td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">C&oacute; thể biến động theo vệ tinh</span></span><br />
				&nbsp;</td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Kiểm so&aacute;t cao độ rất tốt</span></span><br />
				&nbsp;</td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">To&agrave;n đạc an to&agrave;n cho cao độ</span></span><br />
				&nbsp;</td>
		</tr>
		<tr>
			<td>
				<strong><span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Nh&acirc;n lực</span></span></strong><br />
				&nbsp;</td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Thường 1 người</span></span><br />
				&nbsp;</td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Thường 2 người (robot c&oacute; thể 1)</span></span><br />
				&nbsp;</td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">RTK tiết kiệm nh&acirc;n lực</span></span><br />
				&nbsp;</td>
		</tr>
		<tr>
			<td>
				<strong><span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">T&iacute;nh cơ động</span></span></strong><br />
				&nbsp;</td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Gọn nhẹ, setup nhanh</span></span><br />
				&nbsp;</td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Cồng kềnh hơn</span></span><br />
				&nbsp;</td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">RTK linh hoạt hơn</span></span><br />
				&nbsp;</td>
		</tr>
		<tr>
			<td>
				<strong><span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Chi ph&iacute;</span></span></strong></td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Đầu tư cao hơn, c&oacute; thể c&oacute; ph&iacute;<br />
				CORS&nbsp; &nbsp;&nbsp;</span></span></td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Ổn định, dễ kiểm so&aacute;t</span></span></td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">T&ugrave;y quy m&ocirc; dự &aacute;n</span></span></td>
		</tr>
	</tbody>
</table>
<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">&nbsp;</span></span><br />
<h2 style="text-align: center;">
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/Blue and White Neon Gradients Virtual Video Background (100)(2).png" style="width: 780px; height: 439px;" /></span></span></h2>
<h2>
	<br />
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">2. So s&aacute;nh ứng dụng thực tế theo từng t&igrave;nh huống c&ocirc;ng việc</span></span></h2>
<br />
<table border="0" cellpadding="0">
	<thead>
		<tr>
			<th>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">T&igrave;nh huống</span></span><br />
				&nbsp;</th>
			<th>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">RTK GNSS</span></span><br />
				&nbsp;</th>
			<th>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">To&agrave;n đạc</span></span><br />
				&nbsp;</th>
			<th>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Nhận định</span></span><br />
				&nbsp;</th>
		</tr>
	</thead>
	<tbody>
		<tr>
			<td>
				<strong><span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Đo diện rộng (ruộng, rừng, KCN)&nbsp; &nbsp;</span></span></strong><br />
				&nbsp;</td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Đo nhanh, kh&ocirc;ng cần line-of-sight&nbsp; &nbsp; &nbsp; &nbsp;</span></span><br />
				&nbsp;</td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Kh&oacute; triển khai diện rộng</span></span><br />
				&nbsp;</td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">RTK GNSS vượt trội</span></span><br />
				&nbsp;</td>
		</tr>
		<tr>
			<td>
				<strong><span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Đo chi tiết c&ocirc;ng tr&igrave;nh</span></span></strong><br />
				&nbsp;</td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Độ ch&iacute;nh x&aacute;c cm, dễ nhiễu</span></span><br />
				&nbsp;</td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Độ ch&iacute;nh x&aacute;c mm, ổn định&nbsp; &nbsp; &nbsp;&nbsp;</span></span><br />
				&nbsp;</td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">To&agrave;n đạc tốt hơn</span></span><br />
				&nbsp;</td>
		</tr>
		<tr>
			<td>
				<strong><span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Khu đ&ocirc; thị nhiều nh&agrave; cao tầng</span></span></strong><br />
				&nbsp;</td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Dễ bị che khuất vệ tinh</span></span><br />
				&nbsp;</td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Kh&ocirc;ng phụ thuộc vệ tinh</span></span><br />
				&nbsp;</td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">To&agrave;n đạc hiệu quả</span></span><br />
				&nbsp;</td>
		</tr>
		<tr>
			<td>
				<strong><span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Địa h&igrave;nh mở</span></span></strong><br />
				&nbsp;</td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">T&iacute;n hiệu tốt, đo rất nhanh</span></span><br />
				&nbsp;</td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Đo được nhưng chậm</span></span><br />
				&nbsp;</td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">RTK thuận tiện</span></span><br />
				&nbsp;</td>
		</tr>
		<tr>
			<td>
				<strong><span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Gi&aacute;m s&aacute;t thi c&ocirc;ng hằng ng&agrave;y</span></span></strong><br />
				&nbsp;</td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">X&aacute;c định mốc tổng thể</span></span><br />
				&nbsp;</td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Kiểm tra trục, cao độ</span></span><br />
				&nbsp;</td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">N&ecirc;n kết hợp</span></span><br />
				&nbsp;</td>
		</tr>
		<tr>
			<td>
				<strong><span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Địa ch&iacute;nh &ndash; bản đồ &ndash; n&ocirc;ng nghiệp&nbsp; &nbsp; &nbsp;&nbsp;</span></span></strong><br />
				&nbsp;</td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Rất ph&ugrave; hợp cho diện rộng</span></span><br />
				&nbsp;</td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Bổ trợ khi cần chi tiết</span></span><br />
				&nbsp;</td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">RTK l&agrave; chủ đạo</span></span><br />
				&nbsp;</td>
		</tr>
		<tr>
			<td>
				<strong><span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Ho&agrave;n c&ocirc;ng &ndash; nghiệm thu</span></span></strong></td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Kiểm tra tổng thể</span></span></td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Ch&iacute;nh x&aacute;c chi tiết</span></span></td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">To&agrave;n đạc an to&agrave;n</span></span></td>
		</tr>
	</tbody>
</table>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">&nbsp;</span></span>
<p style="text-align: center;">
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/Leica_TS16_Carousel_Image_1_800x428.jpg" style="width: 763px; height: 408px;" /></span></span></p>
<h2>
	<br />
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">3. Workflow được &aacute;p dụng phổ biến trong c&ocirc;ng t&aacute;c&nbsp;cắm điểm/định vị thi c&ocirc;ng&nbsp;</span></span><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">thực tế</span><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">&nbsp;</span></h2>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Theo hướng dẫn ứng dụng của Leica Geosystems v&agrave; Trimble, c&aacute;c dự &aacute;n chuy&ecirc;n nghiệp thường &aacute;p dụng quy tr&igrave;nh sau:</span></span>
<h3>
	<br />
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">3.1 RTK GNSS</span></span></h3>
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">X&aacute;c định hệ tọa độ,</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Fix mốc khống chế,</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Lập bản đồ nền, định vị tổng thể.</span></span></li>
</ul>
<h3>
	<br />
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">3.2 To&agrave;n đạc điện tử</span></span></h3>
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Bố tr&iacute; tim trục,</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kiểm so&aacute;t cao độ,</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Stakeout chi tiết,</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Ho&agrave;n c&ocirc;ng &ndash; nghiệm thu.</span></span></li>
</ul>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đ&acirc;y l&agrave; l&yacute; do v&igrave; sao RTK v&agrave; To&agrave;n đạc lu&ocirc;n đi c&ugrave;ng nhau tr&ecirc;n c&ocirc;ng trường, chứ kh&ocirc;ng cạnh tranh trực tiếp.</span></span>
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">RTK GNSS mạnh về tốc độ, phạm vi, t&iacute;nh cơ động.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">To&agrave;n đạc điện tử mạnh về độ ch&iacute;nh x&aacute;c, h&igrave;nh học, cao độ v&agrave; độ tin cậy.</span></span></li>
</ul>
<p style="text-align: center;">
	<img alt="" src="/admin/webroot/upload/image/images/maxresdefault (1)(2).jpg" style="width: 780px; height: 439px;" /></p>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kh&ocirc;ng c&oacute; thiết bị n&agrave;o &ldquo;tốt nhất cho mọi c&ocirc;ng việc&rdquo;.&nbsp;Việc sử dụng đ&uacute;ng thiết bị cho đ&uacute;ng mục đ&iacute;ch gi&uacute;p:</span></span>
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Giảm sai số,</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tiết kiệm thời gian,</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Dễ bảo vệ số liệu khi nghiệm thu.</span></span></li>
</ul>
<br />
<span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">Kết hợp c&ocirc;ng nghệ GNSS hiện đại với độ ch&iacute;nh x&aacute;c truyền thống của m&aacute;y to&agrave;n đạc </span><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">l&agrave; xu hướng chung của c&aacute;c đội đo đạc chuy&ecirc;n nghiệp hiện nay.<br />
<br />
<em>&gt;&gt;&gt; <u>Nguồn tham khảo:</u><br />
Leica Geosystems &ndash; GNSS vs Total Station Applications<br />
Trimble &ndash; Stakeout and Construction Surveying Guidelines<br />
Topcon &ndash; GNSS and Total Station Field Workflows</em><br />
&nbsp;</span></span>',
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			'name' => 'Leica Infinity - Phần mềm văn phòng được kết nối vô tận',
			'code' => null,
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			'shortdes' => '<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">C&ugrave;ng t&igrave;m hiểu phần mềm xử l&yacute; dữ liệu khảo s&aacute;t Leica Infinity - C&ocirc;ng cụ kết nối v&ocirc; hạn!</span></span>',
			'content' => '<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="white-space-collapse: preserve;"><strong>Leica Infinity</strong> l&agrave; phần mềm xử l&yacute; dữ liệu khảo s&aacute;t của h&atilde;ng Leica Geosystems, được thiết kế để quản l&yacute;, xử l&yacute;, ph&acirc;n t&iacute;ch v&agrave; kiểm tra chất lượng của tất cả dữ liệu đo đạc khảo s&aacute;t từ thực địa, bao gồm dữ liệu từ to&agrave;n đạc, thủy chuẩn, GNSS, UAV, Scanner. C&aacute;c dữ liệu được kết hợp trong một dự &aacute;n (BIM, CAD, GIS,..), dễ d&agrave;ng tr&iacute;ch xuất, tạo v&agrave; cập nhật một c&aacute;ch li&ecirc;n tục, gi&uacute;p người d&ugrave;ng gi&aacute;m s&aacute;t tất cả quy tr&igrave;nh c&ocirc;ng việc.</span><br />
<br />
<strong>Quản l&yacute;, xử l&yacute;, ph&acirc;n t&iacute;ch v&agrave; kiểm tra chất lượng dữ liệu khảo s&aacute;t thực địa</strong><br />
<br />
<strong>Leica Infinity</strong> l&agrave; phần mềm văn ph&ograve;ng th&acirc;n thiện với người d&ugrave;ng d&agrave;nh cho c&aacute;c nh&agrave; khảo s&aacute;t v&agrave; chuy&ecirc;n gia đo lường, những người y&ecirc;u cầu giải ph&aacute;p to&agrave;n diện cho nhu cầu dữ liệu kh&ocirc;ng gian địa l&yacute; của họ.&nbsp;Khoản đầu tư v&agrave;o Infinity, đảm bảo quản l&yacute;, xử l&yacute;, ph&acirc;n t&iacute;ch v&agrave; đảm bảo chất lượng dữ liệu khảo s&aacute;t từ c&aacute;c m&aacute;y&nbsp;to&agrave;n đạc&nbsp;,&nbsp;cấp kỹ thuật số&nbsp;,&nbsp;GNSS&nbsp;&nbsp;v&agrave;&nbsp;M&aacute;y bay kh&ocirc;ng người l&aacute;i (UAV)&nbsp;.&nbsp;Với&nbsp;phần mềm&nbsp;văn ph&ograve;ng Infinity v&agrave;&nbsp;Leica Captivate&nbsp;được đồng bộ h&oacute;a ho&agrave;n hảo trong thiết kế v&agrave; vận h&agrave;nh, đảm bảo kết nối liền mạch giữa hiện trường v&agrave; văn ph&ograve;ng.&nbsp;Hỗ trợ c&aacute;c ứng dụng khảo s&aacute;t, lập bản đồ v&agrave; x&acirc;y dựng, Infinity l&agrave; trung t&acirc;m phần mềm văn ph&ograve;ng kh&ocirc;ng gian địa l&yacute; tối ưu.<br />
<br />
<strong><img alt="" src="/admin/webroot/upload/image/images/leica_infinity_point_cloud_800x428.JPG" style="width: 800px; height: 428px;" /><br />
<br />
Một khoản đầu tư cho nhiều ứng dụng</strong><br />
<br />
<strong>Leica Infinity</strong> l&agrave; phần mềm văn ph&ograve;ng kh&ocirc;ng gian địa l&yacute; được lựa chọn cho c&aacute;c ứng dụng v&ocirc; hạn.&nbsp;Từ khảo s&aacute;t đến x&acirc;y dựng, n&oacute; hỗ trợ BIM, CAD, GIS v&agrave; hơn thế nữa để đồng h&agrave;nh với sự ph&aacute;t triển của doanh nghiệp bạn trong c&aacute;c ứng dụng mới.&nbsp;Phần mềm Infinity sẵn s&agrave;ng sử dụng dữ liệu từ c&aacute;c cảm biến truyền thống như m&aacute;y&nbsp;to&agrave;n&nbsp;đạc&nbsp;,&nbsp;GNSS&nbsp;&nbsp;v&agrave;&nbsp;mức kỹ thuật số&nbsp;, đồng thời cũng thoải m&aacute;i với c&aacute;c đ&aacute;m m&acirc;y điểm từ&nbsp;MS60 MultiStation&nbsp;&nbsp;v&agrave;&nbsp;UAV&nbsp;.<br />
<br />
Kh&aacute;m ph&aacute; những sự thật bạn cần xem x&eacute;t khi chọn phần mềm văn ph&ograve;ng khảo s&aacute;t v&agrave; c&aacute;ch Infinity trao quyền cho người khảo s&aacute;t trong mọi bước - c&oacute; thể l&agrave; h&igrave;nh dung, chuẩn bị, thu thập, xử l&yacute;, x&aacute;c nhận, b&aacute;o c&aacute;o v&agrave; / hoặc chia sẻ dữ liệu.<br />
<br />
<img alt="" src="/admin/webroot/upload/image/images/Leica_Infinity_pic_1766x750_new.jpg" style="width: 800px; height: 340px;" /><br />
<br />
<strong>Một luồng dữ liệu duy nhất cho tất cả c&aacute;c cảm biến v&agrave; dịch vụ đo lường</strong><br />
<br />
<strong>Leica Infinity</strong> l&agrave; trung t&acirc;m phần mềm khảo s&aacute;t tối ưu.&nbsp;Được thiết kế để hỗ trợ v&ocirc; số quy tr&igrave;nh l&agrave;m việc, dữ liệu từ BIM, CAD, GIS v&agrave; hơn thế nữa, đi k&egrave;m với dữ liệu đo lường trong một g&oacute;i văn ph&ograve;ng khảo s&aacute;t dễ sử dụng.&nbsp;H&igrave;nh ảnh v&agrave; đ&aacute;m m&acirc;y điểm từ&nbsp;c&aacute;c&nbsp;m&aacute;y&nbsp;&nbsp;to&agrave;n đạc&nbsp;,&nbsp;MultiStations&nbsp;,&nbsp;UAV&nbsp;&nbsp;v&agrave;&nbsp;GNSS&nbsp;được t&iacute;ch hợp liền mạch với c&aacute;c ph&eacute;p đo truyền thống để tạo ra c&aacute;c sản phẩm c&oacute; gi&aacute; trị c&oacute; thể được chia sẻ kỹ thuật số th&ocirc;ng qua đ&aacute;m m&acirc;y hoặc c&aacute;c kế hoạch in tương tự.&nbsp;Với c&aacute;c dịch vụ dữ liệu của Hexagon v&agrave; c&aacute;c b&ecirc;n thứ ba được t&iacute;ch hợp, việc truy cập v&agrave;o dữ liệu diễn ra liền mạch v&agrave; hiệu quả.&nbsp;Với khả năng truy xuất nguồn gốc đầy đủ v&agrave; b&aacute;o c&aacute;o chất lượng, h&atilde;y lu&ocirc;n tự tin v&agrave;o sản phẩm của bạn.<br />
<br />
Kh&aacute;m ph&aacute; c&aacute;c mẹo v&agrave; lợi &iacute;ch về c&aacute;ch phần mềm văn ph&ograve;ng khảo s&aacute;t ng&agrave;nh c&oacute; thể đơn giản h&oacute;a quy tr&igrave;nh l&agrave;m việc của bạn trong suốt bốn trụ cột của c&ocirc;ng việc khảo s&aacute;t.<br />
<br />
<strong><img alt="" src="/admin/webroot/upload/image/images/Leica-infinity-office_software_800x428.JPG" style="width: 748px; height: 400px;" /><br />
<br />
Một phần mềm để kết nối liền mạch</strong><br />
<br />
<strong>Leica Infinity</strong> được thiết kế để kết nối liền mạch với hiện trường v&agrave; t&aacute;i tạo kết quả đo được tại hiện trường bất cứ l&uacute;c n&agrave;o.&nbsp;Tọa độ c&oacute; thể được t&iacute;nh to&aacute;n lại một c&aacute;ch đơn giản v&agrave; tự động nếu chiều cao của cột hoặc dụng cụ bị thay đổi, tr&aacute;nh việc xử l&yacute; thủ c&ocirc;ng tốn thời gian.&nbsp;Với kết nối đ&aacute;m m&acirc;y giữa hiện trường v&agrave; văn ph&ograve;ng, những người khảo s&aacute;t tại hiện trường lu&ocirc;n c&oacute; dữ liệu mới nhất v&agrave; qu&aacute; tr&igrave;nh xử l&yacute; tại văn ph&ograve;ng c&oacute; thể bắt đầu ngay lập tức, ngay cả trước khi nh&oacute;m thực địa rời địa điểm l&agrave;m việc.<br />
<br />
<strong>&gt;&gt;&gt; Kh&aacute;m ph&aacute; phần mềm văn ph&ograve;ng Leica Infinity <a href="https://leica-geosystems.com/industries/pure-surveying/surveying-solutions/leica-infinity-the-infinitely-connected-office-software">TẠI Đ&Acirc;Y</a>.<br />
<br />
<img alt="" src="/admin/webroot/upload/image/images/leica_infinity_landing_page_header_2480x750px_0224.jpg" style="width: 800px; height: 242px;" /></strong></span></span>',
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			'shortdes' => '<span style="font-size:14px;"><span style="font-family: tahoma, geneva, sans-serif;"><span style="white-space: pre-wrap;">B</span>ạn đ&atilde; quen với kh&aacute;i niệm GPS&nbsp;(Global Positioning System), một hệ thống qu&acirc;n sự thuộc Kh&ocirc;ng Qu&acirc;n được x&acirc;y dựng trong thời kỳ Chiến tranh Lạnh nhưng hiện đ&atilde; được sử dụng v&igrave; mục đ&iacute;ch thương mại từ giữa những năm 2000 cho đến nay. H</span>i<span style="font-family:tahoma,geneva,sans-serif;">ện nay&nbsp;<span style="white-space: pre-wrap;">thế giới đang chuyển từ một hệ thống GPS duy nhất sang 7 hệ thống kh&aacute;c nhau. C</span>&ugrave;ng t&igrave;m hiểu nh&eacute;!</span></span>',
			'content' => '<h2>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>I. Hệ thống định vị to&agrave;n cầu GPS</strong></span></span></h2>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">GPS được viết tắt của cụm từ&nbsp;Global Positioning System&nbsp;&ndash; dịch sang tiếng việt&nbsp;l&agrave; hệ thống định vị to&agrave;n cầu. Hệ thống n&agrave;y bao gồm &iacute;t nhất 24 vệ tinh bay xung quanh tr&aacute;i đất, c&aacute;c trạm thu t&iacute;n hiệu tr&ecirc;n mặt đất, v&agrave; c&aacute;c thuật to&aacute;n để xử l&yacute; th&ocirc;ng tin, qua đ&oacute; x&aacute;c định vị tr&iacute;, thời gian, vận tốc của c&aacute;c m&aacute;y thu t&iacute;n hiệu GPS.<br />
Hệ thống GPS được ph&aacute;t triển v&agrave; thuộc quyền sở hữu của Hoa Kỳ, cũng l&agrave; hệ thống vệ tinh đầy đủ, hoạt động hiệu của nhất trong hệ thống vệ tinh định vị to&agrave;n cầu (<a href="https://tracdiathanhdat.vn/">GNSS</a>)<br />
Ng&agrave;y nay, c&aacute;c t&iacute;n hiệu từ hệ thống GPS được sử dụng một phần cho mục địch qu&acirc;n sự, được khai th&aacute;c bởi Hoa Kỳ v&agrave; c&aacute;c nước đồng m&igrave;nh, phần c&ograve;n lại cho ph&eacute;p người d&acirc;n tr&ecirc;n to&agrave;n thế giới sử dụng miễn ph&iacute;.<br />
<br />
</span></span>
<h3>
	<span style="font-size:14px;"><strong>1. Lịch sử ra đời của GPS</strong></span></h3>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Từ h&agrave;ng ng&agrave;n năm trước, con người đ&atilde; cố gắng t&igrave;m nhiều c&aacute;ch kh&aacute;c nhau để x&aacute;c định phương hướng như sử dụng mặt trời, mặt trăng v&agrave; c&aacute;c v&igrave; sao.&nbsp;<br />
Đến thế kỷ 20, hải qu&acirc;n Hoa Kỳ đ&atilde; c&oacute; những những th&iacute; nghiệm định vị vệ tinh v&agrave;o năm 1960 để theo d&otilde;i c&aacute;c t&agrave;u ngầm mang t&ecirc;n lửa hạt nh&acirc;n. Kết quả cho thấy, chỉ với s&aacute;u vệ tinh quay quanh c&aacute;c cực, qu&acirc;n đội c&oacute; thể x&aacute;c định ch&iacute;nh x&aacute;c vị tr&iacute; của t&agrave;u ngầm trong v&ograve;ng v&agrave;i ph&uacute;t.<br />
Từ kết quả đ&oacute;, năm 1970, bộ quốc ph&ograve;ng Hoa Kỳ đ&atilde; quyết định ph&aacute;t triển một hệ vệ tinh để đảm bảo lu&ocirc;n c&oacute; c&aacute;c t&iacute;n hiệu mạnh, ổn định. Nhờ v&agrave;o nguồn tiền đổ v&agrave;o li&ecirc;n tục, c&ugrave;ng c&aacute;c kỹ sư ng&agrave;y đ&ecirc;m l&agrave;m việc, vệ tinh đầu ti&ecirc;n đ&atilde; được ph&oacute;ng l&ecirc;n kh&ocirc;ng gian năm 1978, v&agrave; to&agrave;n bộ hệ vệ tinh đ&atilde; được ho&agrave;n thiện v&agrave;o năm 1993 với 24 vệ tinh.<br />
<br />
<img alt="" src="/admin/webroot/upload/image/images/04-dich-vu-cung-cap-boi-mang-luoi-dinh-vi-ve-tinh-quoc-gia.jpg" style="width: 800px; height: 450px;" /><br />
<br />
</span></span>
<h3>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>2. Một số th&ocirc;ng tin về GPS</strong></span></span></h3>
<br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hệ thống định vị to&agrave;n cầu GPS được ho&agrave;n thiện với đầy đủ chức năng v&agrave;o năm 1994</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trung b&igrave;nh, bộ quốc ph&ograve;ng Hoa Kỳ phải chi 2 tỷ USD mỗi ng&agrave;y để vận h&agrave;nh hệ thống GPS, nhưng lại cho người d&acirc;n to&agrave;n cầu sử dụng miễn ph&iacute;</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Một vệ tinh di chuyển trong kh&ocirc;ng gian với vận tốc 14000km/giờ</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Với một bộ thu t&iacute;n hiệu GPS, bạn c&oacute; thể x&aacute;c định vị tr&iacute; của m&igrave;nh tại bất cứ đ&acirc;u tr&ecirc;n tr&aacute;i đất</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hệ thống GPS hoạt động to&agrave;n thời gian 24h/ng&agrave;y trong mọi điều kiện</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">T&iacute;n hiệu từ vệ tinh c&oacute; thể xuy&ecirc;n cqua nhựa, k&iacute;nh nhưng kh&ocirc;ng xuy&ecirc;n qua được gỗ, đ&aacute; v&agrave; b&ecirc; t&ocirc;ng</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Độ ch&iacute;nh x&aacute;c định vị th&ocirc;ng thường l&agrave; khoảng 5 m&eacute;t, nhưng nếu bạn d&ugrave;ng c&aacute;c bộ thu chuy&ecirc;n dụng như m&aacute;y đo RTK th&igrave; độ ch&iacute;nh x&aacute;c sẽ l&ecirc;n tới milimet</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Với GPS, người ta đo được ch&acirc;u &Uacute;c đang di chuyển với vận tốc 7.3cm/năm theo dướng Đ&ocirc;ng Bắc !</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">C&aacute;c quốc gia kh&aacute;c cũng đang cố gắng x&acirc;y dựng v&agrave; ph&aacute;t triển c&aacute;c hệ vệ tinh cho ri&ecirc;ng m&igrave;nh</span></span></li>
</ul>
<h2>
	<br />
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>II. Hệ thống định vị&nbsp;</strong></span></span><strong style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">to&agrave;n cầu&nbsp;</strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Glonass</strong></span></span></h2>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Glonass l&agrave; hệ thống định vị to&agrave;n cầu&nbsp;<span style="color: rgb(51, 51, 51);">được ph&aacute;t triển bởi Nga (Li&ecirc;n X&ocirc; c</span>ũ)<span style="color: rgb(51, 51, 51);">&nbsp;</span>dựa tr&ecirc;n c&aacute;c vệ tinh trong kh&ocirc;ng gian bay xung quanh tr&aacute;i đất, hệ thống n&agrave;y cung cấp c&aacute;c dịch vụ định vị, dẫn đường, x&aacute;c định thời gian một c&aacute;ch tin cậy, miễn ph&iacute; v&agrave; d&agrave;nh cho tất cả mọi người tr&ecirc;n thế giới.&nbsp;<br />
<br />
</span></span>
<h3>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>1. Một số phi&ecirc;n bản của Glonass</strong></span></span></h3>
<br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">GLONASS - được ph&oacute;ng v&agrave;o năm 1982, nhằm mục đ&iacute;ch hoạt động để định vị thời tiết, đo vận tốc v&agrave; thời gian ở bất kỳ đ&acirc;u tr&ecirc;n thế giới hoặc kh&ocirc;ng gian gần Tr&aacute;i đất của qu&acirc;n đội v&agrave; c&aacute;c tổ chức ch&iacute;nh thức.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">GLONASS-M - ra mắt năm 2003 th&ecirc;m m&atilde; d&acirc;n sự thứ hai, đ&acirc;y l&agrave; dấu mốc quan trọng để c&aacute;c nh&agrave; khảo s&aacute;t ph&aacute;t triển đầu thu tin hiệu vệ tinh phục vụ đo vẽ bản đồ.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">GLONASS-k - bắt đầu trở lại năm 2011 c&oacute; th&ecirc;m 3 loại nữa l&agrave; k1, k2 v&agrave; k. Th&ecirc;m tần số d&acirc;n dụng thứ ba.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">GLONASS-K2 - ra mắt sau năm 2015&nbsp;</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">GLONASS-KM - sẽ ra mắt sau năm 2025 (hiện đang trong giai đoạn nghi&ecirc;n cứu)</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/glonass-erf-com_637013101299011000.jpg" style="width: 800px; height: 443px;" /><br />
<br />
</span></span>
<h3>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>2. Một số th&ocirc;ng tin xung quanh Glonass</strong></span></span></h3>
<br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Từ năm 2011 đến năm 2020, ch&iacute;nh phủ Nga đ&atilde; đầu tư tổng cộng 15 tỷ đ&ocirc; v&agrave; hệ thống định vị Glonass của m&igrave;nh</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">C&oacute; 24 vệ tinh thuộc hệ thống Glonass đang hoạt động v&agrave; bay xung quanh tr&aacute;i đất</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Chiều cao quỹ đạo của Glonass l&agrave; 21150km</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Độ nghi&ecirc;ng so với mặt phẳng quỹ đạo l&agrave; 64.8 độ</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Chu kỳ quỹ đạo của một vệ tinh l&agrave; 11 giờ v&agrave; 16 ph&uacute;t</span></span></li>
</ul>
<h2>
	<br />
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>III.&nbsp; Hệ thống định vị to&agrave;n cầu&nbsp; Galileo</strong></span></span></h2>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Galileo l&agrave; hệ thống định vị vệ tinh to&agrave;n cầu được ph&aacute;t triển bởi li&ecirc;n minh ch&acirc;u &Acirc;u, được điều h&agrave;nh, thiết kế v&agrave; ph&aacute;t triển bởi Cơ quan&nbsp;<a href="https://tracdiathanhdat.vn/">GNSS</a>&nbsp;Ch&acirc;u &Acirc;u (GSA) v&agrave; Cơ quan vũ trụ ch&acirc;u &Acirc;u (ESA). Đ&acirc;y l&agrave; hệ thống định vị đầu ti&ecirc;n tr&ecirc;n thế giới được sử dụng cho c&aacute;c mục đ&iacute;ch d&acirc;n dụng với độ ch&iacute;nh x&aacute;c.</span></span>
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hệ thống định vị vệ tinh to&agrave;n cầu được đặt theo t&ecirc;n của nh&agrave; khoa học Galileo người &Yacute;, &ocirc;ng l&agrave; cha đẻ của việc quan s&aacute;t thi&ecirc;n văn học hiện đại, cha đẻ của ng&agrave;nh vật l&yacute; hiện đại, cũng l&agrave; người khai sinh ra khoa học hiện đại.</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/Galileo.jpg" style="width: 800px; height: 394px;" /><br />
<br />
</span></span>
<h3>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>1. Dịch vụ của Galileo</strong></span></span></h3>
<br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Dịch vụ mở (Open Service &ndash; OS): Miễn ph&iacute; cho tất cả mọi người</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Dịch vụ x&aacute;c thực tin nhắn điều hướng mở (OS-NMA): Miễn ph&iacute; cho tất cả mọi người</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Dịch vụ độ ch&iacute;nh x&aacute;c cao (HAS): Miến ph&iacute; cho tất cả mọi người</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Dịch vụ x&aacute;c thực t&iacute;n hiệu (SAS): Dịch vụ trả ph&iacute; d&agrave;nh cho doanh nghiệp</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Dịch vụ t&igrave;m kiếm cứu hộ cứu nạn (Sar) &ndash; một phần của Cospas-Sarsat</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Dịch vụ điều tiết c&ocirc;ng cộng (PRS) &ndash; Chỉ cung cấp cho người được c&aacute;c cơ quan ch&iacute;nh phủ ủy quyền</span></span></li>
</ul>
<h3>
	<br />
	<strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">2. Điểm mạnh của hệ thống Galileo</span></span></strong></h3>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tuy được sử dụng v&agrave;o mục đ&iacute;ch d&acirc;n sự, nhưng hệ thống Galileo c&oacute; hiệu suất ngang ngửa với những hệ thống định vị được ph&aacute;t triển chủ yếu phục vụ cho qu&acirc;n sự với 3 điểm nhấn được c&aacute;c chuy&ecirc;n gia c&ocirc;ng nhận:</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Ch&iacute;nh x&aacute;c cao: C&oacute; t&iacute;nh năng định vị thời gian thực, độ ch&iacute;nh x&aacute;c cho người d&ugrave;ng l&ecirc;n tới 1m, v&agrave; đạt tới h&agrave;ng centimet nếu sử dụng <a href="https://tracdiathanhdat.vn/may-dinh-vi-ve-tinh-gps-2-tan-so-rtk">RTK</a>&nbsp;chuy&ecirc;n dụng</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tin cậy: Với rất nhiều cải tiến, t&iacute;n hiệu từ vệ tinh Galileo rất ổn định, tin cậy d&ugrave; người d&ugrave;ng ở những địa h&igrave;nh kh&oacute; khăn hiểm trở.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">T&iacute;nh khả dụng: Hệ thống Galileo c&oacute; thể tương th&iacute;ch với c&aacute;c hệ thống kh&aacute;ch như GPS, Glonass, gi&uacute;p cho độ ch&iacute;nh x&aacute;c khi định vị được cải thiện đ&aacute;ng kể.</span></span></li>
</ul>
<h2>
	<br />
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>IV. Hệ thống định vị vệ tinh to&agrave;n cầu Beidou&nbsp;(hay c&ograve;n gọi l&agrave; Bắc Đẩu)</strong></span></span></h2>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hệ vệ tinh Beidou&nbsp;-&nbsp; t&ecirc;n tiếng anh l&agrave; BeiDou Navigation Satellite System, viết tắt l&agrave;&nbsp;BDS, l&agrave; hệ thống định vị vệ tinh do Trung Quốc đầu tư, x&acirc;y dựng v&agrave; ph&aacute;t triển.&nbsp;<br />
Hệ thống&nbsp;Beidou thế hệ đầu ti&ecirc;n, mang t&ecirc;n gọi ch&iacute;nh thức l&agrave;&nbsp;BeiDou Satellite Navigation Experimental System&nbsp;hoặc&nbsp;Beidou 1, gồm 3 vệ tinh hoạt động từ năm 2000, chỉ c&oacute; thể phủ s&oacute;ng trong l&atilde;nh thổ Trung Quốc, v&agrave; phục vụ chủ yếu cho Trung Quốc v&agrave; khu vực, quốc gia l&acirc;n cận. Beidou-1 ngừng hoạt động năm 2012.<br />
Hệ thống Beidou thế hệ 2&nbsp;mang t&ecirc;n ch&iacute;nh thức l&agrave; BeiDou Navigation Satellite System (BDS)&nbsp;hay c&ograve;n gọi l&agrave;&nbsp;COMPASS hoặc&nbsp;BeiDou-2&nbsp;gồm 10 vệ tinh bay tr&ecirc;n quỹ đạo, đi v&agrave;o hoạt động năm 2011 v&agrave; cung cấp dịch vụ cho khu vực Ch&acirc;u &Aacute; Th&aacute;i B&igrave;nh Dương.<br />
Hệ thống Beidou thế hệ thứ 3 (BDS-3) được ph&oacute;ng l&ecirc;n v&agrave;o năm 2015, v&agrave; ho&agrave;n thiện tổng số 35 vệ tinh bay xung quanh quỹ đạo tr&aacute;i đất v&agrave;o năm 2020, ch&iacute;nh thức cung cấp dịnh vị định vị, dẫn đường to&agrave;n cầu, l&agrave; đối trọng của c&aacute;c hệ vệ tinh kh&aacute;c trong hệ thống GNSS: GPS, Galileo, Glonass.&nbsp;Theo thời b&aacute;o China Daily, t&iacute;nh đến năm 2015, c&oacute; &iacute;t nhất 35 tỷ đ&ocirc; đ&atilde; được đầu tư v&agrave;o hệ thống định vị vệ tinh Bắc Đẩu (Beidou).<br />
<br />
</span></span>
<h3>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>1. Nguy&ecirc;n tắc hoạt động của hệ vệ tinh Beidou</strong></span></span></h3>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hệ thống BeiDou &aacute;p dụng 4 nguy&ecirc;n tắc cơ bản l&agrave; cởi mở, độc lập, tương th&iacute;ch v&agrave; tăng dần.</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Nguy&ecirc;n tắc cởi mở: Hệ thống BeiDou sẽ cung cấp dịch vụ mở chất lượng cao miễn ph&iacute; cho người d&ugrave;ng tr&ecirc;n to&agrave;n thế giới v&agrave; giao tiếp với c&aacute;c quốc gia kh&aacute;c để tạo điều kiện ph&aacute;t triển c&ocirc;ng nghệ v&agrave; c&ocirc;ng nghiệp GNSS.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Nguy&ecirc;n tắc độc lập: C&oacute; nghĩa l&agrave; Trung Quốc sẽ ph&aacute;t triển v&agrave; vận h&agrave;nh hệ thống BeiDou một c&aacute;ch độc lập, cung cấp dịch vụ một c&aacute;ch độc lập cho người d&ugrave;ng tr&ecirc;n to&agrave;n thế giới v&agrave; đặc biệt cung cấp c&aacute;c dịch vụ chất lượng cao ở khu vực Ch&acirc;u &Aacute; - Th&aacute;i B&igrave;nh Dương.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Nguy&ecirc;n tắc tương th&iacute;ch: Hệ thống BeiDou sẽ theo đuổi c&aacute;c giải ph&aacute;p để hiện thực khả năng tương th&iacute;ch, tương t&aacute;c với c&aacute;c hệ thống định vị vệ tinh kh&aacute;c để người d&ugrave;ng c&oacute; thể nhận được dịch vụ tốt hơn.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Nguy&ecirc;n tắc tăng dần: Dựa tr&ecirc;n nguy&ecirc;n tắc tăng dần, hệ thống BeiDou sẽ đi theo m&ocirc; h&igrave;nh từng bước ph&ugrave; hợp với sự ph&aacute;t triển kinh tế v&agrave; kỹ thuật ở Trung Quốc, cung cấp c&aacute;c dịch vụ li&ecirc;n tục l&acirc;u d&agrave;i cho người d&ugrave;ng, cải thiện hiệu suất hệ thống v&agrave; đảm bảo qu&aacute; tr&igrave;nh chuyển đổi liền mạch v&agrave; su&ocirc;n sẻ giữa hệ thống c&aacute;c giai đoạn x&acirc;y dựng.</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/he-thong-ve-tinh-beidou-min.jpg" style="width: 800px; height: 453px;" /><br />
<br />
</span></span>
<h3>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>2. C&aacute;c th&agrave;nh phần của hệ thống định vị to&agrave;n cầu Beidou</strong></span></span></h3>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Giống như c&aacute;c&nbsp;hệ thống định vị to&agrave;n cầu GNSS&nbsp;kh&aacute;c, hệ thống định vị vệ tinh Beidou cũng c&oacute; 3 th&agrave;nh phần ch&iacute;nh:</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Th&agrave;nh phần kh&ocirc;ng gian&nbsp;gồm 35 vệ tinh, trong đ&oacute; c&oacute; 5 vệ tinh địa tĩnh v&agrave; 30 vệ tinh động</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Th&agrave;nh phần mặt&nbsp;đất gồm c&aacute;c trạm điều h&agrave;nh tr&ecirc;n mặt đất được đặt tại Trung Quốc v&agrave; c&aacute;c trạm gi&aacute;m s&aacute;t được đặt rải r&aacute;c to&agrave;n cầu.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Th&agrave;nh phần người d&ugrave;ng&nbsp;gồm tất cả c&aacute;c c&aacute; nh&acirc;n, tập thể, doanh nghiệp được trang bị bộ thu t&iacute;n hiệu vệ tinh. V&iacute; dụ&nbsp;như điện thoại th&ocirc;ng minh hoặc thiết bị chuy&ecirc;n dụng đo vẽ bản đồ như&nbsp;m&aacute;y GPS RTK.</span></span></li>
</ul>
<div style="box-sizing: border-box;">
	&nbsp;</div>
<h2>
	<strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">V. Hệ thống&nbsp;định vị&nbsp;</span></span><strong style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">to&agrave;n cầu&nbsp;</strong></strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>IRNSS&nbsp;</strong></span></span><br />
	&nbsp;</h2>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">IRNSS viết tắt của&nbsp;Indian Regional Navigation Satellite System,&nbsp;l&agrave; hệ thống định vị khu vực của Ấn Độ, được ph&aacute;t triển bởi Tổ Chức Nghi&ecirc;n Cứu Kh&ocirc;ng Gian Ấn Độ. Hệ thống n&aacute;y c&oacute; t&aacute;c dụng định vị, chỉ đường v&agrave; một số ứng dụng chỉ giới hạn tại Ấn Độ v&agrave; c&aacute;c khu vực l&acirc;n cận nằm trong b&aacute;n k&iacute;nh 1500km t&iacute;nh từ bi&ecirc;n giới Ấn Độ.</span></span>
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hệ thống dự kiến sẽ cung cấp khả năng quan s&aacute;t vị tr&iacute;, vận tốc v&agrave; thời gian theo thời gian thực ch&iacute;nh x&aacute;c cho người d&ugrave;ng tr&ecirc;n nhiều nền tảng kh&aacute;c nhau với khả năng cung cấp dịch vụ 24 giờ x 7 ng&agrave;y trong mọi điều kiện thời tiết.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hệ thống n&agrave;y kh&ocirc;ng phải l&agrave; hệ thống định vị phủ s&oacute;ng tr&ecirc;n to&agrave;n cầu như hệ thống GPS của Mỹ, Beidou của Trung Quốc, Glonass của Nga hay Galileo của li&ecirc;n minh Ch&acirc;u &Acirc;u.</span></span></li>
</ul>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/fig-11.jpg" style="width: 800px; height: 452px;" /><br />
<br />
<strong>Hiệu suất của IRNSS</strong><br />
<br />
Hệ thống IRNSS hiện cung cấp hai loại dịch vụ:&nbsp;</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">SPS -&nbsp; Standard Position System: Dịch vụ Định vị Ti&ecirc;u chuẩn</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">RS - (Dịch vụ bị hạn chế / được ủy quyền)</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Cả hai dịch vụ n&agrave;y sẽ được cung cấp ở hai tần số, một ở băng tần L5 v&agrave; một ở băng tần S (S-band). Hệ thống n&agrave;y cung cấp độ ch&iacute;nh x&aacute;c vị tr&iacute; tuyệt đối cao hơn 10 m&eacute;t trong phạm vi bi&ecirc;n giới Ấn Độ v&agrave; tốt hơn 20 m&eacute;t (66 ft) ở Ấn Độ Dương cũng như một khu vực k&eacute;o d&agrave;i khoảng 1.500 km (930 mi) xung quanh Ấn Độ.&nbsp;Tuy nhi&ecirc;n, so s&aacute;nh với c&aacute;c hệ thống định vị vệ tinh to&agrave;n cầu kh&aacute;c, t&iacute;n hiệu của IRNSS được cho l&agrave; ổn định hơn do c&oacute; tần số k&eacute;p S v&agrave; L.</span></span><br />
<br />
<h2>
	<span style="font-family:tahoma,geneva,sans-serif;"><span style="font-size:14px;"><strong>VI. Hệ thống định vị to&agrave;n cầu QZSS</strong></span></span></h2>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">QZSS viết tắt của&nbsp;Quasi-Zenith Satellite System&nbsp;-&nbsp;l&agrave; một hệ thống định vị vệ tinh được ph&aacute;t triển bởi Nhật Bản. Mục ti&ecirc;u của QZSS l&agrave; cung cấp c&aacute;c dịch vụ định vị ch&iacute;nh x&aacute;c v&agrave; ổn định cao trong khu vực Ch&acirc;u &Aacute; - Ch&acirc;u Đại Dương, tương th&iacute;ch với GPS v&agrave; c&aacute;c&nbsp;<a href="https://tracdiathanhdat.vn/may-dinh-vi-ve-tinh-gps-2-tan-so-rtk">hệ vệ tinh GNSS to&agrave;n cầu</a>&nbsp;kh&aacute;c. Dịch vụ của QZSS được cung cấp v&agrave;o năm 2018.<br />
<br />
</span></span>
<h3>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>1. Sự h&igrave;nh th&agrave;nh v&agrave; ph&aacute;t triển của QZSS</strong></span></span></h3>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">QZSS được ch&iacute;nh phủ Nhật Bản cho ph&eacute;p v&agrave;o năm 2002. L&uacute;c đầu, hệ thống được ph&aacute;t triển bởi nh&oacute;m Advanced Space Business Corporation (ASBC), bao gồm Mitsubishi Electric Corp., Hitachi Ltd., v&agrave; GNSS Technologies Inc.&nbsp;<br />
Năm 2007, khi ASBC sụp đổ, c&ocirc;ng tr&igrave;nh được tiếp quản bởi JAXA c&ugrave;ng với Trung t&acirc;m Nghi&ecirc;n cứu v&agrave; Ứng dụng Định vị Vệ tinh (SPAC), được th&agrave;nh lập v&agrave;o th&aacute;ng 2 năm 2007 v&agrave; được sự chấp thuận của c&aacute;c Bộ trưởng li&ecirc;n quan đến nghi&ecirc;n cứu v&agrave; ph&aacute;t triển QZSS.<br />
Năm 2010, hoạt động đầu ti&ecirc;n được diễn ra với việc ph&oacute;ng c&aacute;c vệ tinh của hệ thống QZSS l&ecirc;n quỹ đạo. Tất cả chức năng của vệ tinh c&ugrave;ng trạm điều khiển mặt đất đ&atilde; đi v&agrave;o hoạt động v&agrave; mang lại hiệu quả.&nbsp;C&aacute;c thử nghiệm đ&atilde; chỉ ra rằng, một thiết bị thu t&iacute;n hiệu vệ tinh của QZSS lẫn GPS c&oacute; độ ch&iacute;nh x&aacute;c cao hơn 10% so với một thiết bị kh&aacute;c chỉ thu t&iacute;n hiệu GPS.<br />
<br />
Năm 2011, Ch&iacute;nh phủ Nhật Bản đ&atilde; quyết định đẩy nhanh việc triển khai QZSS để hệ thống c&oacute; 7 vệ tinh trong tương lai.&nbsp;<br />
<br />
<img alt="" src="/admin/webroot/upload/image/images/348834197_227781756630652_8609257992783074386_n.jpg" style="width: 800px; height: 450px;" /><br />
<br />
</span></span>
<h3>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>2.&nbsp;</strong></span></span><strong style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">Đặc điểm nổi bật của hệ thống vệ tinh QZSS</strong></h3>
<ul>
	<li>
		<span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">Hệ thống QZSS bao gồm 4 vệ tinh, phủ rộng tr&ecirc;n khu vực Ch&acirc;u &Aacute; &ndash; Th&aacute;i B&igrave;nh Dương.</span></li>
	<li>
		<span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">QZSS c&oacute; thể ph&aacute;t t&iacute;n hiệu bổ trợ, gi&uacute;p n&acirc;ng cao độ ch&iacute;nh x&aacute;c cho kết quả định vị.</span></li>
	<li>
		<span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">V&agrave;o bất cứ thời điểm n&agrave;o cũng sẽ c&oacute; &iacute;t nhất một vệ tinh thuộc hệ thống vệ tinh QZSS bay tr&ecirc;n bầu trời Nhật Bản.</span></li>
	<li>
		<span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">Hệ thống vệ tinh QZSS c&oacute; thể t&iacute;ch hợp với c&aacute;c hệ thống GNSS kh&aacute;c, gi&uacute;p cải thiện độ ch&iacute;nh x&aacute;c v&agrave; tin cậy của định vị.</span></li>
</ul>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>VII. Hệ thống&nbsp;định vị to&agrave;n cầu do Anh triển khai </strong><em>( cập nhật sau)</em></span></span><br />
<br />
<img alt="" src="/admin/webroot/upload/image/images/correctionservices-infrastructure-web-teaser.png" style="width: 800px; height: 381px;" /><br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> &nbsp;</span></span><br />
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			'id' => '658',
			'name' => 'Qui định kỹ thuật  thu nhận và xử lý ảnh số từ máy bay không người lái (UAV)',
			'code' => null,
			'alias' => 'qui-dinh-ky-thuat-thu-nhan-va-xu-ly-anh-so-tu-may-bay-khong-nguoi-lai-uav',
			'cat_id' => '40',
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			'shortdes' => '<span style="font-size:14px;">Việc sử dụng m&aacute;y&nbsp;bay kh&ocirc;ng người l&aacute;i để th&agrave;nh lập bản đồ phải tu&acirc;n theo th&ocirc;ng tư số 07/2021/TT-BTNMT được k&yacute; ng&agrave;y 30/6/2021.</span>',
			'content' => '<h2>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>I. Qui định về m&aacute;y bay kh&ocirc;ng người l&aacute;i&nbsp; (UAV) v&agrave; hệ thống thiết bị&nbsp;</strong></span></span></h2>
<br />
<h3>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">1. Quy định về UAV</span></span></h3>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">- Việc sử dụng UAV phải tu&acirc;n thủ c&aacute;c quy định tại Nghị định số 36/2008/ND-CP ng&agrave;y 28/3/2008 v&agrave; Nghị định số 79/2011/ND-CP ng&agrave;y 5/9/2011 về sửa đổi bổ sung nghị định 36. Ngo&agrave;i ra c&ograve;n tu&acirc;n thủ theo nghị định số 58/2010/ND-CP ng&agrave;y 1/6/2010 quy định chi tiết v&agrave; hướng dẫn thi h&agrave;nh một số điều của luật D&acirc;n qu&acirc;n tự vệ.<br />
- Thiết bị UAV phải thỏa m&atilde;n c&aacute;c ti&ecirc;u chuẩn được quy định tại Th&ocirc;ng tư số 35/2017/TT-BQP ng&agrave;y 12 th&aacute;ng 2 năm 2017 của Bộ trưởng Bộ quốc ph&ograve;ng.</span></span>
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">C&oacute; khả năng bay ở chế độ tự động v&agrave; b&aacute;n tự động</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">C&oacute; trọng lượng cất c&aacute;nh kh&ocirc;ng vượt qu&aacute; 25,0 kg</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">C&oacute; khả năng chịu gi&oacute; tối thiểu 8m/s</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">- Thiết bị v&ocirc; tuyến điện đi k&egrave;m UAV phải được đăng k&yacute; tần số theo quy định tại th&ocirc;ng tư số 05/2015/TT-BTTTT ng&agrave;y 23 th&aacute;ng 3 năm 2015 của Bộ Th&ocirc;ng tin v&agrave; truyền th&ocirc;ng.<br />
<br />
</span></span>
<h3>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">2. Quy định về m&aacute;y ảnh số v&agrave; thiết bị GNSS gắn tr&ecirc;n UAV</span></span></h3>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">- M&aacute;y ảnh số gắn tr&ecirc;n UAV phải c&oacute; ti&ecirc;u cự cố định trong qu&aacute; tr&igrave;nh bay chụp, c&oacute; chế độ tự chụp li&ecirc;n tục, chụp được ảnh m&agrave;u tự nhi&ecirc;n RGB với độ ph&acirc;n giải h&igrave;nh ảnh kh&ocirc;ng nhỏ hơn 20 Megapixel.<br />
- Thiết bị điều khiển mặt đất c&oacute; m&agrave;n h&igrave;nh hiển thị v&agrave; phải c&agrave;i đặt được c&aacute;c chức năng cơ bản. Phần mềm xử l&yacute; phải c&oacute; khả năng xử l&yacute; dữ liệu đầu v&agrave;o bao gồm dừ liệu thu nhận từ UAV v&agrave; dữ liệu trạm cố định, tạo lập c&aacute;c sản phẩm gồm đ&aacute;m m&acirc;y điểm, DSM, DEM, b&igrave;nh đồ ảnh&hellip;<br />
<br />
</span></span>
<h2>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>II. Qui&nbsp;định kỹ thuật về sản phẩm</strong></span></span></h2>
<br />
<h3>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">1. Quy định về ảnh gốc v&agrave; độ cao bay chụp</span></span></h3>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">- Ảnh gốc phải c&oacute; độ tương phản đồng đều, độ s&aacute;ng, độ n&eacute;t, m&agrave;u sắc đảm bảo cho qu&aacute; tr&igrave;nh xử l&yacute;, độ nh&ograve;e kh&ocirc;ng vượt qu&aacute; 0,25 GSD.</span></span><br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">- Độ phủ ngang của ảnh gốc phải đảm bảo từ 60% đến 80%, độ phủ dọc kh&ocirc;ng nhỏ hơn 70%.</span></span><br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">- Độ ph&acirc;n giải mặt đất tu&acirc;n theo bảng sau:</span></span><br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/Bảng 1.png" style="width: 822px; height: 246px;" /><br />
<br />
</span></span>
<h3>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">2. Độ cao bay của UAV </span></span></h3>
Đ<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">ược t&iacute;nh theo c&ocirc;ng thức <strong>H=f*GSD/S</strong><br />
Trong đ&oacute;: f l&agrave; chiều d&agrave;i ti&ecirc;u cự ống k&iacute;nh m&aacute;y, S l&agrave; k&iacute;ch thước Pixel, GSD l&agrave; độ ph&acirc;n giải mặt đất.<br />
<br />
</span></span>
<h3>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">3. Quy định về sản phẩm v&agrave; độ ch&iacute;nh x&aacute;c dữ liệu</span></span></h3>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">- Sản phẩm sau khi xử l&yacute; dữ liệu gồm đ&aacute;m m&acirc;y điểm, DSM, DEM, v&agrave; b&igrave;nh đồ ảnh<br />
- Dữ liệu đ&aacute;m m&acirc;y điểm được lưu trữ ở định dạng LAS, dữ liệu DSM, DEM được lưu trữ ở dạng raster( GEOTIFF-32bit) v&agrave; định dạng ASC II, c&oacute; k&iacute;ch thước dạng lưới &ocirc; vu&ocirc;ng với k&iacute;ch thước quy định tại bảng sau:<br />
<img alt="" src="/admin/webroot/upload/image/images/Bảng 2.png" style="width: 822px; height: 196px;" /><br />
<br />
- Phạm vi dữ liệu phải được cắt chờm bi&ecirc;n 1cm theo tỷ lệ bản đồ, kh&ocirc;ng được c&oacute; điểm trống trong khu vực bay.<br />
- Sai số trung phương độ cao của m&ocirc; h&igrave;nh DEM kh&ocirc;ng vượt qu&aacute; giới hạn tại bảng sau:<br />
<img alt="" src="/admin/webroot/upload/image/images/Bnảg 3.png" style="width: 816px; height: 164px;" /><br />
<br />
- Sản phẩm b&igrave;nh đồ ảnh c&oacute; định dạng GeoTiff- 24 bit, c&oacute; m&agrave;u sắc tự nhi&ecirc;n, h&agrave;i h&ograve;a, kh&ocirc;ng qu&aacute; s&aacute;ng tối, kh&ocirc;ng bị l&oacute;a, kh&ocirc;ng c&oacute; m&acirc;y che. Độ ph&acirc;n giải b&igrave;nh đồ ảnh được quy định theo bảng dưới:<br />
<img alt="" src="/admin/webroot/upload/image/images/Bảng 4.png" style="width: 821px; height: 190px;" /><br />
<br />
- Sai số b&igrave;nh đồ ảnh kh&ocirc;ng vượt qu&aacute; 0,4mm so với điểm khống chế đo vẽ gần nhất theo tỷ lệ bản đồ cần th&agrave;nh lập.<br />
<br />
</span></span>
<h2>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>III. Qui&nbsp;định về thu nhận v&agrave; xử l&yacute; dữ liệu</strong></span></span></h2>
<p style="box-sizing: border-box; font-family: &quot;Helvetica Neue&quot;, Helvetica, Arial, sans-serif; font-weight: 500; line-height: 1.5; color: rgb(51, 51, 51); margin-top: 20px; margin-bottom: 10px; font-size: 16px; text-align: justify;">
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Quy tr&igrave;nh về thu nhận v&agrave; xử l&yacute; dữ liệu gồm c&aacute;c bước sau:</span></span></p>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/Bảng 5.png" style="width: 794px; height: 570px;" /></span></span><br />
<br />
&nbsp;
<h2 id="2-dia-chi-mua-thiet-bi-may-bay-khong-nguoi-lai-uav-uy-tin" style="margin: 0px; padding: 0px; font-family: arial; line-height: 19px; color: rgb(51, 51, 51); text-rendering: optimizelegibility; font-size: 31.5px; text-align: justify;">
	<span style="margin: 0px; padding: 0px; font-size: 14px;"><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;">IV. Địa chỉ mua thiết bị m&aacute;y bay kh&ocirc;ng người l&aacute;i (UAV) uy t&iacute;n</span></span></h2>
<br style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); font-family: arial; font-size: 13px; text-align: justify;" />
<span style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); font-family: arial; text-align: justify; font-size: 14px;"><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;">C&Ocirc;NG TY CP C&Ocirc;NG NGHỆ V&Agrave; TM TH&Agrave;NH ĐẠT chuy&ecirc;n nhập khẩu v&agrave; cung cấp c&aacute;c loại m&aacute;y bay kh&ocirc;ng người l&aacute;i (UAV) phục vụ c&ocirc;ng t&aacute;c khảo s&aacute;t, đo vẽ bản đồ uy t&iacute;n l&acirc;u năm tr&ecirc;n to&agrave;n quốc. C&aacute;c loại UAV m&agrave; ch&uacute;ng t&ocirc;i ph&acirc;n phối bao gồm:</span></span><br style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); font-family: arial; font-size: 13px; text-align: justify;" />
<br style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); font-family: arial; font-size: 13px; text-align: justify;" />
<ul style="margin: 0px; padding: 0px 0px 0px 15px; color: rgb(51, 51, 51); font-family: arial; font-size: 13px; text-align: justify;">
	<li style="margin: 0px; padding: 0px; line-height: 20px;">
		<span style="margin: 0px; padding: 0px; font-size: 14px;"><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;">Phantom 4 RTK,</span></span></li>
	<li style="margin: 0px; padding: 0px; line-height: 20px;">
		<span style="margin: 0px; padding: 0px; font-size: 14px;"><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;">Matrice 300 RTK</span></span></li>
	<li style="margin: 0px; padding: 0px; line-height: 20px;">
		<span style="margin: 0px; padding: 0px; font-size: 14px;"><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;">Mavic 2 Enterprise</span></span></li>
	<li style="margin: 0px; padding: 0px; line-height: 20px;">
		<span style="margin: 0px; padding: 0px; font-size: 14px;"><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;">Mavic 3</span></span></li>
	<li style="margin: 0px; padding: 0px; line-height: 20px;">
		<span style="margin: 0px; padding: 0px; font-size: 14px;"><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;">Matrice 600 Pro</span></span></li>
	<li style="margin: 0px; padding: 0px; line-height: 20px;">
		<span style="margin: 0px; padding: 0px; font-size: 14px;"><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;">Lidar L1, Pin cho Phantom 4, Pin M300 TB60</span></span></li>
	<li style="margin: 0px; padding: 0px; line-height: 20px;">
		<span style="margin: 0px; padding: 0px; font-size: 14px;"><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;">D-RTK2</span></span></li>
</ul>
<br style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); font-family: arial; font-size: 13px; text-align: justify;" />
<span style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); font-family: arial; text-align: justify; font-size: 14px;"><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;"><u style="margin: 0px; padding: 0px;"><strong style="margin: 0px; padding: 0px;">Li&ecirc;n hệ:&nbsp;</strong></u><br style="margin: 0px; padding: 0px;" />
<br style="margin: 0px; padding: 0px;" />
Số 50 L&aacute;ng Hạ, Đống Đa, H&agrave; Nội<br style="margin: 0px; padding: 0px;" />
Số 5/161 Nguyễn Tu&acirc;n. Thanh Xu&acirc;n, H&agrave; Nội<br style="margin: 0px; padding: 0px;" />
Tel: 024.37764930<br style="margin: 0px; padding: 0px;" />
Hotline: 0913051734 (call/imesage/zalo)<br style="margin: 0px; padding: 0px;" />
Website:&nbsp;<a href="http://www.tracdiathanhdat.vn/?fbclid=IwAR3altI5BIG46Mm2_6oxBl-TQxXGfXGEm4M1GUGsoDeNELr3WrYUlO7g2jk" style="margin: 0px; padding: 0px; color: rgb(74, 75, 75); text-decoration-line: none; transition: color 0.2s linear 0s; font-size: 13px;" target="_blank">www.tracdiathanhdat.vn</a><br style="margin: 0px; padding: 0px;" />
Email: tracdiathanhdat@gmail.com</span></span><br style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); font-family: arial; font-size: 13px; text-align: justify;" />
<span style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); font-family: arial; font-size: 13px; text-align: justify;">&nbsp;</span><br style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); font-family: arial; font-size: 13px; text-align: justify;" />
<span style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); font-family: arial; text-align: justify; font-size: 14px;"><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;"><strong style="margin: 0px; padding: 0px;">@ Lu&ocirc;n&nbsp;đồng h&agrave;nh c&ugrave;ng bạn!</strong></span></span>',
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			'name' => 'Vì sao bạn nên sở hữu một chiếc máy đo khoảng cách laser? ',
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			'shortdes' => '<span style="font-family:tahoma,geneva,sans-serif;"><span style="font-size:14px;"><span style="color: rgb(5, 5, 5); white-space: pre-wrap;">M&aacute;y đo khoảng c&aacute;ch laser mang tới nhiều tiện &iacute;ch thi&ecirc;́t thực, phục vụ cho nhiều c&ocirc;ng t&aacute;c đo đạc kh&aacute;c nhau. M&aacute;y hoạt động mạnh mẽ với nhiều t&iacute;nh năng chuy&ecirc;n s&acirc;u sẽ gi&uacute;p c&ocirc;ng việc đo đạc trở l&ecirc;n đơn giản, tiện lợi v&agrave; nhanh ch&oacute;ng hơn.</span></span></span>',
			'content' => '<h2>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">1. M&aacute;y đo khoảng c&aacute;ch laser (hay c&ograve;n gọi l&agrave; thước laser) l&agrave; g&igrave;?</span></span></h2>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">M&aacute;y đo khoảng c&aacute;ch laser l&agrave;&nbsp;thiết bị được sử dụng để x&aacute;c định ch&iacute;nh x&aacute;c khoảng c&aacute;ch giữa hai điểm một c&aacute;ch ch&iacute;nh x&aacute;c bằng tia laser. Khi sử dụng thiết bị n&agrave;y, người đo kh&ocirc;ng cần phải tiếp x&uacute;c trực tiếp đến c&aacute;c điểm, hoặc sử dụng đến c&aacute;c phương tiện truyền th&ocirc;ng như thước d&acirc;y, thước th&eacute;p.<br />
<br />
<img alt="" src="/admin/webroot/upload/image/images/201203071451_0(2).jpg" style="width: 680px; height: 346px;" /></span></span>
<h2>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>2. Khoảng c&aacute;ch đo v&agrave; độ ch&iacute;nh x&aacute;c của thước laser</strong></span></span></h2>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Thước laser c&oacute; thể đo được khoảng c&aacute;ch xa l&ecirc;n tới 400- 500m với độ ch&iacute;nh x&aacute;c +-2mm. Tuy nhi&ecirc;n, tại Việt Nam, c&aacute;c kỹ sư thường sử dụng c&aacute;c loại thước laser đo ở khoảng c&aacute;ch 40 - 100m để đo đạc trong một kh&ocirc;ng gian vừa đủ. Ở những khu vực đo rộng lớn hơn, để phục vụ cho c&ocirc;ng t&aacute;c đo đạc, khảo s&aacute;t người ta sẽ sử dụng c&aacute;c loại m&aacute;y như: kinh vĩ, m&aacute;y to&agrave;n đạc, m&aacute;y GPS 2 tần, ...<br />
<img alt="" src="/admin/webroot/upload/image/images/May_do_laser_Leica__DISTO_D110(2).jpg" style="width: 680px; height: 398px;" /></span></span><br />
<h2>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>3. L&yacute; do bạn n&ecirc;n sở hữu một chiếc thước laser</strong></span></span></h2>
<br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Nhỏ gọn, nhẹ nh&agrave;ng:</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Với k&iacute;ch thước nhỏ hơn một chiếc điện thoại di động, thước laser c&oacute; thể dễ d&agrave;ng được mang theo tr&ecirc;n mọi địa h&igrave;nh.<br />
</span></span>
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tiện dụng:</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Khoảng c&aacute;ch giữa c&aacute;c vật được x&aacute;c định nhanh ch&oacute;ng chỉ trong v&agrave;i thao t&aacute;c. Trong khi nếu sử dụng m&aacute;y to&agrave;n đạc, m&aacute;y GPS 2 tần số, người d&ugrave;ng phải mất thời gian thiết lập.<br />
</span></span>
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Nhiều ứng dụng:</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Thước laser c&oacute; thể chia khoảng, t&iacute;nh diện t&iacute;ch, thể t&iacute;ch, đo gi&aacute;n tiếp,... Nhiều thước laser c&ograve;n được hỗ trợ bởi ứng dụng Android.<br />
</span></span>
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Gi&aacute; th&agrave;nh rẻ:</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Bạn c&oacute; thể sở hữu một chiếc thước laser với chỉ với một ng&acirc;n s&aacute;ch hợp l&yacute; từ v&agrave;i trăm đến khoảng hơn 1 triệu đồng (tuỳ từng model v&agrave; h&atilde;ng sản xuất).<br />
<br />
<img alt="" src="/admin/webroot/upload/image/images/Banner 14_9(2).png" style="width: 680px; height: 544px;" /><br />
&nbsp; </span></span><br />
<h2>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">4.&nbsp;<span style="color: rgb(51, 51, 51); text-align: justify;">Địa chỉ mua m</span>&aacute;y đo khoảng c&aacute;ch laser&nbsp;<span style="color: rgb(51, 51, 51); text-align: justify;">uy t&iacute;n</span></span></span></h2>
<br style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); font-family: arial; font-size: 13px; text-align: justify;" />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); text-align: justify;"><span style="margin: 0px; padding: 0px;">C&Ocirc;NG TY CP C&Ocirc;NG NGHỆ V&Agrave; TM TH&Agrave;NH ĐẠT chuy&ecirc;n nhập khẩu v&agrave; ph&acirc;n phối c&aacute;c loại m&aacute;y đo khoảng c&aacute;ch laser của c&aacute;c h&atilde;ng Bosch, Leica, Sincon, Laisai, Total Meter, SNDWAY,..&nbsp;phục vụ c&ocirc;ng t&aacute;c&nbsp;thi c&ocirc;ng nội, ngoại thất.</span></span><br />
<br />
<span style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); text-align: justify;"><span style="margin: 0px; padding: 0px;">Với hơn 20 năm kinh nghiệm c&ugrave;ng</span></span><span style="color: rgb(51, 51, 51); text-align: justify;">&nbsp;</span><span style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); text-align: justify;"><span style="margin: 0px; padding: 0px;">đội ngũ nh&acirc;n vi&ecirc;n, kỹ thuật vi&ecirc;n năng động, c&oacute; tr&igrave;nh độ cao&nbsp;</span></span><span style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); text-align: justify;">ch&uacute;ng t&ocirc;i&nbsp;tự h&agrave;o v&agrave; tin tưởng Qu&yacute; kh&aacute;ch h&agrave;ng sẽ h&agrave;i l&ograve;ng khi sử dụng c&aacute;c sản phẩm v&agrave; dịch vụ do ch&uacute;ng t&ocirc;i cung cấp.</span></span></span><br style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); font-family: arial; font-size: 13px; text-align: justify;" />
<div style="margin: 0px; padding: 0px; line-height: 20px;">
	&nbsp;</div>
<br style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); font-family: arial; font-size: 13px; text-align: justify;" />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); text-align: justify;"><span style="margin: 0px; padding: 0px;"><u style="margin: 0px; padding: 0px;"><strong style="margin: 0px; padding: 0px;">Li&ecirc;n hệ:&nbsp;</strong></u><br style="margin: 0px; padding: 0px;" />
<br style="margin: 0px; padding: 0px;" />
Số 50 L&aacute;ng Hạ, Đống Đa, H&agrave; Nội<br style="margin: 0px; padding: 0px;" />
Số 5/161 Nguyễn Tu&acirc;n. Thanh Xu&acirc;n, H&agrave; Nội<br style="margin: 0px; padding: 0px;" />
Tel: 024.37764930<br style="margin: 0px; padding: 0px;" />
Hotline: 0913051734 (call/imesage/zalo)<br style="margin: 0px; padding: 0px;" />
Website:&nbsp;<a href="http://www.tracdiathanhdat.vn/?fbclid=IwAR3altI5BIG46Mm2_6oxBl-TQxXGfXGEm4M1GUGsoDeNELr3WrYUlO7g2jk" style="margin: 0px; padding: 0px; color: rgb(74, 75, 75); text-decoration-line: none; transition: color 0.2s linear 0s; font-size: 13px;" target="_blank">www.tracdiathanhdat.vn</a><br style="margin: 0px; padding: 0px;" />
Email: tracdiathanhdat@gmail.com</span></span><br style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); font-family: arial; font-size: 13px; text-align: justify;" />
<span style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); text-align: justify;">&nbsp;</span><br style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); font-family: arial; font-size: 13px; text-align: justify;" />
<span style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); text-align: justify;"><span style="margin: 0px; padding: 0px;"><strong style="margin: 0px; padding: 0px;">@ Lu&ocirc;n&nbsp;đồng h&agrave;nh c&ugrave;ng bạn!</strong></span></span></span></span><br />
<br />
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			'content' => '<span style="font-size: 14px; font-family: tahoma, geneva, sans-serif;"><span style="color: rgb(85, 85, 85); text-align: justify; line-height: 16.8667px;"><em>Hiện nay</em> c</span><span style="color: rgb(85, 85, 85); text-align: justify; font-style: italic; line-height: 16.8667px;">&ocirc;ng nghệ chụp ảnh từ c&aacute;c thiết bị bay kh&ocirc;ng người l&aacute;i (Unmanned Aerial Vehicles -&nbsp;UAV) l&agrave; c&ocirc;ng nghệ được nghi&ecirc;n cứu v&agrave; sử dụng ở nhiều nước tr&ecirc;n thế giới như:&nbsp;Nga, Mỹ, Thụy sĩ,&hellip;&nbsp;Việc ứng dụng c&ocirc;ng nghệ bay chụp ảnh từ c&aacute;c thiết bị bay kh&ocirc;ng người l&aacute;i trong c&ocirc;ng t&aacute;c khảo s&aacute;t địa h&igrave;nh đang rất được quan t&acirc;m v&agrave; &aacute;p dụng. C&ocirc;ng nghệ n&agrave;y c&oacute; rất nhiều ưu điểm so với c&aacute;c phương ph&aacute;p khảo s&aacute;t truyền thống như:gi&aacute; th&agrave;nh thấp, nhanh ch&oacute;ng, tiện dụng, độ ch&iacute;nh x&aacute;c cao (do độ ph&acirc;n giải của m&aacute;y chụp ảnh cao v&agrave; UAV bay ở độ cao thấp), đo được c&aacute;c khu vực c&oacute; địa h&igrave;nh phức tạp hiểm trở, kh&oacute; khắn, r&uacute;t ngắn thời gian cho c&ocirc;ng t&aacute;c khảo s&aacute;t th&agrave;nh lập bản đồ địa h&igrave;nh so với c&aacute;c thiết bị kh&aacute;c&hellip;</span><br />
<br />
<strong>A. L</strong></span><strong><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">ợi &iacute;ch c</span><span style="font-family:tahoma,geneva,sans-serif;"><span style="font-size:14px;">ủa</span></span>&nbsp;<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">ứng dụng UAV trong khảo s&aacute;t địa h&igrave;nh n&oacute;i ri&ecirc;ng v&agrave; trong việc th&agrave;nh lập bản đồ</span></span></strong><br />
<br />
<ul>
	<li>
		<span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">Tiết kiệm chi ph&iacute;. Theo phương ph&aacute;p khảo s&aacute;t địa h&igrave;nh truyền thống, nếu khu vực qu&aacute; rộng lớn hoặc c&oacute; thể chia cắt nhiều th&igrave; việc khảo s&aacute;t đo đạc rất kh&oacute; khăn. Ng&acirc;n s&aacute;ch cho việc đo đạc khảo s&aacute;t gia tăng rất nhiều. Với Drone RTK, c&aacute;c trường hợp kh&oacute; khăn đ&oacute; sẽ được giải quyết v&agrave; chi ph&iacute; sẽ rẻ hơn nhiều.</span></li>
	<li>
		<span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">Tiến độ khảo s&aacute;t nhanh tr&ecirc;n phạm vi lớn. Với c&ocirc;ng nghệ Drone RTK hiện nay, việc khảo s&aacute;t địa h&igrave;nh tr&ecirc;n một phạm vị lớn. Chỉ cần 1-2 ng&agrave;y l&agrave;m ho&agrave;n th&agrave;nh c&ocirc;ng việc ở hiện trường. Trong khi đo đạc địa h&igrave;nh 1/1000 ở khu vực rộng lớn th&igrave; nhiều khi l&ecirc;n đến hơn 30 ng&agrave;y. V&iacute; dụ khu vực khảo s&aacute;t 300ha, đo đạc địa h&igrave;nh 1/1000 2 tổ đội c&oacute; thể mất 20-30 ng&agrave;y l&agrave;m việc.</span></li>
	<li>
		<span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">Lưu giữ cả h&igrave;nh ảnh để xem x&eacute;t đối chiếu khi cần thiết. H&igrave;nh ảnh trực quan tại thời điểm bay chụp, n&oacute; l&agrave; nguồn t&agrave;i liệu lịch sử qu&yacute; gi&aacute; để kiểm tra đối chiếu khi kiểm tra dự &aacute;n.</span></li>
	<li>
		<span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">Độ ch&iacute;nh x&aacute;c tương đương với c&ocirc;ng nghệ đo đạc truyền thống nếu sử dụng Drone RTK. Tuy nhi&ecirc;n, việc n&agrave;y đ&ograve;i hỏi tư vấn khảo s&aacute;t địa h&igrave;nh phải c&oacute; nhiều kinh nghiệm.</span></li>
	<li>
		<span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">Rất tiết kiệm nếu dự &aacute;n mới chỉ ở bước khảo s&aacute;t sơ bộ. Chưa ch&iacute;nh thức triển khai, chỉ ở mức đ&aacute;nh gi&aacute; tiền khả thi.</span></li>
	<li>
		<span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">Khảo s&aacute;t ở những địa h&igrave;nh đồi n&uacute;i hiểm trở cho c&aacute;c c&ocirc;ng tr&igrave;nh dạng tuyến: đường giao th&ocirc;ng, đường d&acirc;y truyền tải điện&hellip;.</span></li>
</ul>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hiện nay, th</span>iết bị được sử dụng phổ&nbsp;<span style="font-family:tahoma,geneva,sans-serif;">biến nhất vẫn l&agrave; Phantom 4 RTK của h&atilde;ng DJI.&nbsp;<br />
<br />
<strong>B. Hạn chế của phương ph&aacute;p đo đạc bằng Drone RTK trong khảo s&aacute;t địa h&igrave;nh</strong><br />
<br />
Việc xin ph&eacute;p bay chụp ảnh để th&agrave;nh lập bản đồ địa h&igrave;nh hiện nay phức tạp trong c&aacute;c thủ tục xin ph&eacute;p bay chụp (thời gian xin ph&eacute;p l&ecirc;n tới 5-7 ng&agrave;y).<br />
<br />
Đối với những v&ugrave;ng địa h&igrave;nh chưa quen thuộc, rất dễ bị rơi mất m&aacute;y bay nếu t&iacute;nh to&aacute;n ước t&iacute;nh độ cao bay chụp sai lầm.<br />
<br />
Thời lượng pin của m&aacute;y bay hiện tại c&ograve;n hạn chế.&nbsp;Thời gian bay chụp của một ca m&aacute;y chỉ khoảng 20-30 ph&uacute;t. Việc thiết kế tuyến bay chụp đ&ograve;i hỏi người khảo s&aacute;t c&oacute; nhiều kinh nghiệm để tối ưu h&oacute;a việc bay chụp cho dự &aacute;n.</span></span><br />
<br />
<img alt="" src="/admin/webroot/upload/image/images/UAV banner.png" style="font-family: tahoma, geneva, sans-serif; font-size: 14px; width: 680px; height: 570px;" /><br />
<span class="emoji-sizer emoji-outer " style="display: inline-block; overflow: hidden; letter-spacing: 50px; color: transparent; text-shadow: none; width: 22px; height: 22px; font-family: &quot;Segoe UI&quot;, SegoeuiPc, &quot;San Francisco&quot;, &quot;Helvetica Neue&quot;, Helvetica, &quot;Lucida Grande&quot;, Roboto, Ubuntu, Tahoma, &quot;Microsoft Sans Serif&quot;, Arial, sans-serif; font-size: 15px; background: url(&quot;assets/emoji.1e7786c93c8a0c1773f165e2de2fd129.png?v=20180604&quot;) 6% 15% / 5100%; -webkit-user-drag: element; margin: 0px 0px -3px;">✅</span><span class="text" style="user-select: text; white-space: pre-wrap; color: rgb(0, 26, 51); font-family: &quot;Segoe UI&quot;, SegoeuiPc, &quot;San Francisco&quot;, &quot;Helvetica Neue&quot;, Helvetica, &quot;Lucida Grande&quot;, Roboto, Ubuntu, Tahoma, &quot;Microsoft Sans Serif&quot;, Arial, sans-serif; font-size: 15px;"> </span>',
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			'title_seo' => 'GNSS RTK',
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			'meta_des' => 'Máy RTK, máy định vị vệ tinh RTK, máy GPS RTK, máy định vị vệ tinh GNSS RTK, máy RTK giá rẻ, máy RTK tốt nhất',
			'created' => '2021-09-28',
			'modified' => '2026-02-01',
			'status' => '1',
			'view' => '662887',
			'slug' => 'khao-sat-dia-hinh-bang-flycam-uav-rtk',
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			'name' => 'Blogs',
			'parent_id' => null,
			'alias' => 'blogs',
			'images' => '',
			'lft' => '103',
			'rght' => '104',
			'pos' => '5',
			'status' => '1',
			'title_seo' => 'tin tức trắc địa, cập nhật xu hướng đo đạc mới, công nghệ đo đạc, thiết bị đo đạc hiện đại, mẹo kỹ thuật trắc địa, sai số đo đạc, hệ tọa độ VN-2000, GNSS, RTK, GPS trắc địa, phần mềm trắc địa, phần mềm GIS, SurPad, LandStar, Magnet Field, Leica Captivate, Trimble Access',
			'meta_key' => 'tin tức trắc địa, cập nhật xu hướng đo đạc mới, công nghệ đo đạc, thiết bị đo đạc hiện đại, mẹo kỹ thuật trắc địa, sai số đo đạc, hệ tọa độ VN-2000, GNSS, RTK, GPS trắc địa, phần mềm trắc địa, phần mềm GIS, SurPad, LandStar, Magnet Field, Leica Captivate, Trimble Access',
			'meta_des' => 'phần mềm máy đo đạc, phần mềm GIS, phần mềm trút dữ liệu',
			'created' => '2015-12-16',
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			'slug' => 'blogs',
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			'hot' => '0',
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	(int) 5 => array(
		'Post' => array(
			'id' => '652',
			'name' => 'AUTO HEIGHT - Tính năng hỗ trợ đỉnh cao của máy toàn đạc Leica thế hệ mới',
			'code' => null,
			'alias' => 'auto-height-tinh-nang-ho-tro-dinh-cao-cua-may-toan-dac-leica-the-he-moi',
			'cat_id' => '40',
			'price' => '0',
			'type' => 'new',
			'shortdes' => '<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trong c&aacute;c m&aacute;y to&agrave;n đạc điện tử hiện nay, Leica FlexLine TS07 v&agrave; Leica FlexLine TS10 được Leica t&iacute;ch hợp th&ecirc;m&nbsp;t&iacute;nh năng tự đo chiều cao m&aacute;y &ndash; AutoHeight&nbsp;nhằm gi&uacute;p c&aacute;c kỹ sư l&agrave;m việc nhanh ch&oacute;ng v&agrave; ch&iacute;nh x&aacute;c hơn.</span></span>',
			'content' => '<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trong tất cả c&aacute;c chương tr&igrave;nh đo ứng dụng, khảo s&aacute;t với&nbsp;m&aacute;y to&agrave;n đạc điện tử, chiều cao m&aacute;y l&agrave; một trong những th&ocirc;ng tin kh&ocirc;ng thể thiếu để phần mềm m&aacute;y c&oacute; thể t&iacute;nh to&aacute;n v&agrave; cho ra kết quả của c&aacute;c b&agrave;i to&aacute;n kh&aacute;c nhau.<br />
<br />
Tuy nhi&ecirc;n, việc đo cao m&aacute;y bằng thước th&eacute;p truyền thống mang lại nhiều bất tiện như:</span></span></span><br />
<ul>
	<li>
		<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Qu&ecirc;n mang thước th&eacute;p khi ra thực địa</span></span></span></li>
	<li>
		<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Sai số lớn do qu&aacute; tr&igrave;nh đo bằng tay</span></span></span></li>
	<li>
		<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Nhập cao m&aacute;y bằng tay đ&ocirc;i khi nhầm lẫn</span></span></span></li>
	<li>
		<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Mất nhiều thời gian</span></span></span></li>
</ul>
<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trải qua hơn 200 năm ph&aacute;t triển trong lĩnh vực đo đạc trắc địa,&nbsp;Leica Geosystems&nbsp;thấu hiểu những kh&oacute; khăn m&agrave; người sử dụng gặp phải. Năm 2020,&nbsp;h&atilde;ng đ&atilde; cho ra đời t&iacute;nh năng AutoHeight ( Tự đo chiều cao m&aacute;y chỉ với một n&uacute;t bấm hay chấm b&uacute;t&nbsp; đơn giản). T&iacute;nh năng n&agrave;y mang lại sự kh&aacute;c biệt so với phần c&ograve;n lại &ndash; Giải quyết triệt để c&aacute;c vấn đề li&ecirc;n quan đến việc đo chiều cao trạm m&aacute;y bằng phương ph&aacute;p truyền thống.&nbsp;</span></span></span><br />
<br />
<h2>
	<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>1. Tổng quan về chức năng Auto Height</strong></span></span></span></h2>
<br />
<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Như đ&atilde; biết, khi thiết lập v&agrave; định hướng trạm m&aacute;y, c&aacute;c kỹ sư phải bật tia laser dọi t&acirc;m để c&acirc;n bằng m&aacute;y một c&aacute;ch ch&iacute;nh x&aacute;c.<br />
Tuy nhi&ecirc;n, nh&agrave; sản xuất Leica lại cải tiến lu&ocirc;n tia laser dọi t&acirc;m n&agrave;y bằng một tia laser c&oacute; chức năng&nbsp;đo EDM, vừa l&agrave; một tia đỏ c&ocirc;ng suất lớn c&oacute; thể nh&igrave;n thấy, vừa c&oacute; thể đo khoảng c&aacute;ch bằng cơ chế đo EDM.<br />
Modul đo cao m&aacute;y tự động c&oacute; chỉ ti&ecirc;u kỹ thuật cao, đ&aacute;p ứng được c&aacute;c chỉ ti&ecirc;u trong qu&aacute; tr&igrave;nh đo đạc:</span></span></span><br />
<ul>
	<li>
		<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Độ ch&iacute;nh x&aacute;c 1mm&nbsp;</span></span></span></li>
	<li>
		<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Phạm vi đo từ 0,7 đến đến 2,7m</span></span></span></li>
	<li>
		<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tốc độ đo ti&ecirc;u dưới 3s</span></span></span></li>
</ul>
<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/do-cao-may-bang-thuoc-thep.jpg" style="width: 680px; height: 484px;" /></span></span><br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">&nbsp;</span></span></span><br />
<h2>
	<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>2. Ưu điểm của t&iacute;nh năng Auto Height</strong></span></span></span></h2>
<br />
<li>
	<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kh&ocirc;ng mất thời gian trong như khi đo thước bằng tay.</span></span></span></li>
<li>
	<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Chiều cao m&aacute;y ch&iacute;nh x&aacute;c v&agrave; đ&aacute;ng tin cậy.</span></span></span></li>
<li>
	<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kh&ocirc;ng nhầm lẫn trong việc đọc v&agrave; nhập chiều cao m&aacute;y bằng tay.</span></span></span></li>
<li>
	<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kh&ocirc;ng cần c&oacute; th&ecirc;m dụng cụ để vận h&agrave;nh.</span></span></span></li>
<br />
<h2>
	<span style="color:#000000;"><strong><span style="font-size: 14px;"><span style="font-family: tahoma, geneva, sans-serif;">3. Một số lưu &yacute; khi thao t&aacute;c t&iacute;nh năng&nbsp; AutoHeight</span></span></strong></span></h2>
<p>
	<br />
	<span style="color:#000000;"><span style="font-size: 14px;"><span style="font-family: tahoma, geneva, sans-serif;">- Qu&aacute; tr&igrave;nh bấm đo, c&oacute; thể c&oacute; ph&aacute;t sinh v&agrave; phần mềm th&ocirc;ng minh sẽ xuất hiện cảnh b&aacute;o.&nbsp; C&aacute;c cảnh b&aacute;o n&agrave;y gi&uacute;p ta biết cường độ phản xạ t&iacute;n hiệu đo qu&aacute; mạnh hoặc cần phải giảm cường độ ph&aacute;t t&iacute;n hiệu.<br />
	- Ch&acirc;n m&aacute;y để bị nghi&ecirc;ng hoặc sau khi c&acirc;n m&aacute;y, tia đo bị vướng ốc giữ m&aacute;y, m&agrave;n h&igrave;nh nhắc cho ta quay th&acirc;n m&aacute;y 180 độ để tho&aacute;t ra khắc phục v&agrave; đo tiếp.<br />
	- Khi thực hiện c&ocirc;ng t&aacute;c đo tr&ecirc;n địa h&igrave;nh như: ruộng nước hay b&ugrave;n nh&atilde;o, n&oacute; hấp thụ tia ph&aacute;t n&ecirc;n kh&ocirc;ng đo được. Ta c&oacute; thể khắc phục bằng c&aacute;ch đặt vật cứng v&agrave;o điểm dọi.</span></span></span></p>
<ul>
</ul>
<br />
<span style="color:#000000;"><iframe allow="accelerometer; autoplay; clipboard-write; encrypted-media; gyroscope; picture-in-picture" allowfullscreen="" frameborder="0" height="480" src="https://www.youtube.com/embed/H0T3O_ikSi8" title="YouTube video player" width="680"></iframe></span>
<p>
	&nbsp;</p>
<h2>
	<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">4.</span></span>&nbsp;<strong style="color: rgb(51, 51, 51); font-family: arial; font-size: 31.5px; text-align: justify; margin: 0px; padding: 0px;"><span style="margin: 0px; padding: 0px; font-size: 14px;"><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;">Địa chỉ mua m&aacute;y to&agrave;n đạc điện tử uy t&iacute;n</span></span></strong></span></h2>
<p style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); font-family: arial; font-size: 13px; text-align: justify;">
	<br style="margin: 0px; padding: 0px;" />
	<span style="color:#000000;"><span style="margin: 0px; padding: 0px; font-size: 14px;"><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;">C&Ocirc;NG TY CP C&Ocirc;NG NGHỆ V&Agrave; TM TH&Agrave;NH ĐẠT chuy&ecirc;n nhập khẩu, cung cấp v&agrave; chuyển giao c&ocirc;ng nghệ c&aacute;c loại m&aacute;y to&agrave;n đạc điện tử của c&aacute;c h&atilde;ng LEICA, NIKON, TOPCON, TRIMPLE, GEOMAX, SOKKIA, PENTAX phục vụ c&ocirc;ng t&aacute;c khảo s&aacute;t, thiết kế, x&acirc;y dựng v&agrave; đo vẽ bản đồ uy t&iacute;n l&acirc;u năm tr&ecirc;n to&agrave;n quốc.&nbsp;</span></span></span></p>
<div style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); font-family: arial; font-size: 13px; text-align: justify; line-height: 20px;">
	<br style="margin: 0px; padding: 0px;" />
	<span style="color:#000000;"><span style="margin: 0px; padding: 0px; font-size: 14px;"><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;">Với hơn 20 năm kinh nghiệm c&ugrave;ng</span></span><span style="margin: 0px; padding: 0px;">&nbsp;</span><span style="margin: 0px; padding: 0px; font-size: 14px;"><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;">đội ngũ nh&acirc;n vi&ecirc;n, kỹ thuật vi&ecirc;n năng động, c&oacute; tr&igrave;nh độ cao&nbsp;</span></span><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif; font-size: 14px;">ch&uacute;ng t&ocirc;i&nbsp;tự h&agrave;o v&agrave; tin tưởng Qu&yacute; kh&aacute;ch h&agrave;ng sẽ h&agrave;i l&ograve;ng khi sử dụng c&aacute;c sản phẩm v&agrave; dịch vụ do ch&uacute;ng t&ocirc;i cung cấp.</span></span></div>
<p style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); font-family: arial; font-size: 13px; text-align: justify;">
	<br style="margin: 0px; padding: 0px;" />
	<span style="color:#000000;"><span style="margin: 0px; padding: 0px; font-size: 14px;"><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;"><u style="margin: 0px; padding: 0px;"><strong style="margin: 0px; padding: 0px;">Li&ecirc;n hệ:&nbsp;</strong></u><br style="margin: 0px; padding: 0px;" />
	<br style="margin: 0px; padding: 0px;" />
	Số 145 L&aacute;ng Hạ, Đống Đa, H&agrave; Nội<br style="margin: 0px; padding: 0px;" />
	Số 5/161 Nguyễn Tu&acirc;n. Thanh Xu&acirc;n, H&agrave; Nội<br style="margin: 0px; padding: 0px;" />
	Tel: 024.37764930<br style="margin: 0px; padding: 0px;" />
	Hotline: 0913051734 (call/imesage/zalo)<br style="margin: 0px; padding: 0px;" />
	Website:&nbsp;</span></span></span><span style="margin: 0px; padding: 0px; font-size: 14px;"><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;"><a href="http://www.tracdiathanhdat.vn/?fbclid=IwAR3altI5BIG46Mm2_6oxBl-TQxXGfXGEm4M1GUGsoDeNELr3WrYUlO7g2jk" style="margin: 0px; padding: 0px; color: rgb(74, 75, 75); text-decoration-line: none; transition: color 0.2s linear 0s; font-size: 13px;" target="_blank"><span style="color:#000000;">www.tracdiathanhdat.vn</span></a><br style="margin: 0px; padding: 0px;" />
	<span style="color:#000000;"> Email: tracdiathanhdat@gmail.com<br style="margin: 0px; padding: 0px;" />
	<br style="margin: 0px; padding: 0px;" />
	<strong style="margin: 0px; padding: 0px;">@ Lu&ocirc;n&nbsp;đồng h&agrave;nh c&ugrave;ng bạn!</strong></span></span></span></p>
<ul>
</ul>
',
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			'id' => '651',
			'name' => 'Máy thuỷ bình Leica Sprinter 250m',
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			'shortdes' => '<span style="color:#000000;"><span style="box-sizing: border-box; font-family: Roboto, sans-serif; font-size: 14px;">M&aacute;y thủy chuẩn Leica Sprinter 250M</span><span style="font-family: Roboto, sans-serif; font-size: 14px;">&nbsp;l&agrave; thiết bị đo cảm biến độ cao của h&atilde;ng&nbsp;</span><span style="box-sizing: border-box; font-family: Roboto, sans-serif; font-size: 14px;">Leica</span><span style="font-family: Roboto, sans-serif; font-size: 14px;">, được sử dụng cho c&aacute;c c&ocirc;ng t&aacute;c đo ch&ecirc;nh cao, truyền dẫn cao độ, t&iacute;nh to&aacute;n cao độ &ndash; khối lượng san lắp với độ ch&iacute;nh x&aacute;c cao do hạn chế được c&aacute;c sai số kh&aacute;ch quan.</span></span>',
			'content' => '<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="box-sizing: border-box; text-align: justify;">M&aacute;y thủy b&igrave;nh điện tử Leica Sprinter 250M</span><span style="text-align: justify;">&nbsp;cho ph&eacute;p người sử dụng thực hiện c&ocirc;ng việc một c&aacute;ch nhanh ch&oacute;ng v&agrave; hiệu quả. Giao diện USB (ở m&aacute;y 150M v&agrave; 250M). Menu giao diện dễ sử dụng.&nbsp;</span><span style="box-sizing: border-box; text-align: justify;">M&aacute;y thủy b&igrave;nh</span><span style="text-align: justify;">&nbsp;</span><span style="box-sizing: border-box; text-align: justify;">Leica Sprinter 250M&nbsp;</span><span style="text-align: justify;">tự động t&iacute;nh to&aacute;n chiều cao v&agrave; chiều cao c&ocirc;ng tr&igrave;nh. C&aacute;c ứng dụng cho san lấp mặt bằng. Lưu trữ l&ecirc;n tới 1000 điểm đo, tải về v&agrave; chuyển dữ liệu qua USB v&agrave; PC. Tăng năng suất. Giảm thiểu lỗi do con người. Hoạt động trong điều kiện &aacute;nh s&aacute;ng thấp.</span><br />
<br />
Với&nbsp;thiết&nbsp;kế&nbsp;hiện&nbsp;đại, gọn nhẹ, thao t&aacute;c&nbsp;sử&nbsp;dụng kh&aacute;&nbsp;đơn giản&nbsp;m&aacute;y&nbsp;thuỷ&nbsp;b&igrave;nh&nbsp;điện tử&nbsp;Leica Sprinter 250M&nbsp;đang l&agrave;&nbsp;sự&nbsp;lựa chọn h&agrave;ng&nbsp;đầu&nbsp;của&nbsp;c&aacute;c&nbsp;kỹ&nbsp;sư&nbsp;trắc&nbsp;địa.<br />
<br />
<strong>1. Những ưu điểm của m&aacute;y thủy b&igrave;nh Leica Sprinter 250M.</strong></span></span></span><br />
<br />
<ul>
	<li>
		<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Ngắm v&agrave; bắt mục ti&ecirc;u nhanh:&nbsp;</strong>Được trang bị lăng k&iacute;nh chất lượng h&agrave;ng đầu, gia c&ocirc;ng tr&ecirc;n d&acirc;y chuyền hiện đại, h&igrave;nh ảnh của Leica Sprinter 250M sắc n&eacute;t, r&otilde; r&agrave;ng, gi&uacute;p ngắm v&agrave; bắt mục ti&ecirc;u nhanh ch&oacute;ng, th&uacute;c đẩy tiến đọ l&agrave;m việc.</span></span></span></li>
	<li>
		<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>N&uacute;t bấm tiện lợi:&nbsp;</strong>N&uacute;t bấm đo được đặt b&ecirc;n phải của m&aacute;y, giống như một ph&iacute;m đo nhanh tr&ecirc;n m&aacute;y to&agrave;n đạc. Chỉ 1 lần bấm, kết quả sẽ hiển thị tr&ecirc;n m&agrave;n h&igrave;nh.</span></span></span></li>
	<li>
		<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Kh&ocirc;ng cần đọc mia:&nbsp;</strong>Kh&aacute;c với mia nh&ocirc;m của m&aacute;y thủy b&igrave;nh cơ, mia d&agrave;nh cho m&aacute;y thủy b&igrave;nh điện tử Leica Sprinter 250M c&oacute; c&aacute;c m&atilde; vạch gi&uacute;p m&aacute;y tự động đọc v&agrave; ph&acirc;n t&iacute;ch số liệu, v&agrave; hiển thị tr&ecirc;n m&agrave;n h&igrave;nh LCD. Điều n&agrave;y khiến việc đo đạc tiện lợi, v&agrave; kh&ocirc;ng bao giờ ph&aacute;t sinh sai số</span></span></span></li>
	<li>
		<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>T&iacute;nh to&aacute;n tự động:&nbsp;</strong>Với Leica Sprinter 250M, bạn kh&ocirc;ng cần mang theo giấy b&uacute;t hay m&aacute;y t&iacute;nh ra c&ocirc;ng trường, bởi phần mềm đ&atilde; tự t&iacute;nh to&aacute;n kết quả cho bạn, việc bạn cần l&agrave;m l&agrave; xem số liệu hiển thị tr&ecirc;n m&agrave;n h&igrave;nh</span></span></span></li>
	<li>
		<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>C&oacute; bộ nhớ:&nbsp;</strong>Bộ nhớ trong của Leica Sprinter 250M ghi lại được 1000 điểm đo, hỗ trợ tr&uacute;t số liệu v&agrave; m&aacute;y t&iacute;nh th&ocirc;ng qua c&aacute;p v&agrave; phần mềm chuy&ecirc;n dụng.</span></span></span></li>
</ul>
<br />
<br />
<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>2. Độ&nbsp;ch&iacute;nh x&aacute;c&nbsp;của&nbsp;m&aacute;y thuỷ b&igrave;nh điện tử Leica&nbsp;Sprinter250M.</strong><br />
<br />
<strong>Đo cao</strong></span></span></span><br />
<ul>
	<li>
		<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Độ ch&iacute;nh x&aacute;c đo điện tử: 1.0/0.7 mm</span></span></span></li>
	<li>
		<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Độ ch&iacute;nh x&aacute;c đo quang học bằng mia: 2.5mm</span></span></span></li>
	<li>
		<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đo đơn: Ti&ecirc;u chuẩn: 0.6mm (điện tử) v&agrave; 1.2mm (quang học) ở cự li 30m</span></span></span></li>
</ul>
<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Đo khoảng c&aacute;ch</strong></span></span></span><br />
<ul>
	<li>
		<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Độ ch&iacute;nh x&aacute;c: 10mm với D&le;10m</span></span></span></li>
	<li>
		<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Dải đo: 2-100m (điện tử)</span></span></span></li>
</ul>
<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Th&ocirc;ng số kh&aacute;c</strong></span></span></span><br />
<ul>
	<li>
		<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Chế độ đo: Đo li&ecirc;n tục, đo từng điểm</span></span></span></li>
	<li>
		<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Thời gian đo: &lt; 3 gi&acirc;y</span></span></span></li>
	<li>
		<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Độ ph&oacute;ng đại: 24X</span></span></span></li>
	<li>
		<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Bộ nhớ: 2000 điểm</span></span></span></li>
</ul>
<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Th&ocirc;ng số vật l&yacute;</strong></span></span></span><br />
<ul>
	<li>
		<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Chống bụi nước: IP55</span></span></span></li>
	<li>
		<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Nguồn điện: Pin AA (4 x LR6/AA/AM3 1.5 V)</span></span></span></li>
	<li>
		<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trọng lượng: &lt; 2.5kg</span></span></span></li>
	<li>
		<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">K&iacute;ch thước:&nbsp;11 &times; 7 &times; 8 inch</span></span></span></li>
</ul>
<br />
<img alt="" src="/admin/webroot/upload/image/images/Leica_Sprinter_150M_250M_pic_2360x714(1).jpg" style="width: 1000px; height: 303px;" /><br />
<br />
<div style="margin: 0px; padding: 0px; max-width: 100%; color: rgb(51, 51, 51); font-family: arial; font-size: 13px; text-align: justify;">
	<span style="margin: 0px; padding: 0px; font-size: 20px;"><span style="margin: 0px; padding: 0px; font-family: &quot;Roboto Condensed&quot;, sans-serif;"><strong style="margin: 0px; padding: 0px;"><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;"><a href="https://tracdiathanhdat.vn/may-thuy-binh-dien-tu" style="margin: 0px; padding: 0px; color: rgb(74, 75, 75); text-decoration-line: none; transition: color 0.2s linear 0s; font-size: 13px; outline: 0px;"><span style="margin: 0px; padding: 0px; color: rgb(0, 0, 0);">M&aacute;y thủy b&igrave;nh gi&aacute; tốt nhất thị trường!</span></a></span></strong></span></span></div>
<p style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); font-family: arial; font-size: 13px; text-align: justify;">
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	<span style="margin: 0px; padding: 0px; font-family: &quot;Roboto Condensed&quot;, sans-serif; font-size: 14px;"><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;"><span style="margin: 0px; padding: 0px; color: rgb(204, 51, 0);">&gt;&gt;&gt; Cần tư vấn hay hỗ trợ li&ecirc;n hệ trực tiếp với ch&uacute;ng t&ocirc;i qua số điện thoại:&nbsp;</span><strong style="margin: 0px; padding: 0px; color: rgb(204, 51, 0);">0913 051 734/ 0942 288 388</strong><br style="margin: 0px; padding: 0px; color: rgb(204, 51, 0);" />
	<br style="margin: 0px; padding: 0px; color: rgb(204, 51, 0);" />
	<span style="margin: 0px; padding: 0px; color: rgb(204, 51, 0);">FanPage Facebook :&nbsp;</span><strong style="margin: 0px; padding: 0px; color: rgb(204, 51, 0);">Trắc Địa Th&agrave;nh Đạt</strong><br style="margin: 0px; padding: 0px; color: rgb(204, 51, 0);" />
	<br style="margin: 0px; padding: 0px; color: rgb(204, 51, 0);" />
	<span style="margin: 0px; padding: 0px; color: rgb(204, 51, 0);">Địa chỉ trực tiếp: 145 L&aacute;ng Hạ &ndash; Đống Đa &ndash; H&agrave; Nội</span></span></span></p>
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			'price' => '0',
			'type' => 'new',
			'shortdes' => '<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">C&ugrave;ng ch&uacute;ng t&ocirc;i t&igrave;m hiểu về cao độ trong khảo s&aacute;t v&agrave; x&acirc;y dựng nh&eacute;.</span></span>',
			'content' => '<h2>
	<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>I. Kh</strong>&aacute;i niệm cao&nbsp;độ trong khảo s&aacute;t v&agrave; x&acirc;y dựng</span></span></span></h2>
<br />
<h3>
	<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>1. Cao độ trong khảo s&aacute;t trắc địa, đo vẽ bản đồ&nbsp;</strong></span></span></span></h3>
<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">L&agrave; độ cao của một điểm trong kh&ocirc;ng gian, l&agrave; khoảng c&aacute;ch thẳng đứng (theo chiều lực h&uacute;t hấp dẫn) từ điểm đ&oacute; đến một mặt chuẩn. Mặt chuẩn c&oacute; thể l&agrave; một mặt phẳng hoặc mặt cong, c&oacute; thể l&agrave; mặt cố định hoặc mặt giả định bất kỳ, th&ocirc;ng thường l&agrave; mực nước biển (bỏ qua biến động do thủy triều), một mặt c&oacute; h&igrave;nh Ellipsoid tr&ograve;n xoay.<br />
<br />
Trong c&ocirc;ng t&aacute;c khảo s&aacute;t, cao độ gi&uacute;p thể hiện độ cao của vị tr&iacute; cần đo, gi&uacute;p vẽ c&aacute;c bản đồ trong kh&ocirc;ng gian 3 chiều, đường đồng mức.<br />
<br />
K&yacute; hiệu của cao độ trong c&ocirc;ng t&aacute;c đo vẽ bản đồ l&agrave; V (vertical)<br />
<br />
</span></span></span>
<h3>
	<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>2. Cao độ trong x&acirc;y dựng&nbsp;</strong></span></span></span></h3>
<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">C&ograve;n được gọi với c&aacute;i t&ecirc;n kh&aacute;c l&agrave; &ldquo;cốt&rdquo; c&ocirc;ng tr&igrave;nh (<span style="box-sizing: border-box; font-weight: bolder;">cos</span>).&nbsp;Cao độ trong x&acirc;y dựng l&agrave; khoảng c&aacute;ch t&iacute;nh từ mặt phẳng l&agrave;m chuẩn (V&iacute; dụ như s&agrave;n tầng 1) đến một vị tr&iacute; kh&aacute;c (cao hoặc thấp hơn). Cao độ được t&iacute;nh bằng m&eacute;t, độ ch&iacute;nh x&aacute;c lấy đến 3 chữ số sau dấu phẩy.&nbsp;Cao độ trong x&acirc;y dựng l&agrave; nghi&ecirc;n cứu v&agrave; đo đạc chi tiết độ cao, hướng dốc, độ dốc của khu vực chuẩn bị x&acirc;y dựng.<br />
<br />
K&yacute; hiệu của cao độ l&agrave; h&igrave;nh tam gi&aacute;c đều, nửa trắng nửa đen c&oacute; ch&uacute; th&iacute;ch số b&ecirc;n tr&ecirc;n. Mặt chuẩn được quy định c&oacute; cao độ l&agrave; &plusmn;0.000. C&aacute;c vị tr&iacute; cao hơn s&agrave;n chuẩn sẽ c&oacute; cao độ dương, c&aacute;c vị tr&iacute; thấp hơn mức chuẩn l&agrave; cao độ &acirc;m.<br />
<br />
Trong x&acirc;y dựng, cao độ l&agrave; chỉ số bắt buộc phải c&oacute;. Khi c&oacute; chỉ số cao độ ch&iacute;nh x&aacute;c, ch&uacute;ng ta mới c&oacute; thể thiết kế được c&aacute;c c&ocirc;ng tr&igrave;nh nh&agrave; ở, quy hoạch được c&aacute;c c&ocirc;ng tr&igrave;nh phụ trợ: hệ thống giao th&ocirc;ng, cống tho&aacute;t nước, hệ thống đường ống&hellip; Từ đ&oacute; gi&uacute;p tăng cường hiệu quả chống ngập &uacute;ng, bố tr&iacute; quy hoạch ph&ugrave; hợp với địa h&igrave;nh.&nbsp;</span></span></span><br />
<h2>
	<br />
	<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>II.&nbsp;</strong>Đo cao&nbsp;độ trong khảo s&aacute;t v&agrave; x&acirc;y dựng&nbsp;</span></span></span></h2>
<h3>
	<br />
	<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>1. Đo cao độ trong khảo s&aacute;t</strong></span></span></span></h3>
<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trong khảo s&aacute;t, đo vẽ bản đồ, người ta c&oacute; 2 c&aacute;ch ch&iacute;nh để đo cao độ:<br />
<br />
<strong>C&aacute;ch 1</strong>: Sử dụng&nbsp;m&aacute;y RTK&nbsp;<br />
<br />
Phưong ph&aacute;p n&agrave;y c&oacute; kết quả cao độ một c&aacute;ch nhanh ch&oacute;ng do c&aacute;c m&aacute;y RTK sẽ trực tiếp cho kết quả về kinh độ, vĩ độ, cao độ của điểm đo, v&agrave; đ&aacute;nh dấu điểm đo trực tiếp l&ecirc;n bản đồ theo hệ tọa độ được chọn sẵn.<br />
Nhược điểm của phương ph&aacute;p n&agrave;y l&agrave; sai số lớn, l&ecirc;n tới v&agrave;i centimet v&agrave; độ ổn định kh&ocirc;ng cao, do m&aacute;y phải thu được t&iacute;n hiệu GNSS mới cho kết quả, v&agrave; t&iacute;n hiệu mạnh hay yếu t&ugrave;y thuộc v&agrave;o yếu tố thời tiết, địa h&igrave;nh.</span></span></span><br />
<p style="text-align: center;">
	<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/367405302_690494259784809_1127747524179412209_n.jpg" style="width: 720px; height: 405px;" /></span></span></span></p>
<br />
<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>C&aacute;ch 2</strong>: Sử dụng m&aacute;y to&agrave;n đạc điện tử<br />
<br />
Người ta sử dụng m&aacute;y to&agrave;n đạc điện tử để dẫn cao độ từ c&aacute;c mốc tọa độ chuẩn về điểm cần đo, từ đ&oacute; x&aacute;c định tọa độ, cao độ v&agrave; đ&aacute;nh dấu l&ecirc;n bản đồ.<br />
Ưu điểm của phương ph&aacute;p n&agrave;y l&agrave; độ ch&iacute;nh x&aacute;c cao, l&ecirc;n tới h&agrave;ng milimet, nhưng nhược điểm l&agrave; mất nhiều c&ocirc;ng sức, thời gian thực hiện l&acirc;u.&nbsp;</span></span></span><br />
<p style="text-align: center;">
	<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/409378989_684998143763641_96936762872538900_n.jpg" style="width: 720px; height: 480px;" /></span></span></span></p>
<br />
<h3>
	<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>2.&nbsp; Đo cao độ trong x&acirc;y dựng</strong></span></span></span></h3>
<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">X&acirc;y dựng chi tiết cần độ ch&iacute;nh x&aacute;c gần như tuyệt đối, v&agrave; khu vực đo hẹp hơn, c&oacute; sẵn mặt chuẩn, v&igrave; thế người ta sử dụng c&ocirc;ng cụ đo l&agrave;&nbsp;m&aacute;y thủy b&igrave;nh.</span></span><br />
<span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">Trong x&acirc;y dựng, người ta cũng sử dụng m&aacute;y to&agrave;n đạc để đo cao độ, nhưng kết quả chỉ d&ugrave;ng để tham khảo, kh&ocirc;ng được d&ugrave;ng để trực tiếp đo vẽ v&agrave; thi c&ocirc;ng.</span><br />
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">So với m&aacute;y RTK v&agrave; m&aacute;y to&agrave;n đạc, m&aacute;y thủy b&igrave;nh c&oacute; gi&aacute; rẻ hơn, cấu tạo đơn giản hơn, nhưng đo cao độ lại mang về kết quả ch&iacute;nh x&aacute;c gần như tuyệt đối do việc đo đạc l&agrave; trực tiếp đọc độ cao tr&ecirc;n mia.&nbsp;<br />
<br />
Việc tiến h&agrave;nh đo đạc cao độ trong x&acirc;y dựng c&oacute; vai tr&ograve; v&ocirc; c&ugrave;ng quan trọng. Đ&acirc;y ch&iacute;nh l&agrave; chỉ số c&oacute; ảnh hưởng đến to&agrave;n bộ c&aacute;c thiết kế c&ocirc;ng tr&igrave;nh tr&ecirc;n mảnh đất đ&oacute; sau n&agrave;y. Việc x&aacute;c định được ch&iacute;nh x&aacute;c cao độ sẽ gi&uacute;p cho qu&aacute; tr&igrave;nh quy hoạch diễn ra thuận lợi v&agrave; c&oacute; tiến độ nhanh hơn.<br />
<br />
Khi c&oacute; chỉ số cao độ ch&iacute;nh x&aacute;c, ch&uacute;ng ta mới c&oacute; thể thiết kế được c&aacute;c c&ocirc;ng tr&igrave;nh nh&agrave; ở, quy hoạch được c&aacute;c c&ocirc;ng tr&igrave;nh phụ trợ: hệ thống giao th&ocirc;ng, cống tho&aacute;t nước, hệ thống đường ống&hellip; Từ đ&oacute; gi&uacute;p tăng cường hiệu quả chống ngập &uacute;ng, bố tr&iacute; quy hoạch ph&ugrave; hợp với địa h&igrave;nh.</span></span><br />
<br />
</span>
<p style="text-align: center;">
	<span style="color:#000000;"><img alt="" src="/admin/webroot/upload/image/images/How the total station work 2(1).png" style="color: rgb(0, 0, 0); font-family: tahoma, geneva, sans-serif; font-size: 14px; width: 512px; height: 512px;" /></span></p>
<h2>
	<br />
	<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>III. Tham khảo c&aacute;ch đo cao độ bằng m&aacute;y thuỷ b&igrave;nh</strong></span></span></span></h2>
<br />
<br />
<p style="text-align: center;">
	<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/NIKON-AX-2s_[27723]_1200(1).jpg" style="width: 600px; height: 450px;" /></span></span></span></p>
<br />
<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Việc đo cao độ bằng m&aacute;y thủy b&igrave;nh ch&iacute;nh l&agrave; t&igrave;m ra sự ch&ecirc;nh lệch về độ cao giữa c&aacute;c điểm được quy định sẵn. Từ đ&oacute; ch&uacute;ng ta sẽ t&iacute;nh ra được cao độ của vị tr&iacute; cần đo. C&aacute;ch đo n&agrave;y được &aacute;p dụng phổ biến tại c&aacute;c c&ocirc;ng tr&igrave;nh quy hoạch đ&ocirc; thị hiện nay.<br />
<br />
Việc đo cao độ bằng m&aacute;y thủy b&igrave;nh được tiến h&agrave;nh qua c&aacute;c bước sau:</span></span></span><br />
<br />
<ul>
	<li>
		<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">X&aacute;c định vị tr&iacute; đặt m&aacute;y thủy b&igrave;nh</span></span></span></li>
</ul>
<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">T&ugrave;y thuộc v&agrave;o từng địa h&igrave;nh kh&aacute;c nhau m&agrave; ch&uacute;ng ta sẽ c&oacute; những vị tr&iacute; cần đo cao độ kh&aacute;c nhau. Tuy nhi&ecirc;n khi lựa chọn vị tr&iacute; đặt m&aacute;y thủy b&igrave;nh ch&uacute;ng ta cần chọn địa điểm c&oacute; độ cao cao hơn vị tr&iacute; l&agrave;m mốc. Vị tr&iacute; đặt m&aacute;y cần c&oacute; nền đất kh&ocirc; r&aacute;o, kh&ocirc;ng bị sụt l&uacute;n. Gi&aacute; của m&aacute;y thủy b&igrave;nh phải được đặt chắc chắn v&agrave; c&acirc;n bằng.</span></span></span><br />
<ul>
	<li>
		<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tiến h&agrave;nh đo cao độ</span></span></span></li>
</ul>
<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Người đo sẽ ngắm c&aacute;c điểm hiện l&ecirc;n nhờ mia, sau đ&oacute; điều chỉnh sao cho h&igrave;nh ảnh hiển thị r&otilde; r&agrave;ng nhất. Th&ocirc;ng số tr&ecirc;n mia được đọc theo h&agrave;ng m v&agrave; h&agrave;ng dm, mỗi khoảng đen trắng đỏ tr&ecirc;n mia tương ứng l&agrave; 0.1 dm. Cuối c&ugrave;ng dựa v&agrave;o c&aacute;c chỉ số để t&iacute;nh to&aacute;n ch&uacute;ng ta sẽ cho ra được chỉ số cao độ cuối c&ugrave;ng.</span></span></span><br />
<br />
<h2 id="4-&nbsp;dia-chi-mua-may-toan-dac-dien-tu-uy-tin" style="margin: 0px; padding: 0px; font-family: arial; line-height: 19px; color: rgb(51, 51, 51); text-rendering: optimizelegibility; font-size: 31.5px; text-align: justify;">
	<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="margin: 0px; padding: 0px;"><span style="margin: 0px; padding: 0px;">IV.</span></span>&nbsp;<strong style="margin: 0px; padding: 0px;"><span style="margin: 0px; padding: 0px;"><span style="margin: 0px; padding: 0px;">Địa chỉ mua m&aacute;y thủy</span></span></strong>&nbsp;b&igrave;nh (thủy chuẩn) uy t&iacute;n</span></span></span></h2>
<p style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); font-family: arial; font-size: 13px; text-align: justify;">
	&nbsp;</p>
<p style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); font-family: arial; font-size: 13px; text-align: justify;">
	<span style="color:#000000;"><span style="margin: 0px; padding: 0px; font-size: 14px;"><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;">C&Ocirc;NG TY CP C&Ocirc;NG NGHỆ V&Agrave; TM TH&Agrave;NH ĐẠT chuy&ecirc;n nhập khẩu, cung cấp v&agrave; chuyển giao c&ocirc;ng nghệ c&aacute;c loại&nbsp;</span></span><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">m&aacute;y thủy b&igrave;nh</span><span style="font-size: 14px;"><span style="font-family: tahoma, geneva, sans-serif;">&nbsp;(thủy chuẩn)&nbsp;</span></span><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">của c&aacute;c h&atilde;ng LEICA, NIKON, TOPCON, TRIMPLE, GEOMAX, SOKKIA, PENTAX phục vụ c&ocirc;ng t&aacute;c khảo s&aacute;t, thiết kế, x&acirc;y dựng v&agrave; đo vẽ bản đồ uy t&iacute;n l&acirc;u năm tr&ecirc;n to&agrave;n quốc.</span></span></p>
<p style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); font-family: arial; font-size: 13px; text-align: justify;">
	&nbsp;</p>
<p style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); font-family: arial; font-size: 13px; text-align: justify;">
	<span style="color:#000000;"><span style="margin: 0px; padding: 0px; font-size: 14px;"><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;">Với hơn 20 năm kinh nghiệm c&ugrave;ng</span></span><span style="margin: 0px; padding: 0px;">&nbsp;</span><span style="margin: 0px; padding: 0px; font-size: 14px;"><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;">đội ngũ nh&acirc;n vi&ecirc;n, kỹ thuật vi&ecirc;n năng động, c&oacute; tr&igrave;nh độ cao&nbsp;</span></span><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif; font-size: 14px;">ch&uacute;ng t&ocirc;i&nbsp;tự h&agrave;o v&agrave; tin tưởng Qu&yacute; kh&aacute;ch h&agrave;ng sẽ h&agrave;i l&ograve;ng khi sử dụng c&aacute;c sản phẩm v&agrave; dịch vụ do ch&uacute;ng t&ocirc;i cung cấp.</span></span></p>
<p style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); font-family: arial; font-size: 13px; text-align: justify;">
	&nbsp;</p>
<p style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); font-family: arial; font-size: 13px; text-align: justify;">
	<span style="color:#000000;"><u style="font-family: tahoma, geneva, sans-serif; font-size: 14px; margin: 0px; padding: 0px;"><strong style="margin: 0px; padding: 0px;">Li&ecirc;n hệ:&nbsp;</strong></u></span></p>
<p style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); font-family: arial; font-size: 13px; text-align: justify;">
	<br style="margin: 0px; padding: 0px;" />
	<span style="color:#000000;"><span style="margin: 0px; padding: 0px; font-size: 14px;"><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;">Số 145 L&aacute;ng Hạ, Đống Đa, H&agrave; Nội<br style="margin: 0px; padding: 0px;" />
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			'meta_key' => 'Chuyên cung cấp máy định vị vệ tinh GPS RTK, máy thủy bình, máy toàn đạc điện tử, UAV, ống nhòm, máy định vị GPS cầm tay, ... chính hãng, uy tín, giá tốt hàng đầu tại Việt Nam! Hotline: 0913051734!',
			'meta_des' => 'Chuyên cung cấp máy định vị vệ tinh GPS RTK, máy thủy bình, máy toàn đạc điện tử, UAV, ống nhòm, máy định vị GPS cầm tay, ... chính hãng, uy tín, giá tốt hàng đầu tại Việt Nam! Hotline: 0913051734!',
			'created' => '2021-09-09',
			'modified' => '2026-02-01',
			'status' => '1',
			'view' => '24657',
			'slug' => 'cung-tim-hieu-ve-cao-do-trong-khao-sat-va-xay-dung',
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			'title_seo' => 'tin tức trắc địa, cập nhật xu hướng đo đạc mới, công nghệ đo đạc, thiết bị đo đạc hiện đại, mẹo kỹ thuật trắc địa, sai số đo đạc, hệ tọa độ VN-2000, GNSS, RTK, GPS trắc địa, phần mềm trắc địa, phần mềm GIS, SurPad, LandStar, Magnet Field, Leica Captivate, Trimble Access',
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	(int) 8 => array(
		'Post' => array(
			'id' => '648',
			'name' => 'Lựa chọn phương án đo RTK phù hợp cho dự án của bạn!',
			'code' => null,
			'alias' => 'lua-chon-phuong-an-do-rtk-phu-hop-cho-du-an-cua-ban',
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			'type' => 'new',
			'shortdes' => '<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Bạn đang băn khoăn về việc lựa chọn phương &aacute;n đo RTK n&agrave;o ph&ugrave; hợp nhất cho dự &aacute;n của bạn. C&ugrave;ng tham khảo một v&agrave;i &yacute; kiến của ch&uacute;ng t&ocirc;i nh&eacute;!</span></span>',
			'content' => '<h2>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>I. </strong><span id="cke_bm_372S" style="display: none;">&nbsp;</span><span style="display: none;">&nbsp;</span>Một v&agrave;i so s&aacute;nh giữa&nbsp;</span></span><strong style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">phương &aacute;n đo&nbsp;Radio với&nbsp;phương &aacute;n đo <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">tr</span></span></strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">ạm</span></span>&nbsp;<strong style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">CORS</strong></h2>
<h3>
	<br />
	<strong style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">1. Về phương &aacute;n đo Radio</strong></h3>
<p>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">- Radio c&oacute; những ưu điểm nổi bật sau:<br />
	&nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp;+ Độ trễ thu thấp<br />
	&nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp;+ T&iacute;n hiệu đo khỏe hơn đối với những vị tr&iacute; kh&oacute;, rậm rạp<br />
	&nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp;+ Đạt độ ch&iacute;nh x&aacute;c cao hơn về cao độ<br />
	&nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp;+ Đo được ở những vị tr&iacute; kh&ocirc;ng c&oacute; s&oacute;ng 3G, kh&ocirc;ng phụ thuộc v&agrave;o mạng, c&oacute; thể hoạt động độc lập<br />
	- Nhược điểm:<br />
	&nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp;+ Phải đầu tư th&ecirc;m trạm Base<br />
	&nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp;+ Khoảng c&aacute;ch đo bị giới hạn hơn (b&aacute;n k&iacute;nh từ 10-15km)</span></span><br />
	&nbsp;</p>
<h3>
	<strong style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">2. Về phương &aacute;n đo trạm CORS</strong></h3>
<p>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">- Ưu điểm của trạm CORS:<br />
	&nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp;+ Chỉ cần đầu tư 01 m&aacute;y Rover<br />
	&nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp;+ Kh&ocirc;ng giới hạn khoảng c&aacute;ch, c&oacute; thể đo được mọi vị tr&iacute; c&oacute; s&oacute;ng 3G v&agrave; c&oacute; t&iacute;n hiệu trạm CORS phủ đến<br />
	- Nhược điểm của trạm CORS:<br />
	&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp; + T&iacute;n hiệu đo kh&ocirc;ng khỏe bằng đo Radio<br />
	&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp; + Độ ch&iacute;nh x&aacute;c về độ cao thấp hơn đo Radio<br />
	&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp; + Chỉ đo được ở khu vực c&oacute; s&oacute;ng 3G v&agrave; c&oacute; t&iacute;n hiệu trạm CORS<br />
	&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp; + Phải trả ph&iacute; (trong tương lai, hiện tại đang cho miễn ph&iacute;)</span></span></p>
<h2>
	<br />
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>II. T&igrave;nh h&igrave;nh ph&acirc;n bổ trạm CORS hiện nay</strong></span></span></h2>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Theo đ&aacute;nh gi&aacute; của kh&aacute;ch h&agrave;ng th&igrave; hiện nay hệ thống trạm CORS Cục tương đối ổn định, t&iacute;n hiệu rất tốt. V&ugrave;ng phủ s&oacute;ng cũng tương đối rộng. Tuy nhi&ecirc;n độ ch&iacute;nh x&aacute;c tốt chỉ nằm trong c&aacute;c khu vực c&oacute; s&oacute;ng mạng lưới VRS hoặc IMAX. Độ ch&iacute;nh x&aacute;c về độ cao cũng chưa được tốt lắm. Nếu c&ocirc;ng tr&igrave;nh ở mức độ kh&ocirc;ng y&ecirc;u cầu qu&aacute; cao về cao độ th&igrave; d&ugrave;ng rất ổn.<br />
<br />
Dưới đ&acirc;y l&agrave; sơ đồ ph&acirc;n bố hệ thống trạm CORS Cục bản đồ.</span></span><br />
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/he-thong-tram-cors-viet-nam-2020(1).jpg" style="width: 600px; height: 800px;" /><br />
&nbsp;<br />
&gt;&gt;&gt; Tr&ecirc;n đ&acirc;y l&agrave; một v&agrave;i ph&acirc;n t&iacute;ch về ưu, nhược điểm của hai phương &aacute;n. Để lựa chọn th&igrave; anh (chị) n&ecirc;n c&acirc;n nhắc dựa tr&ecirc;n c&aacute;c ph&acirc;n t&iacute;ch tr&ecirc;n. Cụ thể:</span></span><br />
<br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trường hợp nhu cầu c&ocirc;ng việc kh&ocirc;ng y&ecirc;u cầu qu&aacute; cao về độ ch&iacute;nh x&aacute;c cao độ (đo địa ch&iacute;nh, địa h&igrave;nh tỷ lệ nhỏ); c&ocirc;ng tr&igrave;nh ở khu vực kh&ocirc;ng qu&aacute; kh&oacute; khăn th&igrave; lựa chọn Rover đo trạm CORS l&agrave; một giải ph&aacute;p hợp l&yacute;</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trường hợp c&aacute;c c&ocirc;ng tr&igrave;nh, dự &aacute;n ở khu vực kh&oacute; khăn, kh&ocirc;ng c&oacute; mạng 3G, 4G, kh&ocirc;ng nằm trong v&ugrave;ng phủ s&oacute;ng trạm CORS; hoặc y&ecirc;u cầu độ ch&iacute;nh x&aacute;c cao về độ cao (khảo s&aacute;t tuyến giao th&ocirc;ng, thủy lợi, đo bản đồ địa h&igrave;nh tỷ lệ lớn),.. th&igrave; lựa chọn đo Radio sẽ ph&ugrave; hợp hơn.</span></span></li>
</ul>
<h2>
	<br />
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">III.&nbsp;<span style="color: rgb(51, 51, 51); text-align: justify;">Địa chỉ mua m</span>&aacute;y định&nbsp; vị vệ tinh GNSS RTK<span style="color: rgb(51, 51, 51); text-align: justify;">&nbsp;uy t&iacute;n</span></span></span></h2>
<br style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); font-family: arial; font-size: 13px; text-align: justify;" />
<span style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); font-family: arial; text-align: justify; font-size: 14px;"><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;">C&Ocirc;NG TY CP C&Ocirc;NG NGHỆ V&Agrave; TM TH&Agrave;NH ĐẠT chuy&ecirc;n nhập khẩu, cung cấp v&agrave; chuyển giao c&ocirc;ng nghệ c&aacute;c loại m&aacute;y định vị vệ tinh GNSS RTK của c&aacute;c h&atilde;ng <strong>Leica, Topcon, Sokkia, E-Survey, Hi- Target, Foif,....</strong>&nbsp;phục vụ c&ocirc;ng t&aacute;c khảo s&aacute;t, đo vẽ bản đồ uy t&iacute;n l&acirc;u năm tr&ecirc;n to&agrave;n quốc. C&aacute;c loại m&aacute;y định vị vệ tinh GNSS RTk m&agrave; ch&uacute;ng t&ocirc;i ph&acirc;n phối phong ph&uacute; về chủng loại, đa dạng về mẫu m&atilde; ph&ugrave; hợp với từng đối tượng kh&aacute;ch h&agrave;ng.</span></span><br />
<br />
<span style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); font-family: arial; text-align: justify; font-size: 14px;"><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;">Với hơn 20 năm kinh nghiệm c&ugrave;ng</span></span><span style="color: rgb(51, 51, 51); font-family: arial; font-size: 13px; text-align: justify;">&nbsp;</span><span style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); font-family: arial; text-align: justify; font-size: 14px;"><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;">đội ngũ nh&acirc;n vi&ecirc;n, kỹ thuật vi&ecirc;n năng động, c&oacute; tr&igrave;nh độ cao&nbsp;</span></span><span style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); text-align: justify; font-family: tahoma, geneva, sans-serif; font-size: 14px;">ch&uacute;ng t&ocirc;i&nbsp;tự h&agrave;o v&agrave; tin tưởng Qu&yacute; kh&aacute;ch h&agrave;ng sẽ h&agrave;i l&ograve;ng khi sử dụng c&aacute;c sản phẩm v&agrave; dịch vụ do ch&uacute;ng t&ocirc;i cung cấp.</span><br style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); font-family: arial; font-size: 13px; text-align: justify;" />
<br style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); font-family: arial; font-size: 13px; text-align: justify;" />
<div style="margin: 0px; padding: 0px; line-height: 20px;">
	<u style="font-family: tahoma, geneva, sans-serif; color: rgb(51, 51, 51); font-size: 14px; text-align: justify; margin: 0px; padding: 0px;"><strong style="margin: 0px; padding: 0px;">Li&ecirc;n hệ:&nbsp;</strong></u></div>
<br style="margin: 0px; padding: 0px;" />
<span style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); font-family: arial; text-align: justify; font-size: 14px;"><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;">Số 50 L&aacute;ng Hạ, Đống Đa, H&agrave; Nội<br style="margin: 0px; padding: 0px;" />
Số 5/161 Nguyễn Tu&acirc;n. Thanh Xu&acirc;n, H&agrave; Nội<br style="margin: 0px; padding: 0px;" />
Tel: 024.37764930<br style="margin: 0px; padding: 0px;" />
Hotline: 0913051734 (call/imesage/zalo)<br style="margin: 0px; padding: 0px;" />
Website:&nbsp;<a href="http://www.tracdiathanhdat.vn/?fbclid=IwAR3altI5BIG46Mm2_6oxBl-TQxXGfXGEm4M1GUGsoDeNELr3WrYUlO7g2jk" style="margin: 0px; padding: 0px; color: rgb(74, 75, 75); text-decoration-line: none; transition: color 0.2s linear 0s; font-size: 13px;" target="_blank">www.tracdiathanhdat.vn</a><br style="margin: 0px; padding: 0px;" />
Email: tracdiathanhdat@gmail.com</span></span><br style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); font-family: arial; font-size: 13px; text-align: justify;" />
<span style="color: rgb(51, 51, 51); font-family: arial; font-size: 13px; text-align: justify;">&nbsp;</span><br style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); font-family: arial; font-size: 13px; text-align: justify;" />
<span style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); font-family: arial; text-align: justify; font-size: 14px;"><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;"><strong style="margin: 0px; padding: 0px;">@ Lu&ocirc;n&nbsp;đồng h&agrave;nh c&ugrave;ng bạn!</strong></span></span><br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">&nbsp;</span></span>',
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			'title_seo' => 'tin tức trắc địa, cập nhật xu hướng đo đạc mới, công nghệ đo đạc, thiết bị đo đạc hiện đại, mẹo kỹ thuật trắc địa, sai số đo đạc, hệ tọa độ VN-2000, GNSS, RTK, GPS trắc địa, phần mềm trắc địa, phần mềm GIS, SurPad, LandStar, Magnet Field, Leica Captivate, Trimble Access',
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			'meta_des' => 'phần mềm máy đo đạc, phần mềm GIS, phần mềm trút dữ liệu',
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	(int) 9 => array(
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			'id' => '644',
			'name' => 'GNSS RTK',
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			'shortdes' => '<span style="font-family:tahoma,geneva,sans-serif;"><span style="box-sizing: border-box; margin: 0px; padding: 0px; border: 0px; background-image: initial; background-position: 0px 0px; background-size: initial; background-repeat: initial; background-attachment: initial; background-origin: initial; background-clip: initial; outline: 0px; vertical-align: top; color: rgb(0, 0, 0); font-size: 14px; text-align: justify; font-weight: 700 !important;">GNSS RTK</span><span style="color: rgb(0, 0, 0); font-size: 14px; text-align: justify;">&nbsp;được biết đến l&agrave; thiết bị d&ugrave;ng trong c&ocirc;ng t&aacute;c trắc địa gi&uacute;p hỗ trợ qu&aacute; tr&igrave;nh khảo s&aacute;t địa h&igrave;nh. Với khả năng tự động vẽ v&agrave; lưu lại c&aacute;c khu vực khảo s&aacute;t gi&uacute;p nhanh ch&oacute;ng ho&agrave;n thiện c&aacute;c bản vẽ đầy đủ, ch&iacute;nh x&aacute;c với c&aacute;c th&ocirc;ng số kỹ thuật cần thiết. Đ&acirc;y l&agrave; thiết bị hỗ trợ đắc lực cho những người l&agrave;m c&ocirc;ng t&aacute;c trắc địa để c&oacute; thể ho&agrave;n th&agrave;nh c&ocirc;ng việc nhanh ch&oacute;ng, tiết kiệm thời gian v&agrave; chi ph&iacute; với độ ch&iacute;nh x&aacute;c cao.</span></span>',
			'content' => '<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tr&ecirc;n thị trường hiện nay c&oacute; rất nhiều d&ograve;ng m&aacute;y GNSS RTK với&nbsp;sự đa dạng về kiểu d&aacute;ng thiết kế, c&aacute;c t&iacute;nh năng cũng như k&iacute;ch thước cho kh&aacute;ch h&agrave;ng lựa chọn. Với mỗi sản phẩm sẽ c&oacute; những đặc t&iacute;nh cũng như c&ocirc;ng năng ri&ecirc;ng ph&ugrave; hợp với nhu cầu sử dụng của từng đối tượng kh&aacute;ch h&agrave;ng cũng như t&iacute;nh chất c&ocirc;ng việc. C&ugrave;ng t&igrave;m hiểu&nbsp;ưu v&agrave; nhược&nbsp;điểm của m&aacute;y GNSS RTK&nbsp;để c&oacute; c&aacute;i nh&igrave;n tổng quan về n&oacute; trước khi bạn lựa chọn&nbsp;đầu tư cho dự&nbsp;&aacute;n của m&igrave;nh.</span></span><br />
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> <strong>Ưu điểm nổi bật của&nbsp;m&aacute;y GNSS RTK&nbsp;</strong><br />
<br />
Đảm bảo độ ch&iacute;nh x&aacute;c cao nhất trong qu&aacute; tr&igrave;nh l&agrave;m việc. Đối với c&ocirc;ng t&aacute;c trắc địa th&igrave; độ ch&iacute;nh x&aacute;c l&agrave; th&ocirc;ng số quan trọng nhất cần hướng tới trong qu&aacute; tr&igrave;nh l&agrave;m việc do đ&oacute; c&aacute;c thiết bị hỗ trợ cũng cần tối ưu h&oacute;a được yếu tố n&agrave;y. Với việc &aacute;p dụng c&ocirc;ng nghệ RTK cũng như CORS&nbsp;Network c&aacute;c mẫu m&aacute;y n&agrave;y đảm bảo mang đến c&aacute;c th&ocirc;ng số chuẩn nhất để cung cấp dữ liệu cho qu&aacute; tr&igrave;nh vẽ cũng như h&igrave;nh th&agrave;nh c&aacute;c dữ liệu chung.<br />
&nbsp;<br />
Trong việc sử dụng c&ocirc;ng nghệ GNSS th&igrave; CORS l&agrave; trạm tham chiếu hoạt động li&ecirc;n tục để tạo sự li&ecirc;n kết c&aacute;c thiết bị với đường truyền t&iacute;n hiệu. C&ocirc;ng nghệ n&agrave;y gi&uacute;p khoảng c&aacute;ch tối&nbsp;đa giữa trạm gốc v&agrave; m&aacute;y định vị GNSS được thiết lập khoảng 10 - 15km,&nbsp; gi&uacute;p tăng khoảng c&aacute;ch cho hoạt động của m&aacute;y. Điều n&agrave;y gi&uacute;p giảm nh&acirc;n c&ocirc;ng cũng như chi ph&iacute; trong qu&aacute; tr&igrave;nh l&agrave;m việc.<br />
<br />
Với thiết kế nhỏ gọn, dễ d&agrave;ng di chuyển gi&uacute;p mang đến sự tiện lợi tối đa trong qu&aacute; tr&igrave;nh sử dụng.&nbsp;<br />
<br />
Một ưu điểm phải kế đến của loại m&aacute;y GNSS RTK đ&oacute; l&agrave; việc t&iacute;ch hợp nhiều t&iacute;nh năng th&ocirc;ng minh trong c&ugrave;ng thiết bị. C&aacute;c t&iacute;nh năng điều khiển bằng giọng n&oacute;i, bảng điều khiển điện tử, việc thay đổi k&iacute;ch thước m&aacute;y được t&iacute;ch hợp &hellip;gi&uacute;p dễ d&agrave;ng sử dụng cũng như c&oacute; thể thực hiện được nhiều chức năng kh&aacute;c nhau c&ugrave;ng l&uacute;c.<br />
<br />
Bộ nhớ trong lớn gi&uacute;p tăng khả năng lưu trữ th&ocirc;ng tin c&ugrave;ng với đ&oacute; l&agrave; khả năng kết nối với m&aacute;y t&iacute;nh, điện thoại, bluetooth hay 3G, 4G gi&uacute;p n&acirc;ng cao tối đa được c&aacute;c c&ocirc;ng năng cũng như sự tiện lợi trong qu&aacute; tr&igrave;nh sử dụng.<br />
&nbsp;<br />
Khả năng kết nối với c&aacute;c thiết bị kh&aacute;c tối ưu c&ugrave;ng với hệ thống CORS.<br />
<br />
Với chất liệu cao cấp c&oacute; khả năng chống va đập cũng như hạn chế tối đa c&aacute;c t&aacute;c động của c&aacute;c yếu tố b&ecirc;n ngo&agrave;i gi&uacute;p mang đến sản phẩm bền đẹp l&acirc;u d&agrave;i theo thời gian sử dụng.<br />
<br />
<img alt="" src="/admin/webroot/upload/image/images/phân phối máy định vị vệ tinh 2 tần số rtk (1).png" style="width: 850px; height: 604px;" /><br />
<br />
<strong>Nhược điểm của m&aacute;y GNSS RTK</strong><br />
<br />
Hiện nay,&nbsp;m&aacute;y GPS &ndash;GNSS RTK&nbsp;chất lượng d&ugrave; đ&atilde; được t&iacute;ch hợp đầy đủ c&aacute;c t&iacute;nh năng nhưng để c&oacute; được độ ch&iacute;nh x&aacute;c tuyệt đối c&ugrave;ng với vi</span>ệc</span>&nbsp;<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">thực hiện th&ecirc;m nhiều c&ocirc;ng việc kh&aacute;c c&aacute;c bạn cần phải c&oacute; sự kết nối th&ecirc;m c&aacute;c thiết bị kh&aacute;c để sử dụng.<br />
<br />
Giới hạn l&agrave;m việc của m&aacute;y trong một phạm vi nhất định cũng l&agrave; một kh&oacute; khăn trong qu&aacute; tr&igrave;nh sử dụng. Do đ&oacute;, cần t&igrave;m hiểu đầy đủ c&aacute;c th&ocirc;ng số của m&aacute;y trước khi lựa chọn để ph&ugrave; hợp với đặc điểm c&ocirc;ng việc.<br />
<br />
Gi&aacute; th&agrave;nh cao cũng l&agrave; một nhược điểm cần t&iacute;nh đến khi quyết định đầu tư.&nbsp;<br />
<br />
<img alt="" src="/admin/webroot/upload/image/images/Máy RTK.png" style="width: 850px; height: 680px;" /><br />
<br />
</span></span>',
			'images' => '2021081816133230412c34d3b16d2ec66a3d1eba4d0d89.jpg',
			'images_multi' => '',
			'pos' => null,
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			'title_seo' => 'Máy RTK',
			'meta_key' => 'Máy RTK, máy định vị vệ tinh RTK, máy GPS RTK, máy định vị vệ tinh GNSS RTK, máy RTK giá rẻ, máy RTK tốt nhất',
			'meta_des' => 'Chuyên cung cấp máy định vị vệ tinh GPS RTK, máy thủy bình, máy toàn đạc điện tử, UAV, ống nhòm, máy định vị GPS cầm tay, ... chính hãng, uy tín, giá tốt hàng đầu tại Việt Nam! Hotline: 0913051734!',
			'created' => '2021-08-18',
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			'status' => '1',
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			'name' => 'Blogs',
			'parent_id' => null,
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			'images' => '',
			'lft' => '103',
			'rght' => '104',
			'pos' => '5',
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			'title_seo' => 'tin tức trắc địa, cập nhật xu hướng đo đạc mới, công nghệ đo đạc, thiết bị đo đạc hiện đại, mẹo kỹ thuật trắc địa, sai số đo đạc, hệ tọa độ VN-2000, GNSS, RTK, GPS trắc địa, phần mềm trắc địa, phần mềm GIS, SurPad, LandStar, Magnet Field, Leica Captivate, Trimble Access',
			'meta_key' => 'tin tức trắc địa, cập nhật xu hướng đo đạc mới, công nghệ đo đạc, thiết bị đo đạc hiện đại, mẹo kỹ thuật trắc địa, sai số đo đạc, hệ tọa độ VN-2000, GNSS, RTK, GPS trắc địa, phần mềm trắc địa, phần mềm GIS, SurPad, LandStar, Magnet Field, Leica Captivate, Trimble Access',
			'meta_des' => 'phần mềm máy đo đạc, phần mềm GIS, phần mềm trút dữ liệu',
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)
$detailNews = array(
	'Post' => array(
		'id' => '721',
		'name' => 'Định vị công trình bằng máy toàn đạc điện tử',
		'code' => null,
		'alias' => 'dinh-vi-cong-trinh-bang-may-toan-dac-dien-tu',
		'cat_id' => '40',
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		'shortdes' => '<p style="margin: 0in 0in 15.6pt; text-align: justify; background-image: initial; background-position: initial; background-size: initial; background-repeat: initial; background-attachment: initial; background-origin: initial; background-clip: initial;">
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="color: rgb(51, 51, 51);">Định vị thi c&ocirc;ng c&ocirc;ng tr&igrave;nh l&agrave; c&ocirc;ng t&aacute;c trắc địa nhằm x&aacute;c định vị tr&iacute; mặt&nbsp;<span style="box-sizing: border-box; touch-action: manipulation; color: rgb(51, 72, 98);">bằng</span>&nbsp;của c&aacute;c điểm, c&aacute;c đường thẳng, c&aacute;c điểm chi tiết của c&ocirc;ng tr&igrave;nh x&acirc;y dựng tr&ecirc;n đất liền cũng như tr&ecirc;n mặt nước theo đ&uacute;ng thiết kế.</span></span></span><span style="font-size:11.5pt;
font-family:Montserrat;color:#333333"><o:p></o:p></span></p>
',
		'content' => '<h2>
	<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>I. T&igrave;m hiểu về định vị thi c&ocirc;ng c&ocirc;ng tr&igrave;nh&nbsp;</strong></span></span></span></h2>
<br />
<p>
	<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Định vị thi c&ocirc;ng c&ocirc;ng tr&igrave;nh l&agrave; c&ocirc;ng t&aacute;c trắc địa nhằm x&aacute;c định vị tr&iacute; mặt&nbsp;bằng&nbsp;của c&aacute;c điểm, c&aacute;c đường thẳng, c&aacute;c điểm chi tiết của c&ocirc;ng tr&igrave;nh x&acirc;y dựng tr&ecirc;n đất liền cũng như tr&ecirc;n mặt nước theo đ&uacute;ng thiết kế.<br />
	<br />
	Định vị c&ocirc;ng tr&igrave;nh bằng m&aacute;y to&agrave;n đạc c&oacute; thể hiểu l&agrave; thao t&aacute;c sử dụng m&aacute;y to&agrave;n đạc để khảo s&aacute;t, x&aacute;c định vị tr&iacute; tọa độ c&ocirc;ng tr&igrave;nh chi tiết, nhanh ch&oacute;ng v&agrave; ch&iacute;nh x&aacute;c. C&aacute;c kỹ sư sẽ nhập c&aacute;c tham số tr&ecirc;n bản vẽ v&agrave;o m&aacute;y. Sau đ&oacute;, c&aacute;c thuật to&aacute;n của m&aacute;y to&agrave;n đạc sẽ xử l&yacute; những số liệu n&agrave;y. Cuối c&ugrave;ng, m&aacute;y to&agrave;n đạc&nbsp;sẽ khảo s&aacute;t, x&aacute;c định chi tiết v&agrave; x&aacute;c thực những vị tr&iacute; điểm ra thực địa.&nbsp;<br />
	<br />
	Chỉ cần tr&iacute;ch xuất những vị tr&iacute; tọa độ ch&iacute;nh x&aacute;c điểm tr&ecirc;n bản vẽ sang&nbsp;<strong><a href="https://tracdiathanhdat.vn/may-toan-dac-dien-tu">m&aacute;y to&agrave;n đạc điện tử</a> , </strong>&nbsp;m&aacute;y sẽ xử l&yacute; c&aacute;c th&ocirc;ng số n&agrave;y. Sau đ&oacute;, m&aacute;y triển khai vị tr&iacute; những tim trục tr&ecirc;n bản đồ l&ecirc;n thực địa. Nhờ vậy, sẽ định vị được x&aacute;c thực tim trục của nền m&oacute;ng cho những bước thi c&ocirc;ng tiếp theo.</span></span></span></p>
<p style="text-align: center;">
	<br />
	<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/dinh-vi-cong-trinh-bang-may-toan-dac.jpg" style="width: 620px; height: 360px;" /></span></span></span></p>
<h2>
	<br />
	<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>II. Phương ph&aacute;p thực hiện định vị c&ocirc;ng tr&igrave;nh bằng m&aacute;y to&agrave;n đạc điện tử</strong></span></span></span></h2>
<p style="text-align: center;">
	<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">&nbsp; &nbsp; &nbsp;&nbsp;<img alt="" 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" style="height: 411px; width: 620px;" /></span></span></span></p>
<p style="text-align: center;">
	<em><span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">&nbsp; &nbsp; &nbsp;Bản vẽ mặt bằng mộtt nh&agrave; xưởng</span></span></span></em><br />
	&nbsp;</p>
<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Reference Line (Định ᴠị c&ocirc;ng tr&igrave;nh theo đường chuẩn l&agrave; đường thẳng): một đường chuẩn c&oacute; thể được х&aacute;c định bằng c&aacute;ch tham chiếu tới 1 đường thẳng gốc đ&atilde; biết.&nbsp;<br />
<br />
1. X&aacute;c định đường gốc<br />
<br />
Một đường gốc được gắn ᴠới 2 điểm gốc ᴠ&agrave; được х&aacute;c định theo 3 c&aacute;ch: Đo đến điểm gốc; Nhập toạ độ bằng taу; Gọi điểm từ bộ nhớ.<br />
<br />
a) Đo tới điểm gốc. Nhập t&ecirc;n điểm <strong>PtID</strong> ᴠ&agrave; đo bằng ph&iacute;m&nbsp;<br />
b) Với điểm gốc đ&atilde; biết toạ độ t&igrave;m kiếm điểm <strong>PtID</strong> trong bộ nhớ. Nhập toạ độ bằng taу. Hiển thị những điểm ѕẵn trong m&aacute;у.<br />
&nbsp; &nbsp; (1) Điểm gốc trang bị 1&nbsp;<br />
&nbsp; &nbsp; (2) Điểm gốc thứ hai.<br />
&nbsp; &nbsp; (3) Đường gốc.<br />
&nbsp; &nbsp; (4) Đường chuẩn.<br />
<br />
2. Dịch chuуển/Quaу đường gốc<br />
Đường gốc được dịch chuуển ѕong ѕong, chiều dọc, chiều đứng hoặc l&agrave; quaу. Tất cả c&aacute;c kết quả đo ѕau đ&oacute; ѕẽ ảnh hưởng đến đường chuẩn.<br />
&nbsp; &nbsp; <strong>BP</strong>: Điểm gốc.<br />
&nbsp; &nbsp; <strong>BL</strong>: Đường gốc.<br />
&nbsp; &nbsp; <strong>RP</strong>: Điểm chuẩn.<br />
&nbsp; &nbsp; <strong>RL</strong>: Đường chuẩn.<br />
&nbsp; &nbsp; <strong>Off</strong>: Dịch chuуển ѕong ѕong.<br />
&nbsp; &nbsp; <strong>L</strong>: Dịch chuуển theo chiều dọc.<br />
&nbsp; &nbsp; <strong>R</strong>: Th&ocirc;ng ѕố quaу.<br />
<br />
Nhập th&ocirc;ng ѕố: Sử dụng ph&iacute;m n&agrave;у để chuуển con trỏ đến trường th&ocirc;ng ѕố bắt buộc nhập.&nbsp;Ta c&oacute; thể nhập c&aacute;c th&ocirc;ng ѕố như ѕau:<br />
&nbsp; &nbsp; <strong>Offѕet</strong>: Dịch chuуển đường chuẩn ѕong ѕong ᴠề ph&iacute;a b&ecirc;n cần của đường gốc, ᴠ&agrave;o hướng của đường gốc (BP1-BP2).<br />
&nbsp; &nbsp; <strong>Line</strong>: Dịch chuуển đường chuẩn theo chiều dọc t&iacute;nh từ điểm gốc trước ti&ecirc;n theo hướng từ điểm gốc đầu ti&ecirc;n tới điểm gốc vật dụng hai.<br />
&nbsp; &nbsp; <strong>Rotate</strong>: Quaу đường chuẩn theo chiều kim đồng hồ хung quanh điểm gốc.<br />
&nbsp; &nbsp; <strong>Height</strong>: Đường chuẩn cao hơn đường gốc.<br />
&nbsp; &nbsp; <strong>Ref.Hgt:Point1:</strong> Ch&ecirc;nh cao ѕo ᴠới điểm gốc chuẩn nhất.<br />
&nbsp; &nbsp; <strong>Point 2</strong>: Ch&ecirc;nh cao ѕo ᴠới điểm gốc chuẩn hai.<br />
&nbsp; &nbsp; <strong>Interpolated:</strong> Ch&ecirc;nh cao dọc theo đường chuẩn.<br />
&nbsp; &nbsp; <strong>No height</strong>: Ch&ecirc;nh cao kh&ocirc;ng được t&iacute;nh to&aacute;n ᴠ&agrave; hiển thị.<br />
<br />
3. Tiến h&agrave;nh đo hoặc chuуển ѕang chế độ chuуển điểm bề ngo&agrave;i ra thực địa. Tiến h&agrave;nh đo đến điểm đ&iacute;ch. Chuуển ѕang chế độ chuуển điểm bề ngo&agrave;i ra thực địa.<br />
<br />
4. Ứng dụng tương trợ &ldquo;Line&amp;Offѕet&rdquo;:&nbsp;t&iacute;nh to&aacute;n ra ᴠị tr&iacute; của điểm đo ѕo ᴠới đường chuẩn bằng c&aacute;ch hiển thị c&aacute;c lệch dọc trục, lệch ngang, ch&ecirc;nh cao&hellip;<br />
&nbsp;</span></span></span><br />
<p style="box-sizing: border-box; margin-bottom: 1.3em; margin-top: 0px; color: rgb(66, 66, 66); font-family: Roboto, sans-serif; font-size: 15px; text-align: justify;">
	<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trắc đạc c&ocirc;ng tr&igrave;nh hay đo đạc c&ocirc;ng tr&igrave;nh l&agrave; khảo s&aacute;t v&agrave; khai triển bản vẽ thiết kế của c&ocirc;ng tr&igrave;nh ra thực địa, d&ugrave;ng cho thi c&ocirc;ng v&agrave; gi&aacute;m s&aacute;t x&acirc;y dựng c&ocirc;ng tr&igrave;nh đ&uacute;ng bản vẽ thiết kế. Quan trắc dịch chuyển của c&ocirc;ng tr&igrave;nh ra thực địa, chuy&ecirc;n dụng cho thi c&ocirc;ng v&agrave; gi&aacute;m s&aacute;t x&acirc;y dựng c&ocirc;ng tr&igrave;nh đ&uacute;ng bản vẽ thiết kế. C&ocirc;ng cụ đo bằng những mẫu m&aacute;y đo đạc như m&aacute;y kinh vĩ, m&aacute;y thủy b&igrave;nh,m&aacute;y đo khoảng c&aacute;ch laser, m&aacute;y to&agrave;n đạc điện tử&nbsp;&hellip;&nbsp;</span></span></span></p>
<p style="box-sizing: border-box; margin-bottom: 1.3em; margin-top: 0px; color: rgb(66, 66, 66); font-family: Roboto, sans-serif; font-size: 15px; text-align: justify;">
	<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Nhiệm vụ chủ đạo của c&ocirc;ng t&aacute;c trắc địa trong x&acirc;y dựng l&agrave; đảm bảo cho c&ocirc;ng tr&igrave;nh được x&acirc;y dựng đ&uacute;ng k&iacute;ch thước h&igrave;nh học v&agrave; đ&uacute;ng vị tr&iacute; thiết kế. Chỉ khi hai y&ecirc;u cầu n&agrave;y được đ&aacute;p ứng th&igrave; c&ocirc;ng tr&igrave;nh mới mang thể vận h&agrave;nh an to&agrave;n.&nbsp;</span></span></span></p>
<h2 style="box-sizing: border-box; margin-bottom: 1.3em; margin-top: 0px; color: rgb(66, 66, 66); font-family: Roboto, sans-serif; font-size: 15px; text-align: justify;">
	<span style="font-weight: var(--h2_typography-font-weight); font-family: tahoma, geneva, sans-serif; font-size: 14px; color: rgb(0, 0, 0);">III. Những thiết bị được sử dụng trong định vị thi c&ocirc;ng c&ocirc;ng tr&igrave;nh</span></h2>
<ul style="box-sizing: border-box; color: rgb(73, 73, 73); font-family: &quot;Open Sans&quot;, Arial, Helvetica, sans-serif; font-size: 15px;">
	<li style="box-sizing: border-box;">
		<span style="color:#ff0000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><a href="https://tracdiathanhdat.vn/may-thuy-binh-tu-dong"><strong>M&aacute;y thủy b&igrave;nh tự động, m&aacute;y thủy b&igrave;nh điện tử</strong></a></span></span></span><span style="color:#000080;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">:</span></span></span><span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> X&aacute;c định cao độ, dẫn mốc cao độ, đo ch&ecirc;nh cao, quan trắc l&uacute;n&hellip;</span></span></span></li>
</ul>
<ul style="box-sizing: border-box; color: rgb(73, 73, 73); font-family: &quot;Open Sans&quot;, Arial, Helvetica, sans-serif; font-size: 15px;">
	<li style="box-sizing: border-box;">
		<span style="color:#000080;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="box-sizing: border-box; font-weight: bolder;"><a href="https://tracdiathanhdat.vn/may-toan-dac-dien-tu">M&aacute;y to&agrave;n đạc điện tử</a></span></span></span></span><span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="box-sizing: border-box; font-weight: bolder;">:</span>&nbsp;Bố tr&iacute; tr&iacute; tọa độ thiết kế ra thực địa; t&iacute;nh to&aacute;n khoảng c&aacute;ch ngang, đứng, g&oacute;c phương vị của đường, tọa độ điểm, diện t&iacute;ch v&agrave; bố tr&iacute; đường thẳng, đường cong; dẫn lưới lập mốc đường chuyền&hellip;</span></span></span></li>
</ul>
<ul style="box-sizing: border-box; color: rgb(73, 73, 73); font-family: &quot;Open Sans&quot;, Arial, Helvetica, sans-serif; font-size: 15px;">
	<li style="box-sizing: border-box;">
		<span style="color:#000080;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="box-sizing: border-box; font-weight: bolder;"><a href="https://tracdiathanhdat.vn/may-dinh-vi-ve-tinh-gps-2-tan-so-rtk">M&aacute;y định vị GNSS</a></span></span></span></span><span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="box-sizing: border-box; font-weight: bolder;">:</span>&nbsp;Khảo s&aacute;t th&agrave;nh lập lưới khống chế tọa độ; bố tr&iacute; điểm phục vụ cho c&ocirc;ng t&aacute;c chuyển điểm thiết kế ra thực địa; giao hội, bố tr&iacute; đường cong, t&iacute;nh diện t&iacute;ch&hellip;</span></span></span></li>
</ul>
<p style="box-sizing: border-box; margin-bottom: 1.3em; margin-top: 0px; color: rgb(66, 66, 66); font-family: Roboto, sans-serif; font-size: 15px; text-align: center;">
	<span style="color:#000000;"><img alt="" src="/admin/webroot/upload/image/images/Banner (665 × 295 px) (31).png" style="width: 665px; height: 295px;" /></span></p>
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		'title_seo' => 'tin tức trắc địa, cập nhật xu hướng đo đạc mới, công nghệ đo đạc, thiết bị đo đạc hiện đại, mẹo kỹ thuật trắc địa, sai số đo đạc, hệ tọa độ VN-2000, GNSS, RTK, GPS trắc địa, phần mềm trắc địa, phần mềm GIS, SurPad, LandStar, Magnet Field, Leica Captivate, Trimble Access',
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	'id' => '1',
	'name' => 'Công ty CP Công nghệ và Thương mại Thành Đạt',
	'title' => 'Chuyên phân phối máy đo đạc, trắc địa: Máy GPS RTK, máy thủy bình, máy toàn đạc, máy scanner, UAV chính hãng (LEICA, TOPCON, NIKON, TRIMPLE, SOKKIA, DJI, PENTAX, GARMIN,...)',
	'address_eng' => '',
	'address' => '<p>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong><u>Văn ph&ograve;ng</u></strong></span></span><span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">: Số 157&nbsp;Đặng Văn Ngữ, Phường Kim Li&ecirc;n, H&agrave; Nội</span></span></p>
<p>
	<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">MST:<strong><a href="javascript: void(0)" style="font-size:11px;"><span style="color:#ffffff;"> 0103764857 </span></a></strong>do Sở KHĐT TP. H&agrave; Nội cấp ng&agrave;y 28-04-2009<br />
	Điện thoại:&nbsp;<a href="javascript: void(0)" style="font-family: tahoma, geneva, sans-serif;font-size:11px;"><span style="color: rgb(255, 255, 255);"><strong style="font-family: arial, helvetica, sans-serif;">(</strong><strong style="font-family: arial, helvetica, sans-serif;">024) 3776 4930</strong></span></a></span></span></p>
<div>
	<p>
		<strong style="font-size: 14px; font-family: tahoma, geneva, sans-serif;"><u>Cửa h&agrave;ng</u></strong><span style="font-size: 14px; font-family: tahoma, geneva, sans-serif;">:</span></p>
</div>
<p>
	<span style="font-family: tahoma, geneva, sans-serif;">- <span style="font-size:12px;">Số <strong><span style="font-size:14px;">145 </span></strong></span></span><span style="font-size:12px;"><span style="font-family: tahoma, geneva, sans-serif;">L&aacute;ng Hạ, Phường L&aacute;ng Hạ, H&agrave; Nội</span></span></p>
<p>
	<span style="font-size:12px;"><span style="font-family: tahoma, geneva, sans-serif;">- Số 5/161 Nguyễn Tu&acirc;n, Phường Thanh Xu&acirc;n, H&agrave; Nội</span></span><br />
	<br />
	&nbsp;</p>
',
	'contactinfo_eng' => '',
	'taikhoan' => '<strong><span style="color:#04529a;">Số T&agrave;i&nbsp; khoản c&aacute;c ng&acirc;n h&agrave;ng của c&ocirc;ng ty T&acirc;n &Aacute;</span></strong><br />
<br />
1. 13022-0506-5430 - Nguyễn Văn Hiệu - Agribank - CN Trung Y&ecirc;n, HN<br />
2. 0011-00404-0367 - Nguyễn Văn Hiệu - Vietcombank - CN Sở Giao dịch, HN<br />
3. 711A-6202-9713 - Nguyễn Văn Hiệu - Vietinbank - CN Thanh Xu&acirc;n, HN<br />
4. 190-256-018-210-13 - Nguyễn Văn Hiệu - Techcombank, H&agrave; Nội<br />
5. 1231-0000-368-767 - Nguyễn Văn Hiệu - BIDV CN Quang Trung, H&agrave; Nội',
	'contactinfo' => '<div dir="rtl" style="text-align: left;">
	<u style="font-family: tahoma, geneva, sans-serif; font-size: 14px;"><strong>Văn Ph&ograve;ng</strong></u></div>
<div style="">
	<br />
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Địa chỉ:&nbsp; Số 157 Đặng Văn Ngữ, Phường Kim Li&ecirc;n, H&agrave; Nội, Việt Nam<br />
	Tel:&nbsp; &nbsp; &nbsp; &nbsp; (024) 3776 4930 &nbsp; &nbsp;<br />
	Fax:&nbsp; &nbsp; &nbsp; &nbsp;(024) 3776 5908<br />
	Email:&nbsp; &nbsp; thanhdatsurvey.JSC@gmail.com/ tracdiathanhdat@gmail.com<br />
	Hotline:&nbsp; <strong>0913 051 734</strong><br />
	<br />
	<strong><u>C</u></strong><strong><u>ửa h&agrave;ng</u></strong></span></span><br />
	<br />
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">- Số 145 L&aacute;ng Hạ, Phường L&aacute;ng Hạ, H&agrave; Nội</span></span><br />
	<img alt="" src="data:image/png;base64,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" style="height: 12px; width: 16px;" /><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">&nbsp;<strong>0942 288 388</strong></span><br />
	&nbsp;</div>
<div style="">
	<span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">- Số 5/161 Nguyễn Tu&acirc;n, Phường Thanh Xu&acirc;n, H&agrave; Nội</span></div>
<div style="">
	<img alt="" src="data:image/png;base64,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" style="height: 12px; width: 16px;" /><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">&nbsp;<strong>0949 322 456</strong></span></div>
<div style="">
	<br />
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong><u>VPĐD tại Tp. Hồ Ch&iacute; Minh</u></strong><br />
	<br />
	- 1/56 Nguyễn Th&aacute;i Sơn, Phường Hạnh Th&ocirc;ng, Hồ Ch&iacute; Minh</span></span><br />
	<img alt="" src="data:image/png;base64,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" style="height: 12px; width: 16px;" /><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">&nbsp;<strong>0904 925 936</strong></span></div>
',
	'telephone' => '01659 014592',
	'hotline' => '0913051734',
	'email' => 'tracdiathanhdat@yahoo.com',
	'url' => '',
	'meta_key' => 'Leica Geosystems, Máy RTK, máy định vị GPS, GNSS, vngeonet, máy laser, thước đo, Yamayo, máy toàn đạc điện tử, máy toàn đạc robotic, máy toàn đạc tự động, Leica, Sokkia, Nikon, Trimple, Nikon, Spectra, Topcon, ống nhòm, máy bộ đàm, thước đo Yamayo, Máy toàn đạc điện tử, Máy toàn đạc Leica, Máy toàn đạc Sokkia, máy toàn đạc Nikon, Máy toàn đạc Geomax,	Máy toàn đạc Topcon, Máy toàn đạc Trimble, Máy thủy bình tự động, Máy thủy bình leica, Máy thủy bình sokkia, Máy thủy bình Nikon, Máy thủy bình Topcon, Máy thủy bình pentax, Máy thủy bình điện tử, Máy cân bằng laser, Máy kinh vĩ nikon, Máy kinh vĩ Topcon, Máy kinh vĩ sokkia, Máy kinh vĩ geomax, Máy cân bằng laser sabaru, Máy cân bằng laser sincon, Máy cân bằng laser fukuda, Máy cân bằng laser acuza, Máy đo khoảng cách laser leica, Máy đo khoảng cách laser sincon, Máy đo khoảng cách laser bosch, Máy định vị gps 2 tần, Máy định vị gps cầm tay, Máy đo sâu, Máy bộ đàm, Phụ kiện trắc địa, Máy định vị GPS RTK GNSS, Máy định vị GPS RTK Trimble, Máy định vị GPS RTK Sokkia, Máy định vị GPS RTK Sanding, Máy định vị GPS RTK CHC, Máy định vị GPS RTK Comnav, Máy định vị GPS RTK Efix, Máy định vị GPS RTK FOIF, Máy định vị GPS RTK Geomax, Máy định vị GPS RTK Topcon, Máy định vị GPS RTK Nikon, Máy định vị GPS RTK South, Máy định vị GPS RTK Ruide, Máy định vị GPS RTK Kolida, Máy định vị GPS RTK Leica, máy định vị điểm, đo đạc, khảo sát, bản đồ, RINEX, CORS, ',
	'meta_des' => 'Chuyên cung cấp máy định vị vệ tinh GNSS RTK, máy thủy bình, máy toàn đạc, máy laser, máy GPS cầm tay, UAV, ống nhòm (LEICA, TOPCON, NIKON, TRIMPLE, SOKKIA, DJI, PENTAX, GARMIN,...). Uy tín, chất lượng, giá tốt hàng đầu tại Việt Nam!',
	'created' => '2012-06-05',
	'modified' => '1769758152',
	'youtube' => 'http://youtube.com',
	'twitter' => 'https://twitter.com/',
	'myspace' => 'https://myspace.com/',
	'facebook' => 'https://www.facebook.com/thanhdatsurvey.jsc/',
	'email2' => 'duycuong7640',
	'skype' => 'hothihuyen.hn',
	'yahoo' => 'duycuong7640',
	'yahoo1' => 'duycuong7640',
	'content' => 'Thanks for your interest in Vn Discoverytours. For a fast response, please submit this basic Quick Enquiry form below by clicking &ldquo;Submit&rdquo;, and we&rsquo;ll get back to you by e-mail within 12 to 24 hours (in working days). For urgent booking, call us at +84 974 839 873',
	'video' => '<iframe width="1280" height="720" src="https://www.youtube.com/embed/mR4kOuAkEtY" title="YouTube video player" frameborder="0" allow="accelerometer; autoplay; clipboard-write; encrypted-media; gyroscope; picture-in-picture" allowfullscreen></iframe>',
	'slogan' => 'trung tâm sửa chữa và bảo hành máy giặt electrolux',
	'slogan_eng' => '',
	'printer' => '',
	'googleplus' => '',
	'bando' => '<p>
	<iframe allowfullscreen="" frameborder="0" height="410" src="https://www.google.com/maps/embed?pb=!1m18!1m12!1m3!1d1680.2372398112452!2d105.81212934716025!3d21.01437303922492!2m3!1f0!2f0!3f0!3m2!1i1024!2i768!4f13.1!3m3!1m2!1s0x3135ab63b645b665%3A0xa6797ac6008687bf!2zQ-G7rWEgSMOgbmcgVHLhuq9jIMSQ4buLYQ!5e0!3m2!1svi!2s!4v1449908805279" style="border:0" width="600"></iframe></p>
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	'gioithieu' => '<p style="text-align: center;">
	<img alt="" src="/admin/webroot/upload/image/images/gioithieu.png" /></p>
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	'thongtincongty' => 'Sửa máy lạnh tại nhà
Sửa máy lạnh tại HCM
Sửa tủ lạnh
Bơm ga máy lạnh ',
	'trogiupkh' => 'Tai nghe Iphone
Sua may tinh tai nha
Máy Ozone Z755',
	'dichvuft' => 'Sửa máy lạnh
Bảo dưỡng máy lạnh
Vệ sinh máy lạnh
Lắp đặt máy lạnh',
	'bb' => '',
	'zing' => '',
	'hotline2' => '0912 35 65 75',
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	'theh1' => 'thanhdatsurvey.JSC',
	'hanoi' => '<div>
	<strong>C&Ocirc;NG TY CỔ PHẦN THƯƠNG MẠI HMH VIỆT NAM</strong></div>
<div>
	<strong>Địa chỉ</strong> &nbsp;: Số 51 - Trần Duy Hưng, Trung H&ograve;a, Cầu Giấy, H&agrave; Nội</div>
<div>
	<strong>Điện thoại </strong>: (04) 3641.7498 - <strong>Fax</strong>: (04) 3543.0479</div>
<div>
	<strong>Email </strong>: info@ifes.vn</div>
',
	'tphcm' => '<div>
	<strong>C&Ocirc;NG TY CỔ PHẦN THƯƠNG MẠI HMH VIỆT NAM</strong></div>
<div>
	<strong>Địa chỉ</strong>&nbsp;&nbsp;: Số 51 - Trần Duy Hưng, Trung H&ograve;a, Cầu Giấy, H&agrave; Nội</div>
<div>
	<strong>Điện thoại&nbsp;</strong>: (04) 3641.7498 -&nbsp;<strong>Fax</strong>: (04) 3543.0479</div>
<div>
	<strong>Email&nbsp;</strong>: info@ifes.vn</div>
',
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	'bandohaiphong' => '<iframe frameborder="0" height="450" src="https://www.google.com/maps/embed?pb=!1m14!1m8!1m3!1d3724.958946511035!2d105.8172709!3d20.9942827!3m2!1i1024!2i768!4f13.1!3m3!1m2!1s0x3135ac91e206c757%3A0xf0f7a088bc4c72a2!2zMTg2IEtoxrDGoW5nIFRydW5nLCBUaGFuaCBYdcOibiwgSMOgIE7hu5lpLCBWaeG7h3QgTmFt!5e0!3m2!1svi!2s!4v1419913280809" style="border:0" width="600"></iframe>',
	'gt' => '<p style="text-align: justify;">
	<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">L&agrave; c&ocirc;ng ty chuy&ecirc;n nhập khẩu,&nbsp;cung cấp v&agrave; chuyển giao c&ocirc;ng nghệ c&aacute;c loại m&aacute;y đo đạc,&nbsp;trắc địa phục vụ khảo s&aacute;t thiết kế, x&acirc;y dựng v&agrave; đo vẽ bản đồ của c&aacute;c h&atilde;ng nổi tiếng tr&ecirc;n thế giới như: LEICA, TOPCON, NIKON, PENTAX, SOKKIA, GLUNZ, TRIMPLE, SPECTRA, GEOMAX, GARMIN..., ch&uacute;ng t&ocirc;i cam kết mang tới cho kh&aacute;ch h&agrave;ng những sản phẩm ch&iacute;nh h&atilde;ng chất lượng tốt nhất, gi&aacute; cả hợp l&yacute;, hỗ trợ tư vấn, chuyển giao c&ocirc;ng nghệ miễn ph&iacute;, dịch vụ chăm s&oacute;c kh&aacute;ch h&agrave;ng tận t&acirc;m 24/7!&nbsp; </span><br />
	<br />
	<span style="font-family: tahoma, geneva, sans-serif;">Với hơn 20 năm kinh nghiệm c&ugrave;ng</span>&nbsp;<span style="font-family: tahoma, geneva, sans-serif;">đội ngũ nh&acirc;n vi&ecirc;n, kỹ thuật vi&ecirc;n năng động, c&oacute; tr&igrave;nh độ cao ch&uacute;ng t&ocirc;i&nbsp;tự h&agrave;o v&agrave; tin tưởng Qu&yacute; kh&aacute;ch h&agrave;ng sẽ h&agrave;i l&ograve;ng khi sử dụng c&aacute;c sản phẩm v&agrave; dịch vụ do ch&uacute;ng t&ocirc;i cung cấp!</span></span><br />
	&nbsp;</p>
<div style="text-align: justify;">
	<span style="color:#ff9966;"><span style="font-family:comic sans ms,cursive;"><span style="font-size:14px;"><strong style="font-family: tahoma, geneva, sans-serif;">Hỗ trợ 24/7:</strong>&nbsp;<strong>0942 288 388/</strong></span><span style="font-size: 14px;"><strong>0949 322 456</strong>&nbsp;(Zalo)&nbsp;</span></span></span></div>
',
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			'name' => 'Hướng dẫn mua hàng',
			'code' => null,
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			'cat_id' => '4',
			'price' => '0',
			'type' => 'new',
			'shortdes' => '',
			'content' => '<p>
	<span style="color:#000000;"><b><span style="font-size: 10.5pt; line-height: 107%; font-family: Verdana, sans-serif;">Cảm ơn Qu&yacute; kh&aacute;ch đ&atilde; tin tưởng lựa chọn sản phẩm v&agrave; dịch vụ vủa ch&uacute;ng t&ocirc;i!</span></b><br />
	<span style="font-size: 10.5pt; line-height: 107%; font-family: Tahoma, sans-serif;"> </span></span><span style="font-size: 10.5pt; line-height: 107%; font-family: Tahoma, sans-serif;"><!--[if !supportLineBreakNewLine]--><!--[endif]--></span></p>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="line-height: 107%;"><!--[if !supportLineBreakNewLine]--><!--[endif]--></span></span></span>
<p>
	<br />
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="color:#000000;">Qu&yacute; kh&aacute;ch c&oacute; thể mua h&agrave;ng theo những c&aacute;ch sau:</span></span></span><br />
	&nbsp;</p>
<p>
	<span style="color: rgb(0, 0, 0); font-size: 14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>1. C&aacute;ch 1: </strong>Đặt h&agrave;ng trực tiếp tại mục ĐẶT H&Agrave;NG (Th&ecirc;m v&agrave;o giỏ h&agrave;ng) tr&ecirc;n website:&nbsp;</span></span><span style="font-size: 14px;"><span style="font-family:tahoma,geneva,sans-serif;"><a href="https://maytracdiasaoviet.vn/" target="_blank"><span style="color:#000000;">https://tracdiathanhdat.vn/</span></a></span></span><span style="color: rgb(0, 0, 0); font-size: 14px;"><span style="font-family:tahoma,geneva,sans-serif;">.</span></span></p>
<p>
	<br />
	<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Ngay&nbsp;sau khi tiếp nhận th&ocirc;ng tin đặt h&agrave;ng, nh&acirc;n vi&ecirc;n kinh doanh c&ocirc;ng ty sẽ gọi điện cho qu&yacute; kh&aacute;ch để x&aacute;c nhận đơn h&agrave;ng v&agrave; tiến h&agrave;nh giao h&agrave;ng cho qu&yacute; kh&aacute;ch ngay trong ng&agrave;y.</span></span></span></p>
<br />
<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>2. C&aacute;ch 2: </strong>Đặt h&agrave;ng trực tiếp qua số hotline của c&ocirc;ng ty&nbsp;<br />
<br />
&ndash; Tại trụ sở H&agrave; Nội:&nbsp;<strong>0913 051 734&nbsp;</strong></span></span></span><span style="color: rgb(0, 0, 0); font-family: tahoma, geneva, sans-serif; font-size: 14px;">(Zalo/Call)</span><br />
<br />
<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">&ndash; Tại VPGD Hồ Ch&iacute; Minh:<strong>&nbsp;0904 925 936&nbsp;</strong></span></span></span><span style="color: rgb(0, 0, 0); font-family: tahoma, geneva, sans-serif; font-size: 14px;">(Zalo/Call)</span><br />
<br />
<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>3. C&aacute;ch 3:&nbsp;</strong>Qu&yacute; kh&aacute;ch mua h&agrave;ng trực tiếp tại địa chỉ sau:<br />
<br />
<strong>C&Ocirc;NG TY CP C&Ocirc;NG NGHỆ V&Agrave; THƯƠNG MẠI TH&Agrave;NH ĐẠT</strong></span></span></span><br />
<div style="margin: 0px; padding: 0px; color: rgb(0, 0, 0); font-family: arial; font-size: 13px; text-align: justify;">
	<br style="margin: 0px; padding: 0px;" />
	<span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">- 145 L&aacute;ng Hạ, Đống Đa, H&agrave; Nội</span><br />
	<br />
	<span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">- 5/161 Nguyễn Tu&acirc;n, Thanh Xu&acirc;n, H&agrave; Nội</span></div>
<div style="margin: 0px; padding: 0px; color: rgb(0, 0, 0); font-family: arial; font-size: 13px; text-align: justify;">
	&nbsp;</div>
<div style="margin: 0px; padding: 0px; color: rgb(0, 0, 0); font-family: arial; font-size: 13px; text-align: justify;">
	<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="margin: 0px; padding: 0px;"><span style="margin: 0px; padding: 0px;">- 1/56 Nguyễn Th&aacute;i Sơn, Phường 3, Quận G&ograve; Vấp, Hồ Ch&iacute; Minh</span></span><br style="margin: 0px; padding: 0px;" />
	<br />
	Rất mong được hợp t&aacute;c với Qu&yacute; kh&aacute;ch h&agrave;ng tr&ecirc;n cả nước.<br />
	<br />
	Tr&acirc;n trọng!</span></span></span></div>
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			'cat_id' => '4',
			'price' => '0',
			'type' => 'new',
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			'content' => '<p style="margin: 0px 0px 1.3em; padding: 0px; text-align: justify; box-sizing: border-box; color: rgb(66, 66, 66); font-family: Roboto, sans-serif; font-size: 16px;">
	<span style="color:#000000;"><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif; font-size: 14px;"><b><span style="font-size: 10.5pt; line-height: 107%; font-family: Verdana, sans-serif;">Cảm ơn Qu&yacute; kh&aacute;ch đ&atilde; tin tưởng lựa chọn sản phẩm v&agrave; dịch vụ vủa ch&uacute;ng t&ocirc;i!</span></b><br />
	<br />
	<span style="font-size: 10.5pt; line-height: 107%; font-family: Tahoma, sans-serif;"> <!--[if !supportLineBreakNewLine]--><!--[endif]--></span>&nbsp;</span><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif; font-size: 14px;">Ch&uacute;ng t&ocirc;i c</span><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">hấp nhận c&aacute;c h&igrave;nh thức thanh to&aacute;n bằng tiền mặt, chuyển khoản theo đ&uacute;ng quy định ph&aacute;p luật.&nbsp;</span></span></p>
<p style="margin: 0px 0px 1.3em; padding: 0px; box-sizing: border-box; color: rgb(66, 66, 66); font-family: Roboto, sans-serif; font-size: 16px;">
	<img alt="" src="/admin/webroot/upload/image/images/Thiết kế chưa có tên (22).png" style="width: 320px; height: 183px;" /></p>
<p style="margin: 0px 0px 1.3em; padding: 0px; text-align: justify; box-sizing: border-box; color: rgb(66, 66, 66); font-family: Roboto, sans-serif; font-size: 16px;">
	<span style="color:#000000;"><span style="margin: 0px; padding: 0px; font-size: 14px;"><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;">Qu&yacute; kh&aacute;ch c&oacute; thể chọn c&aacute;c phương thức thanh to&aacute;n sau đ&acirc;y:</span></span><br />
	<br />
	<strong><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">I. Thanh to&aacute;n trực tiếp tại cửa h&agrave;ng<br />
	<br />
	II. Thanh to&aacute;n qua h&igrave;nh thức chuyển khoản</span></strong><br />
	<br />
	<span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">Th&ocirc;ng tin t&agrave;i khoản:</span></span></p>
<p style="margin: 0px 0px 1.3em; padding: 0px; box-sizing: border-box; color: rgb(66, 66, 66); font-family: Roboto, sans-serif; font-size: 16px;">
	<strong style="color: rgb(0, 0, 0); margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif; font-size: 14px; text-align: justify;"><em>Chủ t&agrave;i khoản</em>: C&Ocirc;NG TY CP C&Ocirc;NG NGHỆ V&Agrave; THƯƠNG MẠI TH&Agrave;NH ĐẠT</strong></p>
<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><em style="margin: 0px; padding: 0px;"><strong>Số t&agrave;i khoản</strong></em><em style="margin: 0px; padding: 0px;">: <strong>0611001648635</strong> tại Ng&acirc;n h&agrave;ng TMCP Ngoại thương Việt Nam, chi nh&aacute;nh Ba Đ&igrave;nh<br />
<br />
<strong>Nội dung chuyển khoản</strong>: T&ecirc;n c&ocirc;ng ty - Th&ocirc;ng tin sản phẩm đ&atilde; mua &ndash; Số điện thoại người chuyển tiền</em></span></span></span><br />
<br />
<p style="margin: 0px 0px 1.3em; padding: 0px; text-align: justify; box-sizing: border-box; color: rgb(66, 66, 66); font-family: Roboto, sans-serif; font-size: 16px;">
	<span style="color:#000000;"><span style="margin: 0px; padding: 0px; font-size: 14px;"><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;">Sau khi chuyển khoản h&atilde;y th&ocirc;ng b&aacute;o lại cho ch&uacute;ng t&ocirc;i để ch&uacute;ng t&ocirc;i kiểm tra v&agrave; x&aacute;c nhận lại cho Qu&yacute; kh&aacute;ch.</span></span><br />
	<br />
	<strong><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">III. Thanh to&aacute;n khi nh&acirc;n vi&ecirc;n đến giao nhận h&agrave;ng</span></strong></span></p>
<p style="margin: 0px 0px 1.3em; padding: 0px; text-align: justify; box-sizing: border-box; color: rgb(66, 66, 66);">
	<span style="color:#000000;"><font face="tahoma, geneva, sans-serif"><span style="font-size: 14px;">Qu&yacute; kh&aacute;ch h&agrave;ng thanh to&aacute;n trực tiếp bằng tiền mặt cho nh&acirc;n vi&ecirc;n giao h&agrave;ng của ch&uacute;ng t&ocirc;i ngay khi kiểm tra v&agrave; nhận h&agrave;ng.<br />
	<br />
	Mọi phản hồi v&agrave; thắc mắc về việc thanh to&aacute;n, Qu&yacute; kh&aacute;ch li&ecirc;n hệ <strong>0942 288 388</strong>&nbsp;để được tư vấn.</span></font><br />
	<br />
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tr&acirc;n trọng!</span></span></span></p>
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			'title_seo' => 'Trắc địa Thành Đạt - nơi cung cấp các loại máy móc ngành đo đạc',
			'meta_key' => 'Máy toàn đạc, máy thủy chuẩn, máy kinh vĩ, máy laser, máy GPS, máy RTK,...',
			'meta_des' => 'Trắc địa Thành Đạt chuyên cung cấp các máy toàn đạc, máy GNSS RTK, máy thủy bình, UAV, máy kinh vĩ, phụ kiện trắc địathiết bị máy trắc địa chất lượng cao, giá tốt nhất, hỗ trợ tư vấn 24/7, chuyển giao công nghệ tận chân công trình!',
			'created' => '2015-12-02',
			'modified' => '2025-10-29',
			'slug' => 'chinh-sach-ban-hang-1',
			'cate' => '4',
			'link' => 'dich-vu',
			'name_eng' => 'Sales Policy',
			'name_tq' => '',
			'type' => 'new',
			'hot' => '0',
			'content' => '',
			'display' => '0',
			'content_eng' => null
		)
	),
	(int) 2 => array(
		'Post' => array(
			'id' => '587',
			'name' => 'Chính sách vận chuyển',
			'code' => null,
			'alias' => 'chinh-sach-van-chuyen',
			'cat_id' => '4',
			'price' => '0',
			'type' => 'new',
			'shortdes' => '',
			'content' => '<div>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong><span style="font-family:verdana,geneva,sans-serif;">Cảm ơn Qu&yacute; kh&aacute;ch đ&atilde; tin tưởng lựa chọn sản phẩm v&agrave; dịch vụ vủa ch&uacute;ng t&ocirc;i!</span></strong><br />
	<br />
	Ch&uacute;ng t&ocirc;i hỗ trợ giao h&agrave;ng to&agrave;n quốc cho Qu&yacute; kh&aacute;ch mua h&agrave;ng tại hệ thống cửa h&agrave;ng của ch&uacute;ng t&ocirc;i.</span></span><br />
	&nbsp;</div>
<div>
	<p style="margin: 0in 0in 7.5pt; padding: 0px; color: rgb(51, 51, 51); font-family: arial; font-size: 13px; text-align: justify; background-image: initial; background-position: initial; background-size: initial; background-repeat: initial; background-attachment: initial; background-origin: initial; background-clip: initial;">
		<span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;"><span style="margin: 0px; padding: 0px; font-size: 14px;">Sau khi nhận được th&ocirc;ng tin đặt h&agrave;ng ch&uacute;ng t&ocirc;i sẽ lập tức xử l&yacute; đơn h&agrave;ng v&agrave; phản hồi lại th&ocirc;ng tin cho kh&aacute;ch h&agrave;ng về việc thanh to&aacute;n v&agrave; giao nhận.<br />
		<br />
		<strong>&gt; Thời gian giao h&agrave;ng&nbsp;</strong><br />
		<br />
		- Trong v&ograve;ng 24 giờ&nbsp;nếu địa điểm giao h&agrave;ng&nbsp;<b style="color: rgb(74, 74, 74); box-sizing: border-box;">&le; 20 km</b>&nbsp;t&iacute;nh từ cửa h&agrave;ng của ch&uacute;ng t&ocirc;i.</span></span></p>
	<p style="margin-top: 0in; background-image: initial; background-position: initial; background-size: initial; background-repeat: initial; background-attachment: initial; background-origin: initial; background-clip: initial; box-sizing: border-box; margin-bottom: 1rem;">
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">-&nbsp;Trong v&ograve;ng 1-2 ng&agrave;y&nbsp;nếu địa điểm giao h&agrave;ng nằm trong phạm vi&nbsp;<b style="box-sizing: border-box">50 - 100 km</b>&nbsp;</span></span><span style="font-family: Arial, sans-serif;"><o:p></o:p></span><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">t&iacute;nh từ cửa h&agrave;ng của ch&uacute;ng t&ocirc;i.<br />
		<br />
		-&nbsp;Trong v&ograve;ng 3-5 ng&agrave;y</span></span><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">&nbsp;nếu địa điểm giao h&agrave;ng từ <strong>20</strong></span><b style="font-family: tahoma, geneva, sans-serif; font-size: 14px; box-sizing: border-box;">0 km</b><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">&nbsp;trở l&ecirc;n&nbsp;</span><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">t&iacute;nh từ cửa h&agrave;ng của ch&uacute;ng t&ocirc;i.</span></p>
	<p style="margin-top: 0in; background-image: initial; background-position: initial; background-size: initial; background-repeat: initial; background-attachment: initial; background-origin: initial; background-clip: initial; box-sizing: border-box; margin-bottom: 1rem;">
		<span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">Trước khi vận chuyển, bộ phận giao nhận sẽ li&ecirc;n lạc với Qu&yacute; kh&aacute;ch h&agrave;ng để x&aacute;c nhận khoảng thời gian v&agrave; địa điểm giao h&agrave;ng cụ thể.</span></p>
	<p style="margin-top: 0in; background-image: initial; background-position: initial; background-size: initial; background-repeat: initial; background-attachment: initial; background-origin: initial; background-clip: initial; box-sizing: border-box; margin-bottom: 1rem;">
		<strong style="font-family: tahoma, geneva, sans-serif; font-size: 14px; text-align: justify;">&gt; Ph&iacute; vận chuyển</strong><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px; text-align: justify;"> sẽ được t&iacute;nh theo từng gi&aacute; trị đơn h&agrave;ng v&agrave; được thoả thuận giữa hai b&ecirc;n ngay trước khi giao h&agrave;ng.&nbsp;</span></p>
	<p style="margin: 0in 0in 7.5pt; padding: 0px; color: rgb(51, 51, 51); font-family: arial; font-size: 13px; text-align: justify; background-image: initial; background-position: initial; background-size: initial; background-repeat: initial; background-attachment: initial; background-origin: initial; background-clip: initial;">
		<span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;"><span style="margin: 0px; padding: 0px; font-size: 14px;"><span style="margin: 0px; padding: 0px;">Mọi thắc mắc li&ecirc;n quan đến việc giao h&agrave;ng, Qu&yacute; kh&aacute;ch h&agrave;ng li&ecirc;n hệ số điện thoại&nbsp;<strong>0942 288 388</strong>&nbsp;để được giải đ&aacute;p v&agrave; giải quyết kịp thời.<br />
		<br />
		Tr&acirc;n trọng!</span></span></span></p>
</div>
',
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			'hot' => '1',
			'saleoff' => null,
			'title_seo' => 'Trắc địa Thành Đạt',
			'meta_key' => 'Chuyên cung cấp máy định vị vệ tinh GPS RTK, máy thủy bình, máy toàn đạc điện tử, UAV, ống nhòm, máy định vị GPS cầm tay, ... chính hãng, uy tín, giá tốt hàng đầu tại Việt Nam! Hotline: 0913051734!',
			'meta_des' => 'Chuyên cung cấp máy định vị vệ tinh GPS RTK, máy thủy bình, máy toàn đạc điện tử, UAV, ống nhòm, máy định vị GPS cầm tay, ... chính hãng, uy tín, giá tốt hàng đầu tại Việt Nam! Hotline: 0913051734!',
			'created' => '2021-04-07',
			'modified' => '2026-02-01',
			'status' => '1',
			'view' => '3322',
			'slug' => 'chinh-sach-van-chuyen',
			'name_eng' => '',
			'shortdes_eng' => '',
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			'namdi' => null,
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			'thoigiandi_eng' => null,
			'videoyou' => null,
			'nt' => null,
			'duration' => null,
			'duration_eng' => null,
			'twodaypro' => null,
			'twodaypro_eng' => null,
			'threedaypro' => null,
			'threedaypro_eng' => null,
			'photo' => null,
			'lft' => '141',
			'rght' => '142',
			'vat' => null,
			'hangsx' => null,
			'baohanh' => null,
			'tinhtrang' => '1',
			'tailieu' => null,
			'tag' => null
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		'Catproduct' => array(
			'id' => '4',
			'name' => 'Chính sách bán hàng',
			'parent_id' => null,
			'alias' => 'chinh-sach-ban-hang',
			'images' => '',
			'lft' => '47',
			'rght' => '48',
			'pos' => '3',
			'status' => '0',
			'title_seo' => 'Trắc địa Thành Đạt - nơi cung cấp các loại máy móc ngành đo đạc',
			'meta_key' => 'Máy toàn đạc, máy thủy chuẩn, máy kinh vĩ, máy laser, máy GPS, máy RTK,...',
			'meta_des' => 'Trắc địa Thành Đạt chuyên cung cấp các máy toàn đạc, máy GNSS RTK, máy thủy bình, UAV, máy kinh vĩ, phụ kiện trắc địathiết bị máy trắc địa chất lượng cao, giá tốt nhất, hỗ trợ tư vấn 24/7, chuyển giao công nghệ tận chân công trình!',
			'created' => '2015-12-02',
			'modified' => '2025-10-29',
			'slug' => 'chinh-sach-ban-hang-1',
			'cate' => '4',
			'link' => 'dich-vu',
			'name_eng' => 'Sales Policy',
			'name_tq' => '',
			'type' => 'new',
			'hot' => '0',
			'content' => '',
			'display' => '0',
			'content_eng' => null
		)
	),
	(int) 3 => array(
		'Post' => array(
			'id' => '585',
			'name' => 'Chính sách đổi trả',
			'code' => null,
			'alias' => 'chinh-sach-doi-tra',
			'cat_id' => '4',
			'price' => '0',
			'type' => 'new',
			'shortdes' => '',
			'content' => '<span style="color:#000000;"><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px; text-align: justify;">Ch&uacute;ng t&ocirc;i hỗ trợ đổi trả sản phẩm trong v&ograve;ng 07 ng&agrave;y nếu lỗi ph&aacute;t sinh do nh&agrave; sản xuất.<br />
<br />
Trong thời gian đổi trả, C&ocirc;ng ty CP C&ocirc;ng nghệ v&agrave; Thương mại Th&agrave;nh Đạt&nbsp; sẽ hỗ trợ cung cấp m&aacute;y m&oacute;c thay thế kịp thời để c&ocirc;ng việc khảo s&aacute;t, đo đạc của Qu&yacute; kh&aacute;ch kh&ocirc;ng bị gi&aacute;n đoạn. Chi ph&iacute; vận chuyển cho việc đổi trả do hai b&ecirc;n tự thoả thuận.</span><br style="margin: 0px; padding: 0px; color: rgb(66, 66, 66); font-family: tahoma, geneva, sans-serif; font-size: 14px; text-align: justify;" />
<br />
<strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">&gt; Điều kiện&nbsp;đổi trả:&nbsp;</span></span></strong></span><br />
<ul>
	<li style="box-sizing: border-box;">
		<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Sản phẩm phải c&ograve;n nguy&ecirc;n tem m&aacute;c.</span></span></span></li>
	<li style="box-sizing: border-box;">
		<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Sản phẩm&nbsp;bị lỗi do nh&agrave; sản xuất.</span></span></span></li>
	<li style="box-sizing: border-box;">
		<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Sản phẩm kh&ocirc;ng đ&uacute;ng như đơn đặt h&agrave;ng.</span></span></span></li>
	<li style="box-sizing: border-box;">
		<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Số lần đổi trả cho 1 sản phẩm l&agrave; 1 lần</span></span></span></li>
</ul>
<br />
<div style="text-align: start;">
	<span style="color:#000000;"><strong><span style="text-align: justify;"><font face="tahoma, geneva, sans-serif"><span style="font-size: 14px;">&gt;&nbsp;</span></font><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">Việc đổi trả sẽ kh&ocirc;ng được chấp nhận nếu:</span>&nbsp;<span style="font-size: 14px; font-family: tahoma, geneva, sans-serif;">&nbsp;</span></span></strong></span></div>
<ul>
	<li>
		<span style="color:#000000;"><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px; text-align: justify;">Trong qu&aacute; tr&igrave;nh sử dụng sản phẩm Qu&yacute; kh&aacute;ch kh&ocirc;ng tu&acirc;n thủ c&aacute;c chỉ dẫn của Nh&agrave; sản xuất.</span></span></li>
	<li>
		<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="text-align: justify;">S</span>ản phẩm bị trầy xước, kh&ocirc;ng nguy&ecirc;n vẹn</span></span></span></li>
</ul>
<br />
<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Ngo&agrave;i ra, ch&uacute;ng t&ocirc;i cũng hỗ trợ đổi trả sản phẩm v&igrave; l&yacute; do chủ quan của Qu&yacute; kh&aacute;ch h&agrave;ng ( muốn đổi sang sản phẩm c&ugrave;ng chủng loại nhưng kh&aacute;c về m&agrave;u sắc, h&atilde;ng sản xuất hay th&ocirc;ng số kỹ thuật). Chi ph&iacute; cho việc đổi trả n&agrave;y do Qu&yacute; kh&aacute;ch h&agrave;ng chịu.</span></span><br />
<br />
<span style="margin: 0px; padding: 0px; font-family: arial; text-align: justify; font-size: 14px;"><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;"><strong style="margin: 0px; padding: 0px;"><img alt="" src="https://tracdiathanhdat.vn/admin/webroot/upload/image/images/lien-he.jpg" style="margin: 0px; padding: 8px 0px; height: 36px; max-width: 100%; vertical-align: middle; border: 0px; opacity: 1; font-size: 13px; width: 38px;" /><span style="margin: 0px; padding: 0px; font-size: 13px;">&nbsp;</span></strong></span></span><span style="margin: 0px; padding: 0px; font-family: arial; text-align: justify; font-size: 14px;"><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;"><strong style="margin: 0px; padding: 0px;">&nbsp;</strong></span></span><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px; text-align: justify;">Li&ecirc;n hệ hotline <strong>0913 051 734</strong> để được tư vấn đổi trả theo đ&uacute;ng qui định.</span></span>',
			'images' => '202104071223177d9b7f6e319f9fa90078c7c61ed9bd19.jpg',
			'images_multi' => '',
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			'hot' => '1',
			'saleoff' => null,
			'title_seo' => 'Trắc địa Thành Đạt',
			'meta_key' => 'Chuyên cung cấp máy định vị vệ tinh GPS RTK, máy thủy bình, máy toàn đạc điện tử, UAV, ống nhòm, máy định vị GPS cầm tay, ... chính hãng, uy tín, giá tốt hàng đầu tại Việt Nam! Hotline: 0913051734!',
			'meta_des' => 'Chuyên cung cấp máy định vị vệ tinh GPS RTK, máy thủy bình, máy toàn đạc điện tử, UAV, ống nhòm, máy định vị GPS cầm tay, ... chính hãng, uy tín, giá tốt hàng đầu tại Việt Nam! Hotline: 0913051734!',
			'created' => '2021-04-07',
			'modified' => '2026-02-02',
			'status' => '1',
			'view' => '3317',
			'slug' => 'chinh-sach-doi-tra',
			'name_eng' => '',
			'shortdes_eng' => '',
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			'threedaypro_eng' => null,
			'photo' => null,
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			'rght' => '138',
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			'name' => 'Chính sách bán hàng',
			'parent_id' => null,
			'alias' => 'chinh-sach-ban-hang',
			'images' => '',
			'lft' => '47',
			'rght' => '48',
			'pos' => '3',
			'status' => '0',
			'title_seo' => 'Trắc địa Thành Đạt - nơi cung cấp các loại máy móc ngành đo đạc',
			'meta_key' => 'Máy toàn đạc, máy thủy chuẩn, máy kinh vĩ, máy laser, máy GPS, máy RTK,...',
			'meta_des' => 'Trắc địa Thành Đạt chuyên cung cấp các máy toàn đạc, máy GNSS RTK, máy thủy bình, UAV, máy kinh vĩ, phụ kiện trắc địathiết bị máy trắc địa chất lượng cao, giá tốt nhất, hỗ trợ tư vấn 24/7, chuyển giao công nghệ tận chân công trình!',
			'created' => '2015-12-02',
			'modified' => '2025-10-29',
			'slug' => 'chinh-sach-ban-hang-1',
			'cate' => '4',
			'link' => 'dich-vu',
			'name_eng' => 'Sales Policy',
			'name_tq' => '',
			'type' => 'new',
			'hot' => '0',
			'content' => '',
			'display' => '0',
			'content_eng' => null
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	),
	(int) 4 => array(
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			'id' => '583',
			'name' => 'Chính sách bảo hành',
			'code' => null,
			'alias' => 'chinh-sach-bao-hanh',
			'cat_id' => '4',
			'price' => '0',
			'type' => 'new',
			'shortdes' => '',
			'content' => '<div>
	<span style="font-family:tahoma,geneva,sans-serif;"><span style="font-size:14px;"><span style="color: rgb(66, 66, 66); text-align: justify;">Tất cả c&aacute;c sản phẩm mua tại hệ thống cửa h&agrave;ng của ch&uacute;ng t&ocirc;i đều được bảo h&agrave;nh ch&iacute;nh h&atilde;ng theo quy định của nh&agrave; sản xuất.&nbsp;</span><br style="margin: 0px; padding: 0px; color: rgb(66, 66, 66); font-family: tahoma, geneva, sans-serif; font-size: 14px; text-align: justify;" />
	<br style="margin: 0px; padding: 0px; color: rgb(66, 66, 66); font-family: tahoma, geneva, sans-serif; font-size: 14px; text-align: justify;" />
	<span style="color: rgb(66, 66, 66); text-align: justify;">Ch&uacute;ng t&ocirc;i hỗ trợ kỹ thuật 24/7 qua số hotline <strong>0913 051 734</strong> trong suốt qu&aacute; tr&igrave;nh Qu&yacute; kh&aacute;ch sử dụng sản phẩm.</span></span></span></div>
<div>
	<br />
	<strong><span style="font-family:tahoma,geneva,sans-serif;"><span style="font-size:14px;">1. Sản phẩm được bảo h&agrave;nh miễn ph&iacute;:&nbsp;</span></span></strong><br />
	<br />
	<ul>
		<li>
			<span style="font-family:tahoma,geneva,sans-serif;"><span style="font-size:14px;">Sản phẩm sẽ được bảo h&agrave;nh miễn ph&iacute; nếu sản phẩm đ&oacute; c&ograve;n thời hạn bảo h&agrave;nh (được t&iacute;nh kể từ ng&agrave;y mua h&agrave;ng).</span></span></li>
		<li>
			<span style="font-family:tahoma,geneva,sans-serif;"><span style="font-size:14px;">Thời hạn bảo h&agrave;nh được ghi tr&ecirc;n Tem Bảo H&agrave;nh v&agrave; theo quy định của từng Nh&agrave; sản xuất đối với tất cả c&aacute;c sự cố về mặt kỹ thuật.</span></span></li>
		<li>
			<span style="font-family:tahoma,geneva,sans-serif;"><span style="font-size:14px;">C&oacute; Tem bảo h&agrave;nh tr&ecirc;n sản phẩm.</span></span></li>
		<li>
			<span style="font-family:tahoma,geneva,sans-serif;"><span style="font-size:14px;">Khi sản phẩm c&oacute; sự cố kĩ thuật ch&uacute;ng t&ocirc;i sẽ trực tiếp khắc phục sự cố tại cửa h&agrave;ng&nbsp;hoặc thay mặt kh&aacute;ch h&agrave;ng&nbsp;mang sản phẩm tới Trung T&acirc;m Bảo H&agrave;nh của h&atilde;ng.</span></span></li>
	</ul>
	<br />
	<strong><span style="font-family:tahoma,geneva,sans-serif;"><span style="font-size:14px;">2. Những trường hợp kh&ocirc;ng được bảo h&agrave;nh (sửa chữa c&oacute; t&iacute;nh ph&iacute;):&nbsp;</span></span></strong><br />
	<br />
	<ul>
		<li>
			<span style="font-family:tahoma,geneva,sans-serif;"><span style="font-size:14px;">Sản phẩm đ&atilde; qu&aacute; thời hạn bảo h&agrave;nh hoặc kh&ocirc;ng c&oacute; Tem bảo h&agrave;nh tr&ecirc;n m&aacute;y.</span></span></li>
		<li>
			<span style="font-family:tahoma,geneva,sans-serif;"><span style="font-size:14px;">Sản phẩm bị hư hỏng do t&aacute;c động cơ học l&agrave;m rơi, vỡ, va đập, trầy xước, m&oacute;p m&eacute;o, ẩm ướt, hoen rỉ, chảy nước hoặc do hỏa hoạn, thi&ecirc;n tai g&acirc;y n&ecirc;n.</span></span></li>
		<li>
			<span style="font-family:tahoma,geneva,sans-serif;"><span style="font-size:14px;">Sản phẩm bị hỏng do sử dụng kh&ocirc;ng đ&uacute;ng c&aacute;ch, sử dụng sai điện &aacute;p quy định.</span></span></li>
		<li>
			<span style="font-family:tahoma,geneva,sans-serif;"><span style="font-size:14px;">Tự &yacute; th&aacute;o dỡ, sửa chữa sản phẩm</span></span></li>
	</ul>
	<br />
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tr&acirc;n trọng!</span></span><br />
	<span style="font-family:tahoma,geneva,sans-serif;"><span style="font-size:14px;">&nbsp;</span></span></div>
',
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			'title_seo' => 'Trắc địa Thành Đạt',
			'meta_key' => 'Chuyên cung cấp máy định vị vệ tinh GPS RTK, máy thủy bình, máy toàn đạc điện tử, UAV, ống nhòm, máy định vị GPS cầm tay, ... chính hãng, uy tín, giá tốt hàng đầu tại Việt Nam! Hotline: 0913051734!',
			'meta_des' => 'Chuyên cung cấp máy định vị vệ tinh GPS RTK, máy thủy bình, máy toàn đạc điện tử, UAV, ống nhòm, máy định vị GPS cầm tay, ... chính hãng, uy tín, giá tốt hàng đầu tại Việt Nam! Hotline: 0913051734!',
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			'thoigiandi_eng' => null,
			'videoyou' => null,
			'nt' => null,
			'duration' => null,
			'duration_eng' => null,
			'twodaypro' => null,
			'twodaypro_eng' => null,
			'threedaypro' => null,
			'threedaypro_eng' => null,
			'photo' => null,
			'lft' => '133',
			'rght' => '134',
			'vat' => null,
			'hangsx' => null,
			'baohanh' => null,
			'tinhtrang' => '1',
			'tailieu' => null,
			'tag' => null
		),
		'Catproduct' => array(
			'id' => '4',
			'name' => 'Chính sách bán hàng',
			'parent_id' => null,
			'alias' => 'chinh-sach-ban-hang',
			'images' => '',
			'lft' => '47',
			'rght' => '48',
			'pos' => '3',
			'status' => '0',
			'title_seo' => 'Trắc địa Thành Đạt - nơi cung cấp các loại máy móc ngành đo đạc',
			'meta_key' => 'Máy toàn đạc, máy thủy chuẩn, máy kinh vĩ, máy laser, máy GPS, máy RTK,...',
			'meta_des' => 'Trắc địa Thành Đạt chuyên cung cấp các máy toàn đạc, máy GNSS RTK, máy thủy bình, UAV, máy kinh vĩ, phụ kiện trắc địathiết bị máy trắc địa chất lượng cao, giá tốt nhất, hỗ trợ tư vấn 24/7, chuyển giao công nghệ tận chân công trình!',
			'created' => '2015-12-02',
			'modified' => '2025-10-29',
			'slug' => 'chinh-sach-ban-hang-1',
			'cate' => '4',
			'link' => 'dich-vu',
			'name_eng' => 'Sales Policy',
			'name_tq' => '',
			'type' => 'new',
			'hot' => '0',
			'content' => '',
			'display' => '0',
			'content_eng' => null
		)
	),
	(int) 5 => array(
		'Post' => array(
			'id' => '584',
			'name' => 'Chính sách bảo mật thông tin',
			'code' => null,
			'alias' => 'chinh-sach-bao-mat-thong-tin',
			'cat_id' => '4',
			'price' => '0',
			'type' => 'new',
			'shortdes' => '',
			'content' => '<div>
	<h2 style="text-align: justify;">
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); text-align: justify;"><span style="margin: 0px; padding: 0px;">1. Mục đ&iacute;ch thu nhập th&ocirc;ng tin c&aacute; nh&acirc;n</span></span></span></span></h2>
	<p style="text-align: justify;">
		<br />
		<span style="font-family: tahoma, geneva, sans-serif; font-size: 14px; color: rgb(51, 51, 51);">Th&ocirc;ng tin c&aacute; nh&acirc;n m&agrave; ch&uacute;ng t&ocirc;i thu thập bao gồm: họ t&ecirc;n, địa chỉ giao h&agrave;ng, địa chỉ email, số điện thoại cố định, số điện thoại di động, cookies.</span></p>
	<ul style="margin: 0px; padding: 0px 0px 0px 15px; color: rgb(51, 51, 51); font-family: arial; font-size: 13px; text-align: justify;">
		<li style="margin: 0px; padding: 0px; line-height: 20px;">
			<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="margin: 0px; padding: 0px;"><span style="margin: 0px; padding: 0px;">Đối với c&aacute;c giao dịch thanh to&aacute;n qua cổng thanh to&aacute;n trực tuyến, Ch&uacute;ng t&ocirc;i kh&ocirc;ng lưu trữ th&ocirc;ng tin số t&agrave;i khoản, số thẻ ng&acirc;n h&agrave;ng của kh&aacute;ch h&agrave;ng, những th&ocirc;ng tin n&agrave;y sẽ được cổng thanh to&aacute;n lưu trữ để phục vụ việc đối so&aacute;t giao dịch.</span></span></span></span></li>
		<li style="margin: 0px; padding: 0px; line-height: 20px;">
			<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="margin: 0px; padding: 0px;"><span style="margin: 0px; padding: 0px;">Th&ocirc;ng tin c&aacute; nh&acirc;n kh&aacute;ch h&agrave;ng sẽ được sử dụng cho một hoặc tất cả c&aacute;c mục đ&iacute;ch sau đ&acirc;y:</span></span></span></span>
			<ul style="margin: 0px; padding: 0px 0px 0px 15px;">
				<li style="margin: 0px; padding: 0px; line-height: 20px;">
					<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="margin: 0px; padding: 0px;"><span style="margin: 0px; padding: 0px;">Giao h&agrave;ng cho qu&yacute; kh&aacute;ch đ&atilde; mua h&agrave;ng</span></span></span></span></li>
				<li style="margin: 0px; padding: 0px; line-height: 20px;">
					<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="margin: 0px; padding: 0px;"><span style="margin: 0px; padding: 0px;">Th&ocirc;ng b&aacute;o về việc giao h&agrave;ng v&agrave; hỗ trợ kh&aacute;ch h&agrave;ng</span></span></span></span></li>
				<li style="margin: 0px; padding: 0px; line-height: 20px;">
					<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="margin: 0px; padding: 0px;"><span style="margin: 0px; padding: 0px;">Cung cấp th&ocirc;ng tin li&ecirc;n quan đến sản phẩm</span></span></span></span></li>
			</ul>
		</li>
		<li style="margin: 0px; padding: 0px; line-height: 20px;">
			<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="margin: 0px; padding: 0px;"><span style="margin: 0px; padding: 0px;">Ngo&agrave;i ra, ch&uacute;ng t&ocirc;i sẽ sử dụng th&ocirc;ng tin của qu&yacute; kh&aacute;ch cung cấp để hỗ trợ quản l&yacute; t&agrave;i khoản kh&aacute;ch h&agrave;ng (nếu c&oacute;); x&aacute;c nhận v&agrave; thực hiện c&aacute;c giao dịch t&agrave;i ch&iacute;nh li&ecirc;n quan đến c&aacute;c khoản thanh to&aacute;n trực tuyến của qu&yacute; kh&aacute;ch;</span></span></span></span></li>
		<li style="margin: 0px; padding: 0px; line-height: 20px;">
			<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="margin: 0px; padding: 0px;"><span style="margin: 0px; padding: 0px;">Ch&uacute;ng t&ocirc;i kh&ocirc;ng được ph&eacute;p thu nhập th&ocirc;ng tin nếu kh&aacute;ch h&agrave;ng kh&ocirc;ng tự nguyện, cũng kh&ocirc;ng sử dụng phương thức thu thập th&ocirc;ng tin kh&aacute;ch h&agrave;ng bằng c&aacute;c h&igrave;nh thức bất hợp ph&aacute;p.</span></span></span></span></li>
	</ul>
	<p style="text-align: justify;">
		&nbsp;</p>
	<h2 style="text-align: justify;">
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); text-align: justify;"><span style="margin: 0px; padding: 0px;">2. Phạm vi sử dụng th&ocirc;ng tin</span></span></span></span></h2>
	<br />
	<ul style="margin: 0px; padding: 0px 0px 0px 15px; color: rgb(51, 51, 51); font-family: arial; font-size: 13px; text-align: justify;">
		<li style="margin: 0px; padding: 0px; line-height: 20px;">
			<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="margin: 0px; padding: 0px;"><span style="margin: 0px; padding: 0px;">Th&ocirc;ng tin c&aacute; nh&acirc;n thu thập được sẽ chỉ được sử dụng trong nội bộ c&ocirc;ng ty.</span></span></span></span></li>
		<li style="margin: 0px; padding: 0px; line-height: 20px;">
			<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="margin: 0px; padding: 0px;"><span style="margin: 0px; padding: 0px;">Ch&uacute;ng t&ocirc;i c&oacute; thể chia sẻ t&ecirc;n v&agrave; địa chỉ của qu&yacute; kh&aacute;ch cho dịch vụ chuyển ph&aacute;t nhanh c&oacute; uy t&iacute;n để giao h&agrave;ng cho qu&yacute; kh&aacute;ch theo cam kết.</span></span></span></span></li>
	</ul>
	<p style="text-align: justify;">
		&nbsp;</p>
	<h2 style="text-align: justify;">
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); text-align: justify;"><span style="margin: 0px; padding: 0px;">3. Thời gian lưu trữ th&ocirc;ng tin</span></span></span></span></h2>
	<p style="text-align: justify;">
		<br />
		<span style="font-family: tahoma, geneva, sans-serif; font-size: 14px; color: rgb(51, 51, 51); text-align: justify;">Th&ocirc;ng tin kh&aacute;ch h&agrave;ng được lưu trữ nội bộ cho đến khi c&oacute; y&ecirc;u cầu x&oacute;a th&ocirc;ng tin từ ph&iacute;a kh&aacute;ch h&agrave;ng.</span></p>
	<div style="margin: 0px; padding: 0px; line-height: 20px;">
		<div>
			<div style="text-align: justify;">
				&nbsp;</div>
			<h2 style="text-align: justify;">
				<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">4. Những người hoặc tổ chức c&oacute; thể được tiếp cận với th&ocirc;ng tin&nbsp;</span></span></h2>
			<br />
			<div style="text-align: justify;">
				<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đối tượng được tiếp cận với th&ocirc;ng tin c&aacute; nh&acirc;n của kh&aacute;ch h&agrave;ng thuộc một trong những trường hợp sau:</span></span><br />
				&nbsp;</div>
			<div style="text-align: justify;">
				<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">- Nh&acirc;n vi&ecirc;n của C&ocirc;ng ty Cổ phần C&ocirc;ng nghệ v&agrave; thương mại Th&agrave;nh Đạt</span></span></div>
			<div style="text-align: justify;">
				<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">- C&aacute;c đối t&aacute;c c&oacute; k&yacute; hợp đồng thực hiện 1 phần dịch vụ của C&ocirc;ng ty. C&aacute;c đối t&aacute;c n&agrave;y sẽ nhận được những th&ocirc;ng tin theo thỏa thuận hợp đồng (c&oacute; thể 1 phần hoặc to&agrave;n bộ th&ocirc;ng tin tuy theo điều khoản hợp đồng) để tiến h&agrave;nh hỗ trợ người d&ugrave;ng sử dụng dịch vụ do C&ocirc;ng ty cung cấp.</span></span></div>
			<div style="text-align: justify;">
				&nbsp;</div>
			<h2 style="text-align: justify;">
				<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">5. Địa chỉ của đơn vị thu thập v&agrave; quản l&yacute; th&ocirc;ng tin</span></span></h2>
			<div style="text-align: justify;">
				<em><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">(bao gồm c&aacute;ch thức li&ecirc;n lạc để người ti&ecirc;u d&ugrave;ng c&oacute; thể hỏi về hoạt động thu thập, xử l&yacute; th&ocirc;ng tin li&ecirc;n quan đến c&aacute; nh&acirc;n m&igrave;nh)</span></span></em></div>
			<div style="text-align: justify;">
				<br />
				<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Địa chỉ của đơn vị thu thập v&agrave; quản l&yacute; th&ocirc;ng tin:</span></span><br />
				&nbsp;</div>
			<div style="text-align: justify;">
				<strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">- C&ocirc;ng ty Cổ phần C&ocirc;ng nghệ v&agrave; thương mại Th&agrave;nh Đạt&nbsp;</span></span></strong></div>
			<div style="text-align: justify;">
				<strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">- Địa chỉ: số 157 phố Đặng Văn Ngữ, P. Phương Li&ecirc;n, Q. Đống Đa, Tp. H&agrave; Nội</span></span></strong></div>
			<div style="text-align: justify;">
				<strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">- Điện thoại: 0243 7764930</span></span></strong></div>
			<div style="text-align: justify;">
				<strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">- Email: tracdiathanhdat@gmail.com<span style="white-space: pre;"> </span></span></span></strong></div>
		</div>
	</div>
	<p style="text-align: justify;">
		<br />
		<span style="color: rgb(51, 51, 51); font-family: tahoma, geneva, sans-serif; font-size: 14px; text-align: justify;">Người d&ugrave;ng c&oacute; thể gọi điện tới tổng đ&agrave;i hỗ trợ v&agrave; chăm s&oacute;c kh&aacute;ch h&agrave;ng&nbsp;</span><strong style="color: rgb(51, 51, 51); font-family: tahoma, geneva, sans-serif; font-size: 14px; text-align: justify; margin: 0px; padding: 0px;">0949 322 456</strong><span style="color: rgb(51, 51, 51); font-family: tahoma, geneva, sans-serif; font-size: 14px; text-align: justify;">&nbsp;để điều chỉnh hoặc x&oacute;a đi dữ liệu c&aacute; nh&acirc;n của m&igrave;nh.</span><br />
		&nbsp;</p>
	<h2 style="text-align: justify;">
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); text-align: justify;"><span style="margin: 0px; padding: 0px;">6. Cam kết bảo mật th&ocirc;ng tin c&aacute; nh&acirc;n kh&aacute;ch h&agrave;ng</span></span></span></span></h2>
	<br />
	<ul style="margin: 0px; padding: 0px 0px 0px 15px; color: rgb(51, 51, 51); font-family: arial; font-size: 13px; text-align: justify;">
		<li style="margin: 0px; padding: 0px; line-height: 20px;">
			<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="margin: 0px; padding: 0px;"><span style="margin: 0px; padding: 0px;">Kh&ocirc;ng b&aacute;n, chia sẻ hay trao đổi th&ocirc;ng tin c&aacute; nh&acirc;n của kh&aacute;ch h&agrave;ng thu thập tr&ecirc;n trang web cho một b&ecirc;n thứ ba n&agrave;o kh&aacute;c.</span></span></span></span></li>
		<li style="margin: 0px; padding: 0px; line-height: 20px;">
			<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="margin: 0px; padding: 0px;"><span style="margin: 0px; padding: 0px;">Ngoại trừ c&aacute;c trường hợp về sử dụng th&ocirc;ng tin c&aacute; nh&acirc;n như đ&atilde; n&ecirc;u trong ch&iacute;nh s&aacute;ch n&agrave;y,ch&uacute;ng t&ocirc;i cam kết kh&ocirc;ng tiết lộ th&ocirc;ng tin c&aacute; nh&acirc;n của bạn ra ngo&agrave;i. Trong một số trường hợp, ch&uacute;ng t&ocirc;i c&oacute; thể thu&ecirc; một đơn vị độc lập để tiến h&agrave;nh c&aacute;c dự &aacute;n nghi&ecirc;n cứu thị trường v&agrave; khi đ&oacute; th&ocirc;ng tin của bạn sẽ được cung cấp cho đơn vị n&agrave;y để tiến h&agrave;nh dự &aacute;n. B&ecirc;n thứ ba n&agrave;y sẽ bị r&agrave;ng buộc bởi một thỏa thuận về bảo mật m&agrave; theo đ&oacute; họ chỉ được ph&eacute;p sử dụng những th&ocirc;ng tin được cung cấp cho mục đ&iacute;ch ho&agrave;n th&agrave;nh dự &aacute;n.</span></span></span></span></li>
		<li style="margin: 0px; padding: 0px; line-height: 20px;">
			<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="margin: 0px; padding: 0px;"><span style="margin: 0px; padding: 0px;">Ch&uacute;ng t&ocirc;i c&oacute; thể tiết lộ hoặc cung cấp th&ocirc;ng tin c&aacute; nh&acirc;n của bạn trong c&aacute;c trường hợp thật sự cần thiết như sau: (a) khi c&oacute; y&ecirc;u cầu của c&aacute;c cơ quan ph&aacute;p luật; (b) trong trường hợp m&agrave; ch&uacute;ng t&ocirc;i tin rằng điều đ&oacute; sẽ gi&uacute;p ch&uacute;ng t&ocirc;i bảo vệ quyền lợi ch&iacute;nh đ&aacute;ng của m&igrave;nh trước ph&aacute;p luật.</span></span></span></span></li>
	</ul>
	<p style="text-align: justify;">
		&nbsp;</p>
	<h2 style="text-align: justify;">
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); text-align: justify;"><span style="margin: 0px; padding: 0px;">7. Thay đổi về ch&iacute;nh s&aacute;ch</span></span></span></span></h2>
	<p style="text-align: justify;">
		<br style="margin: 0px; padding: 0px;" />
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); text-align: justify;"><span style="margin: 0px; padding: 0px;">Nội dung của &ldquo;Ch&iacute;nh s&aacute;ch bảo mật&rdquo; n&agrave;y c&oacute; thể thay đổi để ph&ugrave; hợp với c&aacute;c nhu cầu của C&ocirc;ng Ty CP C&ocirc;ng nghệ v&agrave; Thương Mại Th&agrave;nh Đạt cũng như nhu cầu v&agrave; sự phản hồi từ kh&aacute;ch h&agrave;ng (nếu c&oacute;).&nbsp;</span></span></span></span></p>
</div>
<div style="text-align: justify;">
	<br />
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Ch&uacute;ng t&ocirc;i&nbsp;hiểu rằng quyền lợi của bạn trong việc bảo vệ th&ocirc;ng tin c&aacute; nh&acirc;n cũng ch&iacute;nh l&agrave; tr&aacute;ch nhiệm của ch&uacute;ng t&ocirc;i n&ecirc;n trong bất kỳ trường hợp c&oacute; thắc mắc, g&oacute;p &yacute; n&agrave;o li&ecirc;n quan đến ch&iacute;nh s&aacute;ch bảo mật, việc th&ocirc;ng tin c&aacute; nh&acirc;n bị sử dụng sai mục đ&iacute;ch vui l&ograve;ng li&ecirc;n hệ qua số điện thoại <strong>0949 322 456</strong> hoặc gửi phản hồi về&nbsp;địa chỉ email: <em><strong>tracdiathanhdat@gmail.com.</strong></em><br />
	<br />
	Tr&acirc;n trọng!</span></span></div>
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$chiasekinhnghiem = array()
$list_menu_footer = array()
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			'name' => 'Sản phẩm',
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$danhmuc = array(
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			'slug' => 'san-pham-1'
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			'name' => 'Hãng sản xuất',
			'slug' => 'hang-san-xuat'
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			'name' => 'Liên hệ',
			'slug' => 'lien-he'
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)
$support = array(
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			'name' => 'Co so Ha noi',
			'phone' => '098 987 678',
			'yahoo' => 'duycuong7640',
			'skype' => 'duycuong7640',
			'pos' => '0',
			'created' => '2013-09-13',
			'modified' => '2015-05-05',
			'status' => '1',
			'yahoo1' => 'duycuong7640',
			'skype1' => '',
			'hotline' => '0987 654 999',
			'email' => '',
			'name1' => ''
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	),
	(int) 1 => array(
		'Support' => array(
			'id' => '16',
			'name' => 'Co so TP.HCM',
			'phone' => '3252  436 432',
			'yahoo' => 'duycuong7640',
			'skype' => 'tuvantubep',
			'pos' => '0',
			'created' => '2014-01-15',
			'modified' => '2015-05-05',
			'status' => '1',
			'yahoo1' => 'duycuong7640',
			'skype1' => '',
			'hotline' => '0987 654 999',
			'email' => '',
			'name1' => ''
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)
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                12:00:00&nbsp;&nbsp;
                <span>30/05/2023</span>
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    '
$scripts_for_layout = ''
$count = (int) 0
$price = (int) 0
$sl = (int) 0
$cap1 = array(
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		'id' => '5',
		'name' => 'Phần mềm - HDSD ',
		'slug' => 'phan-mem-hdsd'
	)
)
$dm_c2 = array()
$cap2 = array(
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include - APP/View/Elements/menu.ctp, line 56
View::_evaluate() - CORE/Cake/View/View.php, line 920
View::_render() - CORE/Cake/View/View.php, line 883
View::element() - CORE/Cake/View/View.php, line 424
include - APP/View/Layouts/home.ctp, line 169
View::_evaluate() - CORE/Cake/View/View.php, line 920
View::_render() - CORE/Cake/View/View.php, line 883
View::renderLayout() - CORE/Cake/View/View.php, line 539
View::render() - CORE/Cake/View/View.php, line 483
Controller::render() - CORE/Cake/Controller/Controller.php, line 957
ProductController::chitiet() - APP/Controller/ProductController.php, line 135
ReflectionMethod::invokeArgs() - [internal], line ??
Controller::invokeAction() - CORE/Cake/Controller/Controller.php, line 485
Dispatcher::_invoke() - CORE/Cake/Routing/Dispatcher.php, line 186
Dispatcher::dispatch() - CORE/Cake/Routing/Dispatcher.php, line 161
[main] - APP/webroot/index.php, line 92

Notice (8): Undefined index: name_eng [APP/View/Elements/menu.ctp, line 56]
Code Context
                        <div class="accordion-heading">

                            <a class="accordion-toggle" <?php if(!empty($dm_c2)){?>data-toggle="collapse" data-parent="#accordion2" href="#collapse<?php echo $cap1['Catproduct']['id'];?>" title="<?php echo $cap1['Catproduct']['name'.LANGUAGE];?>"<?php }else{?>href="<?php echo DOMAIN.$cap1['Catproduct']['slug'];?>"<?php }?>>

                                <?php echo $cap1['Catproduct']['name'.LANGUAGE];?>
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			'name' => 'Blogs',
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			'images' => '',
			'lft' => '103',
			'rght' => '104',
			'pos' => '5',
			'status' => '1',
			'title_seo' => 'tin tức trắc địa, cập nhật xu hướng đo đạc mới, công nghệ đo đạc, thiết bị đo đạc hiện đại, mẹo kỹ thuật trắc địa, sai số đo đạc, hệ tọa độ VN-2000, GNSS, RTK, GPS trắc địa, phần mềm trắc địa, phần mềm GIS, SurPad, LandStar, Magnet Field, Leica Captivate, Trimble Access',
			'meta_key' => 'tin tức trắc địa, cập nhật xu hướng đo đạc mới, công nghệ đo đạc, thiết bị đo đạc hiện đại, mẹo kỹ thuật trắc địa, sai số đo đạc, hệ tọa độ VN-2000, GNSS, RTK, GPS trắc địa, phần mềm trắc địa, phần mềm GIS, SurPad, LandStar, Magnet Field, Leica Captivate, Trimble Access',
			'meta_des' => 'phần mềm máy đo đạc, phần mềm GIS, phần mềm trút dữ liệu',
			'created' => '2015-12-16',
			'modified' => '2025-10-29',
			'slug' => 'blogs',
			'cate' => '4',
			'link' => 'tin-tuc',
			'name_eng' => '',
			'name_tq' => '',
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			'hot' => '0',
			'content' => '',
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			'content_eng' => null
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	'title_for_layout' => 'Máy toàn đạc điện tử',
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			'name' => 'Định vị công trình bằng máy toàn đạc điện tử',
			'code' => null,
			'alias' => 'dinh-vi-cong-trinh-bang-may-toan-dac-dien-tu',
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			'shortdes' => '<p style="margin: 0in 0in 15.6pt; text-align: justify; background-image: initial; background-position: initial; background-size: initial; background-repeat: initial; background-attachment: initial; background-origin: initial; background-clip: initial;">
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="color: rgb(51, 51, 51);">Định vị thi c&ocirc;ng c&ocirc;ng tr&igrave;nh l&agrave; c&ocirc;ng t&aacute;c trắc địa nhằm x&aacute;c định vị tr&iacute; mặt&nbsp;<span style="box-sizing: border-box; touch-action: manipulation; color: rgb(51, 72, 98);">bằng</span>&nbsp;của c&aacute;c điểm, c&aacute;c đường thẳng, c&aacute;c điểm chi tiết của c&ocirc;ng tr&igrave;nh x&acirc;y dựng tr&ecirc;n đất liền cũng như tr&ecirc;n mặt nước theo đ&uacute;ng thiết kế.</span></span></span><span style="font-size:11.5pt;
font-family:Montserrat;color:#333333"><o:p></o:p></span></p>
',
			'content' => '<h2>
	<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>I. T&igrave;m hiểu về định vị thi c&ocirc;ng c&ocirc;ng tr&igrave;nh&nbsp;</strong></span></span></span></h2>
<br />
<p>
	<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Định vị thi c&ocirc;ng c&ocirc;ng tr&igrave;nh l&agrave; c&ocirc;ng t&aacute;c trắc địa nhằm x&aacute;c định vị tr&iacute; mặt&nbsp;bằng&nbsp;của c&aacute;c điểm, c&aacute;c đường thẳng, c&aacute;c điểm chi tiết của c&ocirc;ng tr&igrave;nh x&acirc;y dựng tr&ecirc;n đất liền cũng như tr&ecirc;n mặt nước theo đ&uacute;ng thiết kế.<br />
	<br />
	Định vị c&ocirc;ng tr&igrave;nh bằng m&aacute;y to&agrave;n đạc c&oacute; thể hiểu l&agrave; thao t&aacute;c sử dụng m&aacute;y to&agrave;n đạc để khảo s&aacute;t, x&aacute;c định vị tr&iacute; tọa độ c&ocirc;ng tr&igrave;nh chi tiết, nhanh ch&oacute;ng v&agrave; ch&iacute;nh x&aacute;c. C&aacute;c kỹ sư sẽ nhập c&aacute;c tham số tr&ecirc;n bản vẽ v&agrave;o m&aacute;y. Sau đ&oacute;, c&aacute;c thuật to&aacute;n của m&aacute;y to&agrave;n đạc sẽ xử l&yacute; những số liệu n&agrave;y. Cuối c&ugrave;ng, m&aacute;y to&agrave;n đạc&nbsp;sẽ khảo s&aacute;t, x&aacute;c định chi tiết v&agrave; x&aacute;c thực những vị tr&iacute; điểm ra thực địa.&nbsp;<br />
	<br />
	Chỉ cần tr&iacute;ch xuất những vị tr&iacute; tọa độ ch&iacute;nh x&aacute;c điểm tr&ecirc;n bản vẽ sang&nbsp;<strong><a href="https://tracdiathanhdat.vn/may-toan-dac-dien-tu">m&aacute;y to&agrave;n đạc điện tử</a> , </strong>&nbsp;m&aacute;y sẽ xử l&yacute; c&aacute;c th&ocirc;ng số n&agrave;y. Sau đ&oacute;, m&aacute;y triển khai vị tr&iacute; những tim trục tr&ecirc;n bản đồ l&ecirc;n thực địa. Nhờ vậy, sẽ định vị được x&aacute;c thực tim trục của nền m&oacute;ng cho những bước thi c&ocirc;ng tiếp theo.</span></span></span></p>
<p style="text-align: center;">
	<br />
	<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/dinh-vi-cong-trinh-bang-may-toan-dac.jpg" style="width: 620px; height: 360px;" /></span></span></span></p>
<h2>
	<br />
	<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>II. Phương ph&aacute;p thực hiện định vị c&ocirc;ng tr&igrave;nh bằng m&aacute;y to&agrave;n đạc điện tử</strong></span></span></span></h2>
<p style="text-align: center;">
	<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">&nbsp; &nbsp; &nbsp;&nbsp;<img alt="" 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" style="height: 411px; width: 620px;" /></span></span></span></p>
<p style="text-align: center;">
	<em><span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">&nbsp; &nbsp; &nbsp;Bản vẽ mặt bằng mộtt nh&agrave; xưởng</span></span></span></em><br />
	&nbsp;</p>
<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Reference Line (Định ᴠị c&ocirc;ng tr&igrave;nh theo đường chuẩn l&agrave; đường thẳng): một đường chuẩn c&oacute; thể được х&aacute;c định bằng c&aacute;ch tham chiếu tới 1 đường thẳng gốc đ&atilde; biết.&nbsp;<br />
<br />
1. X&aacute;c định đường gốc<br />
<br />
Một đường gốc được gắn ᴠới 2 điểm gốc ᴠ&agrave; được х&aacute;c định theo 3 c&aacute;ch: Đo đến điểm gốc; Nhập toạ độ bằng taу; Gọi điểm từ bộ nhớ.<br />
<br />
a) Đo tới điểm gốc. Nhập t&ecirc;n điểm <strong>PtID</strong> ᴠ&agrave; đo bằng ph&iacute;m&nbsp;<br />
b) Với điểm gốc đ&atilde; biết toạ độ t&igrave;m kiếm điểm <strong>PtID</strong> trong bộ nhớ. Nhập toạ độ bằng taу. Hiển thị những điểm ѕẵn trong m&aacute;у.<br />
&nbsp; &nbsp; (1) Điểm gốc trang bị 1&nbsp;<br />
&nbsp; &nbsp; (2) Điểm gốc thứ hai.<br />
&nbsp; &nbsp; (3) Đường gốc.<br />
&nbsp; &nbsp; (4) Đường chuẩn.<br />
<br />
2. Dịch chuуển/Quaу đường gốc<br />
Đường gốc được dịch chuуển ѕong ѕong, chiều dọc, chiều đứng hoặc l&agrave; quaу. Tất cả c&aacute;c kết quả đo ѕau đ&oacute; ѕẽ ảnh hưởng đến đường chuẩn.<br />
&nbsp; &nbsp; <strong>BP</strong>: Điểm gốc.<br />
&nbsp; &nbsp; <strong>BL</strong>: Đường gốc.<br />
&nbsp; &nbsp; <strong>RP</strong>: Điểm chuẩn.<br />
&nbsp; &nbsp; <strong>RL</strong>: Đường chuẩn.<br />
&nbsp; &nbsp; <strong>Off</strong>: Dịch chuуển ѕong ѕong.<br />
&nbsp; &nbsp; <strong>L</strong>: Dịch chuуển theo chiều dọc.<br />
&nbsp; &nbsp; <strong>R</strong>: Th&ocirc;ng ѕố quaу.<br />
<br />
Nhập th&ocirc;ng ѕố: Sử dụng ph&iacute;m n&agrave;у để chuуển con trỏ đến trường th&ocirc;ng ѕố bắt buộc nhập.&nbsp;Ta c&oacute; thể nhập c&aacute;c th&ocirc;ng ѕố như ѕau:<br />
&nbsp; &nbsp; <strong>Offѕet</strong>: Dịch chuуển đường chuẩn ѕong ѕong ᴠề ph&iacute;a b&ecirc;n cần của đường gốc, ᴠ&agrave;o hướng của đường gốc (BP1-BP2).<br />
&nbsp; &nbsp; <strong>Line</strong>: Dịch chuуển đường chuẩn theo chiều dọc t&iacute;nh từ điểm gốc trước ti&ecirc;n theo hướng từ điểm gốc đầu ti&ecirc;n tới điểm gốc vật dụng hai.<br />
&nbsp; &nbsp; <strong>Rotate</strong>: Quaу đường chuẩn theo chiều kim đồng hồ хung quanh điểm gốc.<br />
&nbsp; &nbsp; <strong>Height</strong>: Đường chuẩn cao hơn đường gốc.<br />
&nbsp; &nbsp; <strong>Ref.Hgt:Point1:</strong> Ch&ecirc;nh cao ѕo ᴠới điểm gốc chuẩn nhất.<br />
&nbsp; &nbsp; <strong>Point 2</strong>: Ch&ecirc;nh cao ѕo ᴠới điểm gốc chuẩn hai.<br />
&nbsp; &nbsp; <strong>Interpolated:</strong> Ch&ecirc;nh cao dọc theo đường chuẩn.<br />
&nbsp; &nbsp; <strong>No height</strong>: Ch&ecirc;nh cao kh&ocirc;ng được t&iacute;nh to&aacute;n ᴠ&agrave; hiển thị.<br />
<br />
3. Tiến h&agrave;nh đo hoặc chuуển ѕang chế độ chuуển điểm bề ngo&agrave;i ra thực địa. Tiến h&agrave;nh đo đến điểm đ&iacute;ch. Chuуển ѕang chế độ chuуển điểm bề ngo&agrave;i ra thực địa.<br />
<br />
4. Ứng dụng tương trợ &ldquo;Line&amp;Offѕet&rdquo;:&nbsp;t&iacute;nh to&aacute;n ra ᴠị tr&iacute; của điểm đo ѕo ᴠới đường chuẩn bằng c&aacute;ch hiển thị c&aacute;c lệch dọc trục, lệch ngang, ch&ecirc;nh cao&hellip;<br />
&nbsp;</span></span></span><br />
<p style="box-sizing: border-box; margin-bottom: 1.3em; margin-top: 0px; color: rgb(66, 66, 66); font-family: Roboto, sans-serif; font-size: 15px; text-align: justify;">
	<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trắc đạc c&ocirc;ng tr&igrave;nh hay đo đạc c&ocirc;ng tr&igrave;nh l&agrave; khảo s&aacute;t v&agrave; khai triển bản vẽ thiết kế của c&ocirc;ng tr&igrave;nh ra thực địa, d&ugrave;ng cho thi c&ocirc;ng v&agrave; gi&aacute;m s&aacute;t x&acirc;y dựng c&ocirc;ng tr&igrave;nh đ&uacute;ng bản vẽ thiết kế. Quan trắc dịch chuyển của c&ocirc;ng tr&igrave;nh ra thực địa, chuy&ecirc;n dụng cho thi c&ocirc;ng v&agrave; gi&aacute;m s&aacute;t x&acirc;y dựng c&ocirc;ng tr&igrave;nh đ&uacute;ng bản vẽ thiết kế. C&ocirc;ng cụ đo bằng những mẫu m&aacute;y đo đạc như m&aacute;y kinh vĩ, m&aacute;y thủy b&igrave;nh,m&aacute;y đo khoảng c&aacute;ch laser, m&aacute;y to&agrave;n đạc điện tử&nbsp;&hellip;&nbsp;</span></span></span></p>
<p style="box-sizing: border-box; margin-bottom: 1.3em; margin-top: 0px; color: rgb(66, 66, 66); font-family: Roboto, sans-serif; font-size: 15px; text-align: justify;">
	<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Nhiệm vụ chủ đạo của c&ocirc;ng t&aacute;c trắc địa trong x&acirc;y dựng l&agrave; đảm bảo cho c&ocirc;ng tr&igrave;nh được x&acirc;y dựng đ&uacute;ng k&iacute;ch thước h&igrave;nh học v&agrave; đ&uacute;ng vị tr&iacute; thiết kế. Chỉ khi hai y&ecirc;u cầu n&agrave;y được đ&aacute;p ứng th&igrave; c&ocirc;ng tr&igrave;nh mới mang thể vận h&agrave;nh an to&agrave;n.&nbsp;</span></span></span></p>
<h2 style="box-sizing: border-box; margin-bottom: 1.3em; margin-top: 0px; color: rgb(66, 66, 66); font-family: Roboto, sans-serif; font-size: 15px; text-align: justify;">
	<span style="font-weight: var(--h2_typography-font-weight); font-family: tahoma, geneva, sans-serif; font-size: 14px; color: rgb(0, 0, 0);">III. Những thiết bị được sử dụng trong định vị thi c&ocirc;ng c&ocirc;ng tr&igrave;nh</span></h2>
<ul style="box-sizing: border-box; color: rgb(73, 73, 73); font-family: &quot;Open Sans&quot;, Arial, Helvetica, sans-serif; font-size: 15px;">
	<li style="box-sizing: border-box;">
		<span style="color:#ff0000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><a href="https://tracdiathanhdat.vn/may-thuy-binh-tu-dong"><strong>M&aacute;y thủy b&igrave;nh tự động, m&aacute;y thủy b&igrave;nh điện tử</strong></a></span></span></span><span style="color:#000080;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">:</span></span></span><span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> X&aacute;c định cao độ, dẫn mốc cao độ, đo ch&ecirc;nh cao, quan trắc l&uacute;n&hellip;</span></span></span></li>
</ul>
<ul style="box-sizing: border-box; color: rgb(73, 73, 73); font-family: &quot;Open Sans&quot;, Arial, Helvetica, sans-serif; font-size: 15px;">
	<li style="box-sizing: border-box;">
		<span style="color:#000080;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="box-sizing: border-box; font-weight: bolder;"><a href="https://tracdiathanhdat.vn/may-toan-dac-dien-tu">M&aacute;y to&agrave;n đạc điện tử</a></span></span></span></span><span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="box-sizing: border-box; font-weight: bolder;">:</span>&nbsp;Bố tr&iacute; tr&iacute; tọa độ thiết kế ra thực địa; t&iacute;nh to&aacute;n khoảng c&aacute;ch ngang, đứng, g&oacute;c phương vị của đường, tọa độ điểm, diện t&iacute;ch v&agrave; bố tr&iacute; đường thẳng, đường cong; dẫn lưới lập mốc đường chuyền&hellip;</span></span></span></li>
</ul>
<ul style="box-sizing: border-box; color: rgb(73, 73, 73); font-family: &quot;Open Sans&quot;, Arial, Helvetica, sans-serif; font-size: 15px;">
	<li style="box-sizing: border-box;">
		<span style="color:#000080;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="box-sizing: border-box; font-weight: bolder;"><a href="https://tracdiathanhdat.vn/may-dinh-vi-ve-tinh-gps-2-tan-so-rtk">M&aacute;y định vị GNSS</a></span></span></span></span><span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="box-sizing: border-box; font-weight: bolder;">:</span>&nbsp;Khảo s&aacute;t th&agrave;nh lập lưới khống chế tọa độ; bố tr&iacute; điểm phục vụ cho c&ocirc;ng t&aacute;c chuyển điểm thiết kế ra thực địa; giao hội, bố tr&iacute; đường cong, t&iacute;nh diện t&iacute;ch&hellip;</span></span></span></li>
</ul>
<p style="box-sizing: border-box; margin-bottom: 1.3em; margin-top: 0px; color: rgb(66, 66, 66); font-family: Roboto, sans-serif; font-size: 15px; text-align: center;">
	<span style="color:#000000;"><img alt="" src="/admin/webroot/upload/image/images/Banner (665 × 295 px) (31).png" style="width: 665px; height: 295px;" /></span></p>
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			'lft' => '103',
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			'title_seo' => 'tin tức trắc địa, cập nhật xu hướng đo đạc mới, công nghệ đo đạc, thiết bị đo đạc hiện đại, mẹo kỹ thuật trắc địa, sai số đo đạc, hệ tọa độ VN-2000, GNSS, RTK, GPS trắc địa, phần mềm trắc địa, phần mềm GIS, SurPad, LandStar, Magnet Field, Leica Captivate, Trimble Access',
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		'title' => 'Chuyên phân phối máy đo đạc, trắc địa: Máy GPS RTK, máy thủy bình, máy toàn đạc, máy scanner, UAV chính hãng (LEICA, TOPCON, NIKON, TRIMPLE, SOKKIA, DJI, PENTAX, GARMIN,...)',
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		'address' => '<p>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong><u>Văn ph&ograve;ng</u></strong></span></span><span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">: Số 157&nbsp;Đặng Văn Ngữ, Phường Kim Li&ecirc;n, H&agrave; Nội</span></span></p>
<p>
	<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">MST:<strong><a href="javascript: void(0)" style="font-size:11px;"><span style="color:#ffffff;"> 0103764857 </span></a></strong>do Sở KHĐT TP. H&agrave; Nội cấp ng&agrave;y 28-04-2009<br />
	Điện thoại:&nbsp;<a href="javascript: void(0)" style="font-family: tahoma, geneva, sans-serif;font-size:11px;"><span style="color: rgb(255, 255, 255);"><strong style="font-family: arial, helvetica, sans-serif;">(</strong><strong style="font-family: arial, helvetica, sans-serif;">024) 3776 4930</strong></span></a></span></span></p>
<div>
	<p>
		<strong style="font-size: 14px; font-family: tahoma, geneva, sans-serif;"><u>Cửa h&agrave;ng</u></strong><span style="font-size: 14px; font-family: tahoma, geneva, sans-serif;">:</span></p>
</div>
<p>
	<span style="font-family: tahoma, geneva, sans-serif;">- <span style="font-size:12px;">Số <strong><span style="font-size:14px;">145 </span></strong></span></span><span style="font-size:12px;"><span style="font-family: tahoma, geneva, sans-serif;">L&aacute;ng Hạ, Phường L&aacute;ng Hạ, H&agrave; Nội</span></span></p>
<p>
	<span style="font-size:12px;"><span style="font-family: tahoma, geneva, sans-serif;">- Số 5/161 Nguyễn Tu&acirc;n, Phường Thanh Xu&acirc;n, H&agrave; Nội</span></span><br />
	<br />
	&nbsp;</p>
',
		'contactinfo_eng' => '',
		'taikhoan' => '<strong><span style="color:#04529a;">Số T&agrave;i&nbsp; khoản c&aacute;c ng&acirc;n h&agrave;ng của c&ocirc;ng ty T&acirc;n &Aacute;</span></strong><br />
<br />
1. 13022-0506-5430 - Nguyễn Văn Hiệu - Agribank - CN Trung Y&ecirc;n, HN<br />
2. 0011-00404-0367 - Nguyễn Văn Hiệu - Vietcombank - CN Sở Giao dịch, HN<br />
3. 711A-6202-9713 - Nguyễn Văn Hiệu - Vietinbank - CN Thanh Xu&acirc;n, HN<br />
4. 190-256-018-210-13 - Nguyễn Văn Hiệu - Techcombank, H&agrave; Nội<br />
5. 1231-0000-368-767 - Nguyễn Văn Hiệu - BIDV CN Quang Trung, H&agrave; Nội',
		'contactinfo' => '<div dir="rtl" style="text-align: left;">
	<u style="font-family: tahoma, geneva, sans-serif; font-size: 14px;"><strong>Văn Ph&ograve;ng</strong></u></div>
<div style="">
	<br />
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Địa chỉ:&nbsp; Số 157 Đặng Văn Ngữ, Phường Kim Li&ecirc;n, H&agrave; Nội, Việt Nam<br />
	Tel:&nbsp; &nbsp; &nbsp; &nbsp; (024) 3776 4930 &nbsp; &nbsp;<br />
	Fax:&nbsp; &nbsp; &nbsp; &nbsp;(024) 3776 5908<br />
	Email:&nbsp; &nbsp; thanhdatsurvey.JSC@gmail.com/ tracdiathanhdat@gmail.com<br />
	Hotline:&nbsp; <strong>0913 051 734</strong><br />
	<br />
	<strong><u>C</u></strong><strong><u>ửa h&agrave;ng</u></strong></span></span><br />
	<br />
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">- Số 145 L&aacute;ng Hạ, Phường L&aacute;ng Hạ, H&agrave; Nội</span></span><br />
	<img alt="" src="data:image/png;base64,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" style="height: 12px; width: 16px;" /><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">&nbsp;<strong>0942 288 388</strong></span><br />
	&nbsp;</div>
<div style="">
	<span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">- Số 5/161 Nguyễn Tu&acirc;n, Phường Thanh Xu&acirc;n, H&agrave; Nội</span></div>
<div style="">
	<img alt="" src="data:image/png;base64,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" style="height: 12px; width: 16px;" /><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">&nbsp;<strong>0949 322 456</strong></span></div>
<div style="">
	<br />
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong><u>VPĐD tại Tp. Hồ Ch&iacute; Minh</u></strong><br />
	<br />
	- 1/56 Nguyễn Th&aacute;i Sơn, Phường Hạnh Th&ocirc;ng, Hồ Ch&iacute; Minh</span></span><br />
	<img alt="" src="data:image/png;base64,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" style="height: 12px; width: 16px;" /><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">&nbsp;<strong>0904 925 936</strong></span></div>
',
		'telephone' => '01659 014592',
		'hotline' => '0913051734',
		'email' => 'tracdiathanhdat@yahoo.com',
		'url' => '',
		'meta_key' => 'Leica Geosystems, Máy RTK, máy định vị GPS, GNSS, vngeonet, máy laser, thước đo, Yamayo, máy toàn đạc điện tử, máy toàn đạc robotic, máy toàn đạc tự động, Leica, Sokkia, Nikon, Trimple, Nikon, Spectra, Topcon, ống nhòm, máy bộ đàm, thước đo Yamayo, Máy toàn đạc điện tử, Máy toàn đạc Leica, Máy toàn đạc Sokkia, máy toàn đạc Nikon, Máy toàn đạc Geomax,	Máy toàn đạc Topcon, Máy toàn đạc Trimble, Máy thủy bình tự động, Máy thủy bình leica, Máy thủy bình sokkia, Máy thủy bình Nikon, Máy thủy bình Topcon, Máy thủy bình pentax, Máy thủy bình điện tử, Máy cân bằng laser, Máy kinh vĩ nikon, Máy kinh vĩ Topcon, Máy kinh vĩ sokkia, Máy kinh vĩ geomax, Máy cân bằng laser sabaru, Máy cân bằng laser sincon, Máy cân bằng laser fukuda, Máy cân bằng laser acuza, Máy đo khoảng cách laser leica, Máy đo khoảng cách laser sincon, Máy đo khoảng cách laser bosch, Máy định vị gps 2 tần, Máy định vị gps cầm tay, Máy đo sâu, Máy bộ đàm, Phụ kiện trắc địa, Máy định vị GPS RTK GNSS, Máy định vị GPS RTK Trimble, Máy định vị GPS RTK Sokkia, Máy định vị GPS RTK Sanding, Máy định vị GPS RTK CHC, Máy định vị GPS RTK Comnav, Máy định vị GPS RTK Efix, Máy định vị GPS RTK FOIF, Máy định vị GPS RTK Geomax, Máy định vị GPS RTK Topcon, Máy định vị GPS RTK Nikon, Máy định vị GPS RTK South, Máy định vị GPS RTK Ruide, Máy định vị GPS RTK Kolida, Máy định vị GPS RTK Leica, máy định vị điểm, đo đạc, khảo sát, bản đồ, RINEX, CORS, ',
		'meta_des' => 'Chuyên cung cấp máy định vị vệ tinh GNSS RTK, máy thủy bình, máy toàn đạc, máy laser, máy GPS cầm tay, UAV, ống nhòm (LEICA, TOPCON, NIKON, TRIMPLE, SOKKIA, DJI, PENTAX, GARMIN,...). Uy tín, chất lượng, giá tốt hàng đầu tại Việt Nam!',
		'created' => '2012-06-05',
		'modified' => '1769758152',
		'youtube' => 'http://youtube.com',
		'twitter' => 'https://twitter.com/',
		'myspace' => 'https://myspace.com/',
		'facebook' => 'https://www.facebook.com/thanhdatsurvey.jsc/',
		'email2' => 'duycuong7640',
		'skype' => 'hothihuyen.hn',
		'yahoo' => 'duycuong7640',
		'yahoo1' => 'duycuong7640',
		'content' => 'Thanks for your interest in Vn Discoverytours. For a fast response, please submit this basic Quick Enquiry form below by clicking &ldquo;Submit&rdquo;, and we&rsquo;ll get back to you by e-mail within 12 to 24 hours (in working days). For urgent booking, call us at +84 974 839 873',
		'video' => '<iframe width="1280" height="720" src="https://www.youtube.com/embed/mR4kOuAkEtY" title="YouTube video player" frameborder="0" allow="accelerometer; autoplay; clipboard-write; encrypted-media; gyroscope; picture-in-picture" allowfullscreen></iframe>',
		'slogan' => 'trung tâm sửa chữa và bảo hành máy giặt electrolux',
		'slogan_eng' => '',
		'printer' => '',
		'googleplus' => '',
		'bando' => '<p>
	<iframe allowfullscreen="" frameborder="0" height="410" src="https://www.google.com/maps/embed?pb=!1m18!1m12!1m3!1d1680.2372398112452!2d105.81212934716025!3d21.01437303922492!2m3!1f0!2f0!3f0!3m2!1i1024!2i768!4f13.1!3m3!1m2!1s0x3135ab63b645b665%3A0xa6797ac6008687bf!2zQ-G7rWEgSMOgbmcgVHLhuq9jIMSQ4buLYQ!5e0!3m2!1svi!2s!4v1449908805279" style="border:0" width="600"></iframe></p>
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		'gioithieu' => '<p style="text-align: center;">
	<img alt="" src="/admin/webroot/upload/image/images/gioithieu.png" /></p>
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		'thongtincongty' => 'Sửa máy lạnh tại nhà
Sửa máy lạnh tại HCM
Sửa tủ lạnh
Bơm ga máy lạnh ',
		'trogiupkh' => 'Tai nghe Iphone
Sua may tinh tai nha
Máy Ozone Z755',
		'dichvuft' => 'Sửa máy lạnh
Bảo dưỡng máy lạnh
Vệ sinh máy lạnh
Lắp đặt máy lạnh',
		'bb' => '',
		'zing' => '',
		'hotline2' => '0912 35 65 75',
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		'theh1' => 'thanhdatsurvey.JSC',
		'hanoi' => '<div>
	<strong>C&Ocirc;NG TY CỔ PHẦN THƯƠNG MẠI HMH VIỆT NAM</strong></div>
<div>
	<strong>Địa chỉ</strong> &nbsp;: Số 51 - Trần Duy Hưng, Trung H&ograve;a, Cầu Giấy, H&agrave; Nội</div>
<div>
	<strong>Điện thoại </strong>: (04) 3641.7498 - <strong>Fax</strong>: (04) 3543.0479</div>
<div>
	<strong>Email </strong>: info@ifes.vn</div>
',
		'tphcm' => '<div>
	<strong>C&Ocirc;NG TY CỔ PHẦN THƯƠNG MẠI HMH VIỆT NAM</strong></div>
<div>
	<strong>Địa chỉ</strong>&nbsp;&nbsp;: Số 51 - Trần Duy Hưng, Trung H&ograve;a, Cầu Giấy, H&agrave; Nội</div>
<div>
	<strong>Điện thoại&nbsp;</strong>: (04) 3641.7498 -&nbsp;<strong>Fax</strong>: (04) 3543.0479</div>
<div>
	<strong>Email&nbsp;</strong>: info@ifes.vn</div>
',
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			'id' => '802',
			'name' => 'Dữ liệu RINEX – Nền tảng cốt lõi của hạ tầng trắc địa hiện đại',
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			'alias' => 'du-lieu-rinex-–-nen-tang-cot-loi-cua-ha-tang-trac-dia-hien-dai',
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			'price' => '0',
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			'shortdes' => '<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trong hạ tầng trắc địa hiện đại, RINEX kh&ocirc;ng phải dữ liệu phụ, m&agrave; l&agrave; nền m&oacute;ng kỹ thuật của hệ tọa độ quốc gia.&nbsp;RTK gi&uacute;p đo nhanh h&ocirc;m nay,&nbsp;nhưng RINEX mới l&agrave; yếu tố đảm bảo bản đồ, mốc v&agrave; c&ocirc;ng tr&igrave;nh đứng vững trong nhiều năm tới.</span></span>',
			'content' => '<p>
	<em><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">Trong những năm gần đ&acirc;y, c&ocirc;ng nghệ GNSS RTK c&ugrave;ng c&aacute;c mạng trạm CORS ph&aacute;t triển mạnh mẽ, gi&uacute;p c&ocirc;ng t&aacute;c đo đạc, thi c&ocirc;ng v&agrave; bố tr&iacute; c&ocirc;ng tr&igrave;nh đạt được kết quả gần như tức thời với độ ch&iacute;nh x&aacute;c cao.</span></em></p>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><em>Tuy nhi&ecirc;n, nếu nh&igrave;n ở g&oacute;c độ x&acirc;y dựng v&agrave; duy tr&igrave; hạ tầng trắc địa quốc gia d&agrave;i hạn, nhiều quốc gia ph&aacute;t triển như Mỹ, ch&acirc;u &Acirc;u, Nhật Bản đều c&oacute; chung một quan điểm:&nbsp;RTK l&agrave; lớp ứng dụng đo nhanh ngo&agrave;i hiện trường,&nbsp;trong khi RINEX &ndash; dữ liệu GNSS đo tĩnh &ndash; mới l&agrave; lớp nền cốt l&otilde;i của hệ tọa độ.</em><br />
<br />
<em>RTK cho ph&eacute;p định vị nhanh theo thời gian thực, nhưng độ ổn định v&agrave; khả năng kiểm chứng của kết quả RTK phụ thuộc mạnh v&agrave;o điều kiện truyền cải ch&iacute;nh tại thời điểm đo.&nbsp;Ngược lại, dữ liệu RINEX cho ph&eacute;p xử l&yacute; hậu kỳ, kiểm chứng, đối so&aacute;t v&agrave; duy tr&igrave; độ ổn định tọa độ trong thời gian d&agrave;i.<br />
&nbsp;</em></span></span>
<h2>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">1. RINEX l&agrave; g&igrave;?</span></span></h2>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">RINEX (<em>Receiver Independent Exchange Format</em>) l&agrave; định dạng dữ liệu GNSS th&ocirc; chuẩn quốc tế, được ph&aacute;t triển v&agrave; duy tr&igrave; bởi cộng đồng GNSS to&agrave;n cầu dưới sự điều phối&nbsp;của c&aacute;c tổ chức quốc tế như IGS (International GNSS Service) v&agrave; RTCM SC-104.</span></span><br />
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">RINEX cho ph&eacute;p trao đổi dữ liệu GNSS giữa c&aacute;c thiết bị v&agrave; phần mềm kh&aacute;c nhau, kh&ocirc;ng phụ thuộc h&atilde;ng sản xuất, v&agrave; được sử dụng rộng r&atilde;i tr&ecirc;n to&agrave;n thế giới cho c&aacute;c mục đ&iacute;ch kỹ thuật chuy&ecirc;n s&acirc;u.&nbsp;Dữ liệu RINEX cho ph&eacute;p:</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Xử l&yacute; hậu kỳ GNSS (Static / PPK)</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">B&igrave;nh sai mạng lưới GNSS</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kiểm so&aacute;t chất lượng v&agrave; truy xuất nguồn gốc số liệu</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Duy tr&igrave; v&agrave; kiểm chứng hệ tọa độ theo thời gian d&agrave;i</span></span></li>
</ul>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">RTK cho kết quả nhanh &ndash; RINEX cho kết quả bền v&agrave; kiểm chứng được.<br />
&nbsp;</span></span>
<h2>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">2. C&aacute;ch c&aacute;c quốc gia khai th&aacute;c RINEX trong hạ tầng trắc địa</span></span></h2>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tại nhiều quốc gia, mạng CORS quốc gia kh&ocirc;ng chỉ phục vụ RTK thời gian thực m&agrave; c&ograve;n coi dữ liệu RINEX li&ecirc;n tục l&agrave; t&agrave;i sản dữ liệu cốt l&otilde;i.&nbsp;M&ocirc; h&igrave;nh khai th&aacute;c phổ biến:</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Lưu trữ dữ liệu GNSS 24/7.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Cho ph&eacute;p tải RINEX theo c&aacute;c khoảng thời gian:</span></span>
		<ul>
			<li>
				<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">15 ph&uacute;t</span></span></li>
			<li>
				<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">1 giờ</span></span></li>
			<li>
				<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">6 giờ</span></span></li>
			<li>
				<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">24 giờ</span></span></li>
		</ul>
	</li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Cung cấp đầy đủ metadata:</span></span>
		<ul>
			<li>
				<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Th&ocirc;ng tin trạm GNSS</span></span></li>
			<li>
				<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Thời gian quan s&aacute;t</span></span></li>
			<li>
				<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Chu kỳ ghi (1s, 15s, 30s&hellip;)</span></span></li>
			<li>
				<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hệ quy chiếu v&agrave; m&ocirc; h&igrave;nh tham chiếu.</span></span></li>
		</ul>
	</li>
</ul>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">&gt; V&iacute; dụ ti&ecirc;u biểu:</span></span><br />
<br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Mỹ: NOAA CORS Network cung cấp dữ liệu RINEX phục vụ đo tĩnh v&agrave; xử l&yacute; hậu kỳ.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Ch&acirc;u &Acirc;u: EUREF Permanent Network (EPN) lưu trữ dữ liệu RINEX cho b&igrave;nh sai lưới khu vực.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Nhật Bản: GEONET do GSI vận h&agrave;nh, cung cấp dữ liệu RINEX cho xử l&yacute; hậu kỳ v&agrave; nghi&ecirc;n cứu GNSS.</span></span></li>
</ul>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Điểm chung của c&aacute;c m&ocirc; h&igrave;nh n&agrave;y l&agrave; coi RINEX li&ecirc;n tục mới l&agrave; nền tảng bền vững của hệ tọa độ quốc gia.<br />
&nbsp;</span></span>
<p style="text-align: center;">
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/ncn_agol.png" style="width: 800px; height: 511px;" /></span></span></p>
<h2>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">3. Vai tr&ograve; của RINEX trong hệ thống trắc địa hiện đại</span></span></h2>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Nhiều quốc gia đang triển khai m&ocirc; h&igrave;nh tổng hợp:</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">GNSS CORS + RINEX &rarr; lớp khống chế nền, duy tr&igrave; hệ tọa độ d&agrave;i hạn</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Mốc khống chế vật l&yacute; &rarr; đối tượng kiểm chứng v&agrave; cơ sở ph&aacute;p l&yacute;</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">RTK &rarr; c&ocirc;ng cụ đo nhanh ngo&agrave;i hiện trường</span></span></li>
</ul>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đ&acirc;y kh&ocirc;ng phải xu hướng &ldquo;bỏ mốc&rdquo;, m&agrave; l&agrave;:</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Giảm phụ thuộc v&agrave;o việc chạy mốc thủ c&ocirc;ng tốn thời gian</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Chuyển vai tr&ograve; mốc từ nguồn gốc duy nhất sang đối tượng kiểm chứng</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tăng vai tr&ograve; của dữ liệu GNSS chuẩn h&oacute;a trong duy tr&igrave; hệ tọa độ</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">&nbsp;</span></span>
<h2>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">4. RINEX gi&uacute;p ổn định v&agrave; kiểm so&aacute;t hệ tọa độ theo thời gian như thế n&agrave;o?</span></span></h2>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Dữ liệu RINEX cho ph&eacute;p xử l&yacute; hậu kỳ v&agrave; b&igrave;nh sai mạng lưới, nhờ đ&oacute;:</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Giảm ảnh hưởng của thời điểm đo</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hạn chế t&aacute;c động của điều kiện kh&iacute; quyển v&agrave; m&ocirc;i trường</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tăng khả năng đối so&aacute;t v&agrave; truy nguy&ecirc;n số liệu</span></span></li>
</ul>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kh&aacute;i niệm &ldquo;ổn định&rdquo; ở đ&acirc;y được hiểu theo nghĩa kỹ thuật: Cho ph&eacute;p t&aacute;i xử l&yacute;, kiểm chứng v&agrave; so s&aacute;nh tọa độ tại c&aacute;c thời điểm kh&aacute;c nhau, tr&aacute;nh sai lệch t&iacute;ch lũy do đo nhanh tức thời.<br />
&nbsp;</span></span>
<h2>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">5. Ứng dụng thực tế của dữ liệu RINEX v&agrave; lợi &iacute;ch khai th&aacute;c RINEX hiệu quả</span></span></h2>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Dữ liệu RINEX hiện được sử dụng rộng r&atilde;i trong:</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Lập mốc khống chế GNSS</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">B&igrave;nh sai lưới quốc gia v&agrave; khu vực</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Quan trắc dịch chuyển c&ocirc;ng tr&igrave;nh, địa chất</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">L&agrave;m cơ sở kỹ thuật v&agrave; ph&aacute;p l&yacute; d&agrave;i hạn cho bản đồ v&agrave; hạ tầng kỹ thuật</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">&nbsp;<br />
Khai th&aacute;c RINEX b&agrave;i bản mang lại:</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Giảm thời gian v&agrave; chi ph&iacute; thiết lập lưới khống chế</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">N&acirc;ng cao độ ổn định v&agrave; khả năng kiểm chứng số liệu</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Ph&ugrave; hợp với dự &aacute;n lớn, triển khai d&agrave;i hạn, y&ecirc;u cầu ph&aacute;p l&yacute; cao</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Chủ động khi RTK kh&ocirc;ng ổn định hoặc mất hiệu chỉnh</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">&nbsp;</span></span>
<h2>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">6. Cấu tr&uacute;c dữ liệu RINEX gồm những g&igrave;?</span></span></h2>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Dữ liệu RINEX kh&ocirc;ng phải l&agrave; một file đơn lẻ, m&agrave; l&agrave; tập hợp nhiều file th&agrave;nh phần, mỗi file đảm nhiệm một vai tr&ograve; ri&ecirc;ng.<br />
<br />
6.1. File quan s&aacute;t &ndash; Observation file (*.obs). Bao gồm:</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">S&oacute;ng mang v&agrave; m&atilde; giả</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Dữ liệu GPS, GLONASS, Galileo, BeiDou&hellip;</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Th&ocirc;ng tin thời gian, tần số, t&iacute;n hiệu</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">File bắt buộc khi xử l&yacute; GNSS hậu kỳ v&agrave; b&igrave;nh sai.<br />
&nbsp;<br />
6.2. File quỹ đạo vệ tinh &ndash; Navigation file (*.nav, *.gnav&hellip;) c&oacute; chứa q</span></span><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">uỹ đạo vệ tinh (broadcast ephemeris) - d</span><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">ữ liệu cần thiết để t&iacute;nh vị tr&iacute; vệ tinh theo thời gian.<br />
<br />
T&ugrave;y phi&ecirc;n bản RINEX v&agrave; hệ vệ tinh, file điều hướng (Navigation file) c&oacute; thể được đặt t&ecirc;n kh&aacute;c nhau.<br />
Trong c&aacute;c hệ thống v&agrave; phần mềm cũ (RINEX 2.x), file điều hướng thường được t&aacute;ch theo từng hệ GNSS, với c&aacute;c đu&ocirc;i phổ biến như:</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">GPS: .N</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">GLONASS: .G</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">BeiDou: .C</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Galileo: .E</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trong c&aacute;c hệ thống hiện đại sử dụng RINEX 3.x trở l&ecirc;n, file điều hướng thường được gộp đa hệ GNSS v&agrave; sử dụng chung đu&ocirc;i .nav (hoặc .rnx), trong đ&oacute; chứa đồng thời dữ liệu GPS, GLONASS, Galileo, BeiDou&hellip;</span></span><br />
&nbsp;<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">6.3. File đồng hồ vệ tinh &ndash; Clock file (*.clk)</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hiệu chỉnh sai số đồng hồ vệ tinh v&agrave; trạm</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Độ ch&iacute;nh x&aacute;c cao hơn dữ liệu quảng b&aacute;</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">D&ugrave;ng cho b&igrave;nh sai ch&iacute;nh x&aacute;c cao v&agrave; nghi&ecirc;n cứu d&agrave;i hạn.<br />
&nbsp;<br />
6.4. File quỹ đạo ch&iacute;nh x&aacute;c &ndash; Precise orbit (*.sp3)</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Quỹ đạo vệ tinh độ ch&iacute;nh x&aacute;c cao</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kết hợp với .clk để n&acirc;ng cao chất lượng xử l&yacute;</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">&nbsp;<br />
6.5. C&aacute;c file phụ trợ</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Metadata trạm, antenna, receiver</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">File kh&iacute; quyển, site log</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Gi&uacute;p n&acirc;ng cao độ tin cậy v&agrave; truy xuất nguồn gốc số liệu.<br />
&nbsp;<br />
&gt;&gt;&gt; Phi&ecirc;n bản RINEX v&agrave; xu hướng hiện nay:</span></span><br />
<br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">RINEX 2.x: cũ, hạn chế hệ GNSS.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">RINEX 3.x: đa hệ, phổ biến hiện nay.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">RINEX 4.x: hỗ trợ t&iacute;n hiệu hiện đại, độ ch&iacute;nh x&aacute;c cao.</span></span></li>
</ul>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trong thực tế xử l&yacute; GNSS hậu kỳ, RINEX 2.11 vẫn được sử dụng rộng r&atilde;i nhờ t&iacute;nh ổn định v&agrave; khả năng tương th&iacute;ch cao. Nhiều lỗi xử l&yacute; hiện nay ph&aacute;t sinh từ việc chuyển đổi RINEX kh&ocirc;ng đ&uacute;ng chuẩn hoặc thiếu dữ liệu đi k&egrave;m.</span></span><br />
<p style="text-align: center;">
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/Bài viết 30_1_26.png" style="width: 800px; height: 526px;" /></span></span></p>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">RINEX 3 &amp; 4 l&agrave; xu hướng ch&iacute;nh trong c&aacute;c hệ thống CORS hiện đại.<br />
&nbsp;<br />
Hiểu đ&uacute;ng v&agrave; khai th&aacute;c đ&uacute;ng dữ liệu RINEX ch&iacute;nh l&agrave; bước chuyển từ đo nhanh sang đo bền vững trong trắc địa hiện đại &ndash; đặc biệt trong bối cảnh Việt Nam đang vận h&agrave;nh c&aacute;c mạng CORS v&agrave; duy tr&igrave; hệ tọa độ VN-2000.<br />
<br />
<em>&gt;&gt;&gt; Nguồn tham khảo:</em></span></span><br />
<ul>
	<li>
		<em><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">IGS &amp; RTCM &ndash; Chuẩn dữ liệu RINEX</span></span></em></li>
	<li>
		<em><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">NOAA CORS Network (Mỹ)</span></span></em></li>
	<li>
		<em><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">EUREF Permanent Network (Ch&acirc;u &Acirc;u)</span></span></em></li>
	<li>
		<em><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">GEONET &ndash; GSI (Nhật Bản)</span></span></em></li>
</ul>
<p style="text-align: center;">
	<img alt="" src="/admin/webroot/upload/image/images/RINEX - GNSS DATA (665 x 295 px).png" style="width: 800px; height: 355px;" /></p>
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			'shortdes' => '<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đo kh&ocirc;ng gương (Non-Prism) tr&ecirc;n m&aacute;y to&agrave;n đạc l&agrave; g&igrave;? Khi n&agrave;o n&ecirc;n d&ugrave;ng, khi n&agrave;o kh&ocirc;ng n&ecirc;n d&ugrave;ng? Ph&acirc;n t&iacute;ch ưu nhược điểm, sai số giao hội v&agrave; khuyến nghị kỹ thuật khi đo Non-Prism tr&ecirc;n m&aacute;y to&agrave;n đạc.</span></span>',
			'content' => '<em><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trong thực tế thi c&ocirc;ng v&agrave; đo đạc, đo kh&ocirc;ng gương (Non-Prism) l&agrave; một t&iacute;nh năng rất hữu &iacute;ch của m&aacute;y to&agrave;n đạc, nhưng cũng tiềm ẩn nhiều rủi ro sai số nếu sử dụng kh&ocirc;ng đ&uacute;ng mục đ&iacute;ch. B&agrave;i viết dưới đ&acirc;y sẽ ph&acirc;n t&iacute;ch bản chất đo Non-Prism, phạm vi ứng dụng, ưu &ndash; nhược điểm, ảnh hưởng đến giao hội v&agrave; c&aacute;c khuyến nghị kỹ thuật cần tu&acirc;n thủ.</span></span></em><br />
<br />
<h2>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">1. Đo kh&ocirc;ng gương (Non-Prism) l&agrave; g&igrave;?</span></span></h2>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trong thực tế đo đạc, kh&ocirc;ng phải l&uacute;c n&agrave;o cũng c&oacute; thể đặt được gương phản xạ. C&aacute;c vị tr&iacute; như tường cao, taluy, v&aacute;ch hầm, kết cấu th&eacute;p, khu vực đang thi c&ocirc;ng hoặc nguy hiểm l&agrave; những trường hợp điển h&igrave;nh.<br />
Đo kh&ocirc;ng gương (Non-Prism) l&agrave; phương ph&aacute;p đo khoảng c&aacute;ch kh&ocirc;ng sử dụng gương phản xạ. M&aacute;y to&agrave;n đạc ph&aacute;t tia laser trực tiếp tới bề mặt mục ti&ecirc;u v&agrave; thu t&iacute;n hiệu phản hồi để x&aacute;c định khoảng c&aacute;ch v&agrave; tọa độ điểm đo.<br />
<br />
Phương ph&aacute;p n&agrave;y cho ph&eacute;p đo c&aacute;c vị tr&iacute;:</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kh&oacute; tiếp cận hoặc kh&ocirc;ng thể đặt gương.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kh&ocirc;ng an to&agrave;n để tiếp cận trực tiếp.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Cần đo nhanh hiện trạng m&agrave; kh&ocirc;ng bố tr&iacute; phụ trợ.</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">&nbsp;</span></span><br />
<h3>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">1.1 Ưu điểm của đo kh&ocirc;ng gương</span></span></h3>
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đo được c&aacute;c vị tr&iacute; &ldquo;bất khả thi&rdquo; với phương ph&aacute;p đo gương.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tăng mức độ an to&agrave;n cho người đo ngo&agrave;i c&ocirc;ng trường.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tiết kiệm thời gian đi gương, giảm nh&acirc;n lực.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Rất hiệu quả khi đo hiện trạng, kiểm tra h&igrave;nh học kết cấu.</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">&nbsp;</span></span>
<h3>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">1.2 Nhược điểm v&agrave; hạn chế kỹ thuật của Non-Prism</span></span></h3>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">B&ecirc;n cạnh ưu điểm, đo kh&ocirc;ng gương tồn tại nhiều hạn chế kỹ thuật cần hiểu r&otilde;:<br />
<br />
<strong>Phụ thuộc mạnh v&agrave;o bề mặt đo</strong></span></span>
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Bề mặt s&aacute;ng, phẳng, kh&ocirc; &rarr; đo xa hơn, ổn định hơn.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Bề mặt tối, th&ocirc;, ẩm, xi&ecirc;n g&oacute;c &rarr; tầm đo giảm r&otilde; rệt, sai số tăng.</span></span></li>
</ul>
<br />
<strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Độ ch&iacute;nh x&aacute;c thấp hơn đo gương</span></span></strong><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kh&ocirc;ng c&oacute; t&acirc;m phản xạ cố định như gương.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Sai số đo khoảng c&aacute;ch lớn hơn v&agrave; k&eacute;m ổn định hơn.</span></span></li>
</ul>
<br />
<strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hao pin hơn</span></span></strong><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đo Non-Prism li&ecirc;n tục ti&ecirc;u thụ pin nhiều hơn so với đo gương.</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">&nbsp;</span></span><br />
<p style="text-align: center;">
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/Thiết kế chưa có tên (40).png" style="width: 800px; height: 671px;" /></span></span></p>
<h3>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">1.3 Những lưu &yacute; quan trọng khi sử dụng đo kh&ocirc;ng gương</span></span></h3>
<br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kh&ocirc;ng sử dụng đo kh&ocirc;ng gương cho mốc khống chế.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kh&ocirc;ng d&ugrave;ng cho dẫn mốc, nghiệm thu ph&aacute;p l&yacute;.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Chỉ d&ugrave;ng cho đo hiện trạng, kiểm tra, tham khảo kỹ thuật.</span></span></li>
</ul>
<h3>
	<br />
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">1.4 Khoảng c&aacute;ch đo kh&ocirc;ng gương của một số d&ograve;ng m&aacute;y phổ biến</span></span></h3>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Khoảng c&aacute;ch c&ocirc;ng bố của nh&agrave; sản xuất thường được đo trong điều kiện ti&ecirc;u chuẩn:</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Leica FlexLine TS03 / TS07 / TS10: ~500 m / ~1000 m (t&ugrave;y cấu h&igrave;nh)</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Nikon N-Series: ~600 m</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Nikon XS-Series: ~800 m</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Topcon GM-100 Series: ~500 m</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Thực tế ngo&agrave;i c&ocirc;ng trường, khoảng c&aacute;ch đo thường ngắn hơn catalogue, phụ thuộc mạnh v&agrave;o bề mặt v&agrave; điều kiện m&ocirc;i trường.<br />
&nbsp;</span></span>
<h3>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">1.5 Khi n&agrave;o n&ecirc;n d&ugrave;ng đo kh&ocirc;ng gương?</span></span></h3>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đo kh&ocirc;ng gương ph&aacute;t huy hiệu quả trong c&aacute;c c&ocirc;ng việc:</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đo chi tiết ho&agrave;n c&ocirc;ng.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đo kiểm tra h&igrave;nh học kết cấu.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đo taluy, v&aacute;ch đứng, v&aacute;ch hầm.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đo c&aacute;c điểm nguy hiểm kh&ocirc;ng thể tiếp cận.</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">&gt; Đo kh&ocirc;ng gương l&agrave; c&ocirc;ng nghệ bổ trợ, kh&ocirc;ng phải để thay thế đo gương.<br />
&nbsp;</span></span>
<h2>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">2. Hỏi v&agrave; Đ&aacute;p: Đo kh&ocirc;ng gương &amp; sai số giao hội</span></span></h2>
<br />
<h3>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">2. 1 V&igrave; sao đo kh&ocirc;ng gương dễ g&acirc;y sai số khi giao hội?</span></span></h3>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">V&igrave; đo Non-Prism phụ thuộc v&agrave;o bề mặt phản xạ, kh&ocirc;ng c&oacute; t&acirc;m phản xạ cố định như gương.<br />
Trong b&agrave;i to&aacute;n giao hội, sai số nhỏ ở từng hướng bắn c&oacute; thể bị ph&oacute;ng đại tại điểm giao, khiến kết quả thiếu ổn định.<br />
&nbsp;</span></span>
<h3>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">2.2 Sai số giao hội khi d&ugrave;ng Non-Prism thường đến từ đ&acirc;u?</span></span></h3>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">C&aacute;c nguy&ecirc;n nh&acirc;n ch&iacute;nh:</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Bề mặt phản xạ kh&ocirc;ng phẳng, kh&ocirc;ng đồng nhất.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tia laser phản xạ kh&ocirc;ng c&ugrave;ng một điểm h&igrave;nh học.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">G&oacute;c bắn xi&ecirc;n, bắn v&agrave;o m&eacute;p cạnh hoặc bề mặt nhỏ.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Sai số đo khoảng c&aacute;ch lớn hơn so với đo gương.</span></span></li>
</ul>
<h3>
	<br />
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">2.3 Đo kh&ocirc;ng gương ảnh hưởng nhiều hơn đến giao hội g&oacute;c hay giao hội cạnh?</span></span></h3>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đo kh&ocirc;ng gương ảnh hưởng mạnh hơn đến giao hội cạnh, v&igrave;:</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Sai số đo khoảng c&aacute;ch của Non-Prism lớn hơn.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trong giao hội cạnh, sai số khoảng c&aacute;ch t&aacute;c động trực tiếp tới vị tr&iacute; điểm giao.</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Với giao hội g&oacute;c, sai số vẫn tồn tại nhưng &iacute;t phụ thuộc hơn v&agrave;o chất lượng phản xạ.<br />
&nbsp;</span></span>
<h3>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">2.4 V&igrave; sao giao hội nghịch đặc biệt nhạy cảm với đo kh&ocirc;ng gương?</span></span></h3>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trong giao hội nghịch:</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Điểm đặt m&aacute;y cần được x&aacute;c định rất ch&iacute;nh x&aacute;c.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kh&ocirc;ng x&aacute;c định được t&acirc;m phản xạ r&otilde; r&agrave;ng.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">C&aacute;c trạm c&oacute; thể &ldquo;nh&igrave;n&rdquo; v&agrave;o những điểm kh&aacute;c nhau tr&ecirc;n c&ugrave;ng một bề mặt.</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Điều n&agrave;y khiến sai số kh&oacute; kiểm so&aacute;t v&agrave; kh&oacute; ph&aacute;t hiện.<br />
&nbsp;</span></span>
<h3>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">2.5 C&oacute; thể giảm sai số khi buộc phải giao hội bằng Non-Prism kh&ocirc;ng?</span></span></h3>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">C&oacute; thể giảm rủi ro, nhưng kh&ocirc;ng loại bỏ ho&agrave;n to&agrave;n, bằng c&aacute;ch:</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Chọn bề mặt phẳng, s&aacute;ng, r&otilde; r&agrave;ng.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tr&aacute;nh bắn v&agrave;o m&eacute;p cạnh hoặc bề mặt nhỏ.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Ngắm vu&ocirc;ng g&oacute;c với bề mặt.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đo lặp nhiều lần để kiểm tra.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kết hợp kiểm tra ch&eacute;o bằng phương ph&aacute;p kh&aacute;c.</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Chỉ &aacute;p dụng cho đo tham khảo, kh&ocirc;ng d&ugrave;ng cho mốc.<br />
&nbsp;</span></span>
<h3>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">2.6&nbsp; Khi n&agrave;o tuyệt đối kh&ocirc;ng n&ecirc;n d&ugrave;ng Non-Prism cho giao hội?</span></span></h3>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kh&ocirc;ng sử dụng trong c&aacute;c trường hợp:</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Dẫn mốc tọa độ.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Thiết lập lưới khống chế.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Mốc ph&aacute;p l&yacute;, nghiệm thu c&ocirc;ng tr&igrave;nh.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">C&ocirc;ng việc y&ecirc;u cầu độ ch&iacute;nh x&aacute;c cao (cm &ndash; mm).</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">&nbsp;</span></span>
<h3>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">2.7 V&igrave; sao đo gương vẫn l&agrave; phương ph&aacute;p chuẩn cho giao hội?</span></span></h3>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">V&igrave; khi đo gương:</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">C&oacute; t&acirc;m phản xạ x&aacute;c định r&otilde; r&agrave;ng.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Sai số đo khoảng c&aacute;ch nhỏ v&agrave; ổn định.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">C&aacute;c trạm c&ugrave;ng x&aacute;c định một điểm h&igrave;nh học duy nhất.</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đ&acirc;y l&agrave; yếu tố then chốt trong c&aacute;c b&agrave;i to&aacute;n giao hội.<br />
&nbsp;</span></span>
<h3>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">2.8 C&oacute; n&ecirc;n coi đo kh&ocirc;ng gương l&agrave; phương ph&aacute;p thay thế đo gương?</span></span></h3>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kh&ocirc;ng. Đo kh&ocirc;ng gương l&agrave; giải ph&aacute;p bổ trợ, kh&ocirc;ng phải phương ph&aacute;p thay thế.<br />
<br />
Khuyến nghị n&ecirc;n tu&acirc;n thủ quy tắc kỹ thuật:</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">C&oacute; thể đặt gương &rarr; ưu ti&ecirc;n đo gương.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kh&ocirc;ng thể đặt gương &rarr; d&ugrave;ng Non-Prism đ&uacute;ng mục đ&iacute;ch.</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">&nbsp;<br />
&gt;&gt;&gt; Đo kh&ocirc;ng gương (Non-Prism) mang lại nhiều tiện lợi trong đo hiện trạng v&agrave; c&aacute;c vị tr&iacute; kh&oacute; tiếp cận, tuy nhi&ecirc;n phương ph&aacute;p n&agrave;y nhạy cảm với sai số, đặc biệt trong c&aacute;c b&agrave;i to&aacute;n giao hội.<br />
Trong thực tế, giao hội thuận c&oacute; thể c&acirc;n nhắc sử dụng đo kh&ocirc;ng gương cho mục đ&iacute;ch tham khảo, khi điều kiện bề mặt cho ph&eacute;p. Ngược lại, giao hội nghịch kh&ocirc;ng được khuyến nghị sử dụng Non-Prism do sai số kh&oacute; kiểm so&aacute;t.&nbsp;Đối với c&aacute;c c&ocirc;ng việc thiết lập lưới khống chế, dẫn mốc tọa độ v&agrave; hồ sơ ph&aacute;p l&yacute;, việc đo bằng gương phản xạ l&agrave; bắt buộc để đảm bảo độ ch&iacute;nh x&aacute;c v&agrave; gi&aacute; trị ph&aacute;p l&yacute; của số liệu.</span></span><br />
<br />
<p style="text-align: center;">
	<img alt="" src="/admin/webroot/upload/image/images/CHỌN ANH TÀI (16).png" style="width: 800px; height: 618px;" /></p>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">&nbsp;</span></span>',
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			'shortdes' => '<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đo kh&ocirc;ng gương (Non-Prism) tr&ecirc;n m&aacute;y to&agrave;n đạc l&agrave; g&igrave;? Khi n&agrave;o n&ecirc;n d&ugrave;ng, khi n&agrave;o kh&ocirc;ng n&ecirc;n d&ugrave;ng? Ph&acirc;n t&iacute;ch ưu nhược điểm, sai số giao hội v&agrave; khuyến nghị kỹ thuật khi đo Non-Prism tr&ecirc;n m&aacute;y to&agrave;n đạc.</span></span>',
			'content' => '<em><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trong thực tế thi c&ocirc;ng v&agrave; đo đạc, đo kh&ocirc;ng gương (Non-Prism) l&agrave; một t&iacute;nh năng rất hữu &iacute;ch của m&aacute;y to&agrave;n đạc, nhưng cũng tiềm ẩn nhiều rủi ro sai số nếu sử dụng kh&ocirc;ng đ&uacute;ng mục đ&iacute;ch. B&agrave;i viết dưới đ&acirc;y sẽ ph&acirc;n t&iacute;ch bản chất đo Non-Prism, phạm vi ứng dụng, ưu &ndash; nhược điểm, ảnh hưởng đến giao hội v&agrave; c&aacute;c khuyến nghị kỹ thuật cần tu&acirc;n thủ.</span></span></em><br />
<h2>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">1. Đo kh&ocirc;ng gương (Non-Prism) l&agrave; g&igrave;?</span></span></h2>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trong thực tế đo đạc, kh&ocirc;ng phải l&uacute;c n&agrave;o cũng c&oacute; thể đặt được gương phản xạ. C&aacute;c vị tr&iacute; như tường cao, taluy, v&aacute;ch hầm, kết cấu th&eacute;p, khu vực đang thi c&ocirc;ng hoặc nguy hiểm l&agrave; những trường hợp điển h&igrave;nh.<br />
Đo kh&ocirc;ng gương (Non-Prism) l&agrave; phương ph&aacute;p đo khoảng c&aacute;ch kh&ocirc;ng sử dụng gương phản xạ. M&aacute;y to&agrave;n đạc ph&aacute;t tia laser trực tiếp tới bề mặt mục ti&ecirc;u v&agrave; thu t&iacute;n hiệu phản hồi để x&aacute;c định khoảng c&aacute;ch v&agrave; tọa độ điểm đo.<br />
<br />
Phương ph&aacute;p n&agrave;y cho ph&eacute;p đo c&aacute;c vị tr&iacute;:</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kh&oacute; tiếp cận hoặc kh&ocirc;ng thể đặt gương.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kh&ocirc;ng an to&agrave;n để tiếp cận trực tiếp.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Cần đo nhanh hiện trạng m&agrave; kh&ocirc;ng bố tr&iacute; phụ trợ.</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">&nbsp;</span></span><br />
<h3>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">1.1 Ưu điểm của đo kh&ocirc;ng gương</span></span></h3>
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đo được c&aacute;c vị tr&iacute; &ldquo;bất khả thi&rdquo; với phương ph&aacute;p đo gương.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tăng mức độ an to&agrave;n cho người đo ngo&agrave;i c&ocirc;ng trường.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tiết kiệm thời gian đi gương, giảm nh&acirc;n lực.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Rất hiệu quả khi đo hiện trạng, kiểm tra h&igrave;nh học kết cấu.</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">&nbsp;</span></span>
<h3>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">1.2 Nhược điểm v&agrave; hạn chế kỹ thuật của Non-Prism</span></span></h3>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">B&ecirc;n cạnh ưu điểm, đo kh&ocirc;ng gương tồn tại nhiều hạn chế kỹ thuật cần hiểu r&otilde;:<br />
<br />
<strong>Phụ thuộc mạnh v&agrave;o bề mặt đo</strong></span></span>
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Bề mặt s&aacute;ng, phẳng, kh&ocirc; &rarr; đo xa hơn, ổn định hơn.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Bề mặt tối, th&ocirc;, ẩm, xi&ecirc;n g&oacute;c &rarr; tầm đo giảm r&otilde; rệt, sai số tăng.</span></span></li>
</ul>
<strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Độ ch&iacute;nh x&aacute;c thấp hơn đo gương</span></span></strong><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kh&ocirc;ng c&oacute; t&acirc;m phản xạ cố định như gương.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Sai số đo khoảng c&aacute;ch lớn hơn v&agrave; k&eacute;m ổn định hơn.</span></span></li>
</ul>
<strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hao pin hơn</span></span></strong><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đo Non-Prism li&ecirc;n tục ti&ecirc;u thụ pin nhiều hơn so với đo gương.</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">&nbsp;</span></span><br />
<p style="text-align: center;">
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/Thiết kế chưa có tên (40).png" style="width: 800px; height: 671px;" /></span></span></p>
<h3>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">1.3 Những lưu &yacute; quan trọng khi sử dụng đo kh&ocirc;ng gương</span></span></h3>
<br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kh&ocirc;ng sử dụng đo kh&ocirc;ng gương cho mốc khống chế.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kh&ocirc;ng d&ugrave;ng cho dẫn mốc, nghiệm thu ph&aacute;p l&yacute;.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Chỉ d&ugrave;ng cho đo hiện trạng, kiểm tra, tham khảo kỹ thuật.</span></span></li>
</ul>
<h3>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">1.4 Khoảng c&aacute;ch đo kh&ocirc;ng gương của một số d&ograve;ng m&aacute;y phổ biến</span></span></h3>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Khoảng c&aacute;ch c&ocirc;ng bố của nh&agrave; sản xuất thường được đo trong điều kiện ti&ecirc;u chuẩn:</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Leica FlexLine TS03 / TS07 / TS10: ~500 m / ~1000 m (t&ugrave;y cấu h&igrave;nh)</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Nikon N-Series: ~600 m</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Nikon XS-Series: ~800 m</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Topcon GM-100 Series: ~500 m</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Thực tế ngo&agrave;i c&ocirc;ng trường, khoảng c&aacute;ch đo thường ngắn hơn catalogue, phụ thuộc mạnh v&agrave;o bề mặt v&agrave; điều kiện m&ocirc;i trường.<br />
&nbsp;</span></span>
<h3>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">1.5 Khi n&agrave;o n&ecirc;n d&ugrave;ng đo kh&ocirc;ng gương?</span></span></h3>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đo kh&ocirc;ng gương ph&aacute;t huy hiệu quả trong c&aacute;c c&ocirc;ng việc:</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đo chi tiết ho&agrave;n c&ocirc;ng.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đo kiểm tra h&igrave;nh học kết cấu.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đo taluy, v&aacute;ch đứng, v&aacute;ch hầm.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đo c&aacute;c điểm nguy hiểm kh&ocirc;ng thể tiếp cận.</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">&gt; Đo kh&ocirc;ng gương l&agrave; c&ocirc;ng nghệ bổ trợ, kh&ocirc;ng phải để thay thế đo gương.<br />
&nbsp;</span></span>
<h2>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">2. Hỏi v&agrave; Đ&aacute;p: Đo kh&ocirc;ng gương &amp; sai số giao hội</span></span></h2>
<h3>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">2. 1 V&igrave; sao đo kh&ocirc;ng gương dễ g&acirc;y sai số khi giao hội?</span></span></h3>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">V&igrave; đo Non-Prism phụ thuộc v&agrave;o bề mặt phản xạ, kh&ocirc;ng c&oacute; t&acirc;m phản xạ cố định như gương.<br />
Trong b&agrave;i to&aacute;n giao hội, sai số nhỏ ở từng hướng bắn c&oacute; thể bị ph&oacute;ng đại tại điểm giao, khiến kết quả thiếu ổn định.<br />
&nbsp;</span></span>
<h3>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">2.2 Sai số giao hội khi d&ugrave;ng Non-Prism thường đến từ đ&acirc;u?</span></span></h3>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">C&aacute;c nguy&ecirc;n nh&acirc;n ch&iacute;nh:</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Bề mặt phản xạ kh&ocirc;ng phẳng, kh&ocirc;ng đồng nhất.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tia laser phản xạ kh&ocirc;ng c&ugrave;ng một điểm h&igrave;nh học.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">G&oacute;c bắn xi&ecirc;n, bắn v&agrave;o m&eacute;p cạnh hoặc bề mặt nhỏ.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Sai số đo khoảng c&aacute;ch lớn hơn so với đo gương.</span></span></li>
</ul>
<h3>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">2.3 Đo kh&ocirc;ng gương ảnh hưởng nhiều hơn đến giao hội g&oacute;c hay giao hội cạnh?</span></span></h3>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đo kh&ocirc;ng gương ảnh hưởng mạnh hơn đến giao hội cạnh, v&igrave;:</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Sai số đo khoảng c&aacute;ch của Non-Prism lớn hơn.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trong giao hội cạnh, sai số khoảng c&aacute;ch t&aacute;c động trực tiếp tới vị tr&iacute; điểm giao.</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Với giao hội g&oacute;c, sai số vẫn tồn tại nhưng &iacute;t phụ thuộc hơn v&agrave;o chất lượng phản xạ.<br />
&nbsp;</span></span>
<h3>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">2.4 V&igrave; sao giao hội nghịch đặc biệt nhạy cảm với đo kh&ocirc;ng gương?</span></span></h3>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trong giao hội nghịch:</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Điểm đặt m&aacute;y cần được x&aacute;c định rất ch&iacute;nh x&aacute;c.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kh&ocirc;ng x&aacute;c định được t&acirc;m phản xạ r&otilde; r&agrave;ng.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">C&aacute;c trạm c&oacute; thể &ldquo;nh&igrave;n&rdquo; v&agrave;o những điểm kh&aacute;c nhau tr&ecirc;n c&ugrave;ng một bề mặt.</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Điều n&agrave;y khiến sai số kh&oacute; kiểm so&aacute;t v&agrave; kh&oacute; ph&aacute;t hiện.<br />
&nbsp;</span></span>
<h3>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">2.5 C&oacute; thể giảm sai số khi buộc phải giao hội bằng Non-Prism kh&ocirc;ng?</span></span></h3>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">C&oacute; thể giảm rủi ro, nhưng kh&ocirc;ng loại bỏ ho&agrave;n to&agrave;n, bằng c&aacute;ch:</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Chọn bề mặt phẳng, s&aacute;ng, r&otilde; r&agrave;ng.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tr&aacute;nh bắn v&agrave;o m&eacute;p cạnh hoặc bề mặt nhỏ.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Ngắm vu&ocirc;ng g&oacute;c với bề mặt.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đo lặp nhiều lần để kiểm tra.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kết hợp kiểm tra ch&eacute;o bằng phương ph&aacute;p kh&aacute;c.</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Chỉ &aacute;p dụng cho đo tham khảo, kh&ocirc;ng d&ugrave;ng cho mốc.<br />
&nbsp;</span></span>
<h3>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">2.6&nbsp; Khi n&agrave;o tuyệt đối kh&ocirc;ng n&ecirc;n d&ugrave;ng Non-Prism cho giao hội?</span></span></h3>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kh&ocirc;ng sử dụng trong c&aacute;c trường hợp:</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Dẫn mốc tọa độ.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Thiết lập lưới khống chế.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Mốc ph&aacute;p l&yacute;, nghiệm thu c&ocirc;ng tr&igrave;nh.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">C&ocirc;ng việc y&ecirc;u cầu độ ch&iacute;nh x&aacute;c cao (cm &ndash; mm).</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">&nbsp;</span></span>
<h3>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">2.7 V&igrave; sao đo gương vẫn l&agrave; phương ph&aacute;p chuẩn cho giao hội?</span></span></h3>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">V&igrave; khi đo gương:</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">C&oacute; t&acirc;m phản xạ x&aacute;c định r&otilde; r&agrave;ng.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Sai số đo khoảng c&aacute;ch nhỏ v&agrave; ổn định.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">C&aacute;c trạm c&ugrave;ng x&aacute;c định một điểm h&igrave;nh học duy nhất.</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đ&acirc;y l&agrave; yếu tố then chốt trong c&aacute;c b&agrave;i to&aacute;n giao hội.<br />
&nbsp;</span></span>
<h3>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">2.8 C&oacute; n&ecirc;n coi đo kh&ocirc;ng gương l&agrave; phương ph&aacute;p thay thế đo gương?</span></span></h3>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kh&ocirc;ng. Đo kh&ocirc;ng gương l&agrave; giải ph&aacute;p bổ trợ, kh&ocirc;ng phải phương ph&aacute;p thay thế.<br />
<br />
Khuyến nghị n&ecirc;n tu&acirc;n thủ quy tắc kỹ thuật:</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">C&oacute; thể đặt gương &rarr; ưu ti&ecirc;n đo gương.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kh&ocirc;ng thể đặt gương &rarr; d&ugrave;ng Non-Prism đ&uacute;ng mục đ&iacute;ch.</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">&nbsp;<br />
&gt;&gt;&gt; Đo kh&ocirc;ng gương (Non-Prism) mang lại nhiều tiện lợi trong đo hiện trạng v&agrave; c&aacute;c vị tr&iacute; kh&oacute; tiếp cận, tuy nhi&ecirc;n phương ph&aacute;p n&agrave;y nhạy cảm với sai số, đặc biệt trong c&aacute;c b&agrave;i to&aacute;n giao hội.<br />
Trong thực tế, giao hội thuận c&oacute; thể c&acirc;n nhắc sử dụng đo kh&ocirc;ng gương cho mục đ&iacute;ch tham khảo, khi điều kiện bề mặt cho ph&eacute;p. Ngược lại, giao hội nghịch kh&ocirc;ng được khuyến nghị sử dụng Non-Prism do sai số kh&oacute; kiểm so&aacute;t.&nbsp;Đối với c&aacute;c c&ocirc;ng việc thiết lập lưới khống chế, dẫn mốc tọa độ v&agrave; hồ sơ ph&aacute;p l&yacute;, việc đo bằng gương phản xạ l&agrave; bắt buộc để đảm bảo độ ch&iacute;nh x&aacute;c v&agrave; gi&aacute; trị ph&aacute;p l&yacute; của số liệu.</span></span><br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">&nbsp;</span></span>',
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			'shortdes' => '<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Leica TS20 l&agrave; d&ograve;ng m&aacute;y to&agrave;n đạc điện tử robot cao cấp của Leica Geosystems, được thiết kế để đ&aacute;p ứng c&aacute;c y&ecirc;u cầu khắt khe trong khảo s&aacute;t, thi c&ocirc;ng hạ tầng, đo vẽ bản đồ v&agrave; x&acirc;y dựng c&ocirc;ng nghiệp. Leica TS20 tập trung v&agrave;o tự động h&oacute;a, độ ổn định v&agrave; độ ch&iacute;nh x&aacute;c cao, gi&uacute;p tối ưu thao t&aacute;c hiện trường v&agrave; n&acirc;ng cao hiệu suất l&agrave;m việc trong mọi điều kiện c&ocirc;ng trường phức tạp.</span></span>',
			'content' => '<p>
	<span style="font-family:tahoma,geneva,sans-serif;"><span style="font-size:14px;"><em>Leica TS20 l&agrave; d&ograve;ng m&aacute;y to&agrave;n đạc điện tử robot cao cấp của Leica Geosystems, được ph&aacute;t triển cho c&aacute;c c&ocirc;ng việc khảo s&aacute;t, thi c&ocirc;ng hạ tầng, đo vẽ bản đồ v&agrave; x&acirc;y dựng c&ocirc;ng nghiệp. D&ograve;ng m&aacute;y n&agrave;y tập trung v&agrave;o tự động h&oacute;a, độ ổn định v&agrave; độ ch&iacute;nh x&aacute;c cao, gi&uacute;p tối ưu thao t&aacute;c hiện trường v&agrave; n&acirc;ng cao hiệu suất l&agrave;m việc trong điều kiện c&ocirc;ng trường phức tạp.</em><br />
	<br />
	Trong thực tế triển khai, Leica TS20 được cung cấp với nhiều cấu h&igrave;nh t&iacute;nh năng kh&aacute;c nhau nhằm đ&aacute;p ứng đa dạng nhu cầu sử dụng. Tr&ecirc;n thị trường v&agrave; trong t&agrave;i liệu kỹ thuật, c&aacute;c cấu h&igrave;nh n&agrave;y thường được ph&acirc;n nh&oacute;m như sau:</span></span></p>
<ul>
	<li>
		<span style="font-family:tahoma,geneva,sans-serif;"><span style="font-size:14px;">Auto Aiming (<strong>TS20 A</strong>): Hỗ trợ tự động ngắm gương (ATR).</span></span></li>
	<li>
		<span style="font-family:tahoma,geneva,sans-serif;"><span style="font-size:14px;">PowerSearch (<strong>TS20 P</strong>): Bổ sung khả năng tự động t&igrave;m gương.</span></span></li>
	<li>
		<span style="font-family:tahoma,geneva,sans-serif;"><span style="font-size:14px;">Imaging (<strong>TS20 I</strong>): T&iacute;ch hợp camera v&agrave; c&aacute;c thuật to&aacute;n AI hỗ trợ đo đạc, cho ph&eacute;p nhận dạng mục ti&ecirc;u, theo d&otilde;i chuyển động v&agrave; thu điểm bằng h&igrave;nh ảnh trong m&ocirc;i trường phức tạp.</span></span></li>
</ul>
<p>
	<br />
	<span style="font-family:tahoma,geneva,sans-serif;"><span style="font-size:14px;">B&ecirc;n cạnh c&aacute;c cấu h&igrave;nh t&iacute;nh năng, Leica TS20 c&ograve;n c&oacute; c&aacute;c t&ugrave;y chọn kỹ thuật chung, bao gồm:</span></span></p>
<ul>
	<li>
		<span style="font-family:tahoma,geneva,sans-serif;"><span style="font-size:14px;">Độ ch&iacute;nh x&aacute;c đo g&oacute;c: 1&Prime; / 2&Prime; / 3&Prime; / 5&Prime;</span></span></li>
	<li>
		<span style="font-family:tahoma,geneva,sans-serif;"><span style="font-size:14px;">Tầm đo kh&ocirc;ng gương (EDM): 800 m hoặc 1600 m</span></span></li>
</ul>
<p>
	<br />
	<span style="font-family:tahoma,geneva,sans-serif;"><span style="font-size:14px;">Mức độ tự động h&oacute;a v&agrave; hỗ trợ AI phụ thuộc v&agrave;o cấu h&igrave;nh được lựa chọn, trong đ&oacute; TS20 I l&agrave; cấu h&igrave;nh cao cấp nhất, ph&ugrave; hợp cho c&aacute;c dự &aacute;n y&ecirc;u cầu hiệu suất, độ tin cậy v&agrave; kiểm so&aacute;t chất lượng cao.</span></span><br />
	&nbsp;</p>
<p style="text-align: center;">
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/Leica-TS20-Application-Tunnel-300dpi-2-2048x1365.jpg" style="width: 800px; height: 533px;" /></span></span></p>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Leica TS20I &ndash; Phi&ecirc;n bản t&iacute;ch hợp Camera &amp; AI</strong><br />
<br />
Chỉ phi&ecirc;n bản TS20I (Imaging) mới được Leica trang bị camera v&agrave; c&aacute;c thuật to&aacute;n AI hỗ trợ đo đạc, gi&uacute;p n&acirc;ng tầm hiệu quả khảo s&aacute;t hiện đại.<br />
<br />
<strong>AI &ndash; C&ocirc;ng nghệ tạo kh&aacute;c biệt tr&ecirc;n TS20I.</strong><br />
<br />
Tr&ecirc;n TS20I, Leica ứng dụng AI kết hợp camera v&agrave; thuật to&aacute;n xử l&yacute; th&ocirc;ng minh, cho ph&eacute;p:</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Nhận dạng mục ti&ecirc;u ch&iacute;nh x&aacute;c hơn.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Theo d&otilde;i chuyển động mục ti&ecirc;u ổn định hơn.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hạn chế nhầm lẫn trong m&ocirc;i trường nhiều vật phản xạ.</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">C&aacute;c xử l&yacute; n&agrave;y được thực hiện trực tiếp tr&ecirc;n thiết bị, gi&uacute;p đảm bảo tốc độ, độ ổn định v&agrave; an to&agrave;n dữ liệu khi l&agrave;m việc ngo&agrave;i hiện trường.<br />
&nbsp;<br />
<strong>AI-Detect &ndash; Nhận dạng gương &amp; cảnh b&aacute;o sai cấu h&igrave;nh (TS20I)</strong><br />
<br />
Sai loại gương l&agrave; nguy&ecirc;n nh&acirc;n phổ biến g&acirc;y sai offset v&agrave; sai số đo.&nbsp;AI-Detect (chỉ c&oacute; tr&ecirc;n TS20I) sử dụng camera để:</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Nhận dạng loại gương Leica đang đo.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">So s&aacute;nh với cấu h&igrave;nh gương trong Leica Captivate.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Cảnh b&aacute;o ngay khi ph&aacute;t hiện kh&ocirc;ng khớp.</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">T&iacute;nh năng n&agrave;y gi&uacute;p:</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Giảm lỗi chủ quan.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tr&aacute;nh đo sai &ndash; l&agrave;m lại.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">N&acirc;ng cao độ tin cậy dữ liệu thi c&ocirc;ng.</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">&nbsp;<br />
<strong>AI-Follow (Dynamic Lock n&acirc;ng cao) &ndash; Theo d&otilde;i mục ti&ecirc;u mượt m&agrave;</strong><br />
<br />
Tr&ecirc;n TS20I, AI hỗ trợ khả năng dự đo&aacute;n chuyển động của lăng k&iacute;nh khi:</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Bị che khuất tạm thời.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Di chuyển trong m&ocirc;i trường đ&ocirc;ng người, m&aacute;y m&oacute;c.</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Nhờ đ&oacute;, TS20I gi&uacute;p:</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kh&oacute;a lại mục ti&ecirc;u nhanh hơn.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hạn chế mất tia.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Giữ qu&aacute; tr&igrave;nh đo li&ecirc;n tục, ổn định.</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">&nbsp;<br />
<strong>AI tăng cường ATR &amp; PowerSearch (TS20I)</strong><br />
<br />
Thuật to&aacute;n AI gi&uacute;p ATR v&agrave; PowerSearch tr&ecirc;n TS20I hoạt động hiệu quả hơn trong c&aacute;c điều kiện kh&oacute;:</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Sương m&ugrave; nhẹ, mưa bụi.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Gương che khuất một phần.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Nhiều điểm phản xạ trong v&ugrave;ng qu&eacute;t.</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đ&acirc;y l&agrave; kh&aacute;c biệt lớn giữa TS20I v&agrave; TS20A / TS20P.</span></span><br />
<p style="text-align: center;">
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/Leica-TS20-Application-Cadastral-Surveying-300dpi-15-1-2048x1365.jpg" style="width: 800px; height: 533px;" /></span></span></p>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">&nbsp;<br />
<strong>C&aacute;c thế mạnh chung của d&ograve;ng Leica TS20</strong><br />
<br />
B&ecirc;n cạnh AI tr&ecirc;n TS20I, to&agrave;n bộ d&ograve;ng TS20 vẫn kế thừa những gi&aacute; trị cốt l&otilde;i của Leica:</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Độ ch&iacute;nh x&aacute;c đo g&oacute;c &amp; khoảng c&aacute;ch cao,</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Động cơ Direct Drives nhanh, &ecirc;m, kh&ocirc;ng ma s&aacute;t,</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Phần mềm Leica Captivate trực quan, dễ thao t&aacute;c,</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Ph&iacute;m Trigger đo nhanh,</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Lưu trữ dữ liệu lớn, xuất file linh hoạt,</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kết cấu bền bỉ, chuẩn c&ocirc;ng trường,</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Dọi t&acirc;m laser/quang học ch&iacute;nh x&aacute;c.</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">&nbsp;<br />
<strong>Lợi &iacute;ch thực tế khi sử dụng Leica TS20</strong></span></span><br />
<br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tăng tốc độ đo &amp; bố tr&iacute; c&ocirc;ng tr&igrave;nh,</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Giảm nh&acirc;n lực vận h&agrave;nh,</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hạn chế sai s&oacute;t hiện trường,</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Dữ liệu ổn định, đ&aacute;ng tin cậy,</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Ph&ugrave; hợp từ khảo s&aacute;t địa h&igrave;nh đến thi c&ocirc;ng c&ocirc;ng tr&igrave;nh lớn.</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">&nbsp;</span></span><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">&nbsp;<br />
<strong>BẢNG SO S&Aacute;NH: TS20A vs TS20P vs TS20I</strong></span></span><br />
<br />
<br />
<table border="0" cellpadding="0" style="width: 100%">
	<thead>
		<tr>
			<th>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>T&iacute;nh năng / Chức năng</strong></span></span><br />
				&nbsp;</th>
			<th>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>TS20A</strong><br />
				<strong>(Auto Aiming)</strong></span></span><br />
				&nbsp;</th>
			<th>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>TS20P</strong><br />
				<strong>(PowerSearch)</strong></span></span><br />
				&nbsp;</th>
			<th>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>TS20I</strong><br />
				<strong>(Imaging/ Camera &amp; AI)</strong></span></span><br />
				&nbsp;</th>
		</tr>
	</thead>
	<tbody>
		<tr>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Tự động ngắm mục ti&ecirc;u (ATR)</span></span></td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">C&oacute;<br />
				(ATR ti&ecirc;u chuẩn)</span></span></td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">C&oacute;<br />
				(ATR ti&ecirc;u chuẩn)</span></span></td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">C&oacute;<br />
				(ATR tăng cường nhờ camera &amp; thuật to&aacute;n)</span></span></td>
		</tr>
		<tr>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Tự động t&igrave;m gương (PowerSearch)</span></span></td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Kh&ocirc;ng</span></span></td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">C&oacute;</span></span></td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">C&oacute;<br />
				(kết hợp camera &amp; thuật to&aacute;n n&acirc;ng cao)</span></span></td>
		</tr>
		<tr>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Camera t&iacute;ch hợp</span></span></td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Kh&ocirc;ng</span></span></td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Kh&ocirc;ng</span></span></td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">C&oacute;</span></span></td>
		</tr>
		<tr>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Thu điểm bằng h&igrave;nh ảnh</span></span></td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Kh&ocirc;ng</span></span></td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Kh&ocirc;ng</span></span></td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">C&oacute;</span></span></td>
		</tr>
		<tr>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Nhận dạng mục ti&ecirc;u / gương (AI-Detect)</span></span></td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Kh&ocirc;ng</span></span></td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Kh&ocirc;ng</span></span></td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">C&oacute;</span></span></td>
		</tr>
		<tr>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Theo d&otilde;i mục ti&ecirc;u di chuyển (Dynamic Lock)</span></span></td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Kh&ocirc;ng</span></span></td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Kh&ocirc;ng</span></span></td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">C&oacute;</span></span></td>
		</tr>
		<tr>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Khả năng giữ b&aacute;m khi mục ti&ecirc;u<br />
				che khuất ngắn hạn</span></span></td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Kh&ocirc;ng</span></span></td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Kh&ocirc;ng</span></span></td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">C&oacute; (AI-Follow)</span></span></td>
		</tr>
		<tr>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">L&agrave;m việc hiệu quả trong m&ocirc;i trường<br />
				nhiều phản xạ</span></span></td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Ti&ecirc;u chuẩn</span></span></td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Ti&ecirc;u chuẩn</span></span></td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Tối ưu hơn nhờ camera &amp; thuật to&aacute;n</span></span></td>
		</tr>
		<tr>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Mức độ tự động h&oacute;a</span></span></td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Cơ bản</span></span></td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Trung b&igrave;nh</span></span></td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Cao nhất</span></span></td>
		</tr>
		<tr>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Hỗ trợ đo kh&ocirc;ng người<br />
				(one-man operation)</span></span></td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">C&oacute;</span></span></td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">C&oacute;</span></span></td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">C&oacute; (ổn định nhất)</span></span></td>
		</tr>
		<tr>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Phần mềm vận h&agrave;nh</span></span></td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Leica Captivate</span></span></td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Leica Captivate</span></span></td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Leica Captivate</span></span></td>
		</tr>
		<tr>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Ứng dụng ph&ugrave; hợp</span></span></td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Đo topo, bố tr&iacute; cơ bản</span></span></td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Đo nhanh, nhiều trạm</span></span></td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Quan trắc, đo phức tạp</span></span></td>
		</tr>
	</tbody>
</table>
<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">&nbsp;</span></span><br />
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">&gt; Xem th&ecirc;m Cataloge TS20: <a href="https://drive.google.com/file/d/1KRyhFd21zOZpYZFqy6uUF-xJFJkJJGmE/view?usp=sharing">TẠI Đ&Acirc;Y</a></span></span><br />
&nbsp;&nbsp;<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">&nbsp;</span></span><br />
<div style="text-align: start;">
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<span style="color: rgb(51, 51, 51); font-family: tahoma, geneva, sans-serif; font-size: 14px; text-align: justify;">&nbsp;</span>',
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			'name' => 'Kiểm tra cao độ sàn nhà xưởng bằng máy thủy bình – Giải pháp chính xác cho thi công công nghiệp!',
			'code' => null,
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			'cat_id' => '40',
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			'shortdes' => '<p data-end="637" data-start="299">
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trong x&acirc;y dựng nh&agrave; xưởng, nh&agrave; m&aacute;y v&agrave; khu c&ocirc;ng nghiệp, kiểm tra cao độ s&agrave;n l&agrave; c&ocirc;ng t&aacute;c bắt buộc nhằm đảm bảo độ phẳng, cao độ đồng nhất v&agrave; khả năng tho&aacute;t nước đ&uacute;ng thiết kế.&nbsp;Chỉ một sai số nhỏ v&agrave;i milimet cũng c&oacute; thể ảnh hưởng đến vận h&agrave;nh m&aacute;y m&oacute;c, lưu th&ocirc;ng xe n&acirc;ng, tuổi thọ s&agrave;n b&ecirc; t&ocirc;ng v&agrave; chất lượng nghiệm thu c&ocirc;ng tr&igrave;nh.&nbsp;Ch&iacute;nh v&igrave; vậy, m&aacute;y thủy b&igrave;nh lu&ocirc;n l&agrave; thiết bị được kỹ sư trắc địa &ndash; x&acirc;y dựng tin d&ugrave;ng để kiểm tra cao độ s&agrave;n nh&agrave; xưởng với độ ch&iacute;nh x&aacute;c v&agrave; độ ổn định cao.<br />
	&nbsp;</span></span></p>
',
			'content' => '<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><em>Trong x&acirc;y dựng nh&agrave; xưởng, nh&agrave; m&aacute;y v&agrave; khu c&ocirc;ng nghiệp, kiểm tra cao độ s&agrave;n l&agrave; c&ocirc;ng t&aacute;c bắt buộc nhằm đảm bảo độ phẳng, cao độ đồng nhất v&agrave; khả năng tho&aacute;t nước đ&uacute;ng thiết kế.&nbsp;Chỉ một sai số nhỏ v&agrave;i milimet cũng c&oacute; thể ảnh hưởng đến vận h&agrave;nh m&aacute;y m&oacute;c, lưu th&ocirc;ng xe n&acirc;ng, tuổi thọ s&agrave;n b&ecirc; t&ocirc;ng v&agrave; chất lượng nghiệm thu c&ocirc;ng tr&igrave;nh.&nbsp;Ch&iacute;nh v&igrave; vậy, m&aacute;y thủy b&igrave;nh lu&ocirc;n l&agrave; thiết bị được kỹ sư trắc địa &ndash; x&acirc;y dựng tin d&ugrave;ng để kiểm tra cao độ s&agrave;n nh&agrave; xưởng nhờ độ ch&iacute;nh x&aacute;c cao v&agrave; t&iacute;nh ổn định l&acirc;u d&agrave;i.<br />
&nbsp;</em></span></span>
<h2>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">1. Tại sao cần kiểm tra cao độ s&agrave;n nh&agrave; xưởng?</span></span></h2>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đo cao độ s&agrave;n bằng m&aacute;y thủy b&igrave;nh gi&uacute;p:</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đảm bảo cao độ v&agrave; độ phẳng đ&uacute;ng hồ sơ thiết kế</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Ph&aacute;t hiện kịp thời c&aacute;c điểm lồi &ndash; l&otilde;m để xử l&yacute; trước khi ho&agrave;n thiện</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Phục vụ c&ocirc;ng t&aacute;c nghiệm thu s&agrave;n b&ecirc; t&ocirc;ng theo ti&ecirc;u chuẩn kỹ thuật</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hạn chế chi ph&iacute; sửa chữa sau khi c&ocirc;ng tr&igrave;nh đưa v&agrave;o sử dụng</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trong thực tế, một số đơn vị sử dụng m&aacute;y c&acirc;n mực laser để kiểm tra cao độ. Tuy nhi&ecirc;n, phương ph&aacute;p n&agrave;y chỉ ph&ugrave; hợp cho khu vực nhỏ.&nbsp;Với nh&agrave; xưởng c&oacute; diện t&iacute;ch lớn, tia laser dễ bị ph&acirc;n t&aacute;n khi chiếu xa, l&agrave;m tăng sai số (c&oacute; thể 5&ndash;10 mm), g&acirc;y kh&oacute; khăn trong kiểm so&aacute;t chất lượng v&agrave; nghiệm thu.<br />
<br />
M&aacute;y thủy b&igrave;nh quang học, với nguy&ecirc;n l&yacute; tia ngắm nằm ngang v&agrave; độ ph&oacute;ng đại ống k&iacute;nh, cho kết quả ổn định v&agrave; tin cậy hơn tr&ecirc;n diện t&iacute;ch s&agrave;n lớn.<br />
&nbsp;</span></span><br />
<p style="text-align: center;">
	<img alt="" src="/admin/webroot/upload/image/images/nhà xưởng(1).jpg" style="width: 512px; height: 302px;" /></p>
<h2>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">2. Ưu điểm của m&aacute;y thủy b&igrave;nh trong kiểm tra cao độ s&agrave;n</span></span></h2>
<br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Độ ch&iacute;nh x&aacute;c cao: sai số khoảng 1&ndash;2 mm/1 km đo kh&eacute;p</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hoạt động ổn định trong nhiều điều kiện &aacute;nh s&aacute;ng</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đọc số trực tiếp tr&ecirc;n mia, hạn chế sai số chủ quan</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Ph&ugrave; hợp đo li&ecirc;n tục nhiều điểm tr&ecirc;n mặt s&agrave;n nh&agrave; xưởng</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Nhờ c&aacute;c ưu điểm n&agrave;y, m&aacute;y thủy b&igrave;nh vẫn l&agrave; thiết bị ti&ecirc;u chuẩn trong kiểm tra cao độ s&agrave;n c&ocirc;ng nghiệp.<br />
&nbsp;</span></span><br />
<h2>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">3. Ti&ecirc;u ch&iacute; lựa chọn m&aacute;y thủy b&igrave;nh đo s&agrave;n nh&agrave; xưởng</span></span></h2>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Để đảm bảo sai số đo trong giới hạn cho ph&eacute;p (&plusmn;2 mm), m&aacute;y thủy b&igrave;nh n&ecirc;n đ&aacute;p ứng c&aacute;c y&ecirc;u cầu sau:</span></span><br />
<br />
<h3>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">3.1 Độ ph&oacute;ng đại ống k&iacute;nh</span></span></h3>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">- Khuyến nghị từ 24X &ndash; 32X.</span></span><br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">- Đọc mia r&otilde; ở khoảng c&aacute;ch 50&ndash;80 m.</span></span>
<h3>
	<br />
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">3.2 Độ ch&iacute;nh x&aacute;c</span></span></h3>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Sai số đo kh&eacute;p tuyến &le; 2.0 mm/1 km</span></span>
<h3>
	<br />
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">3.3 Hệ thống c&acirc;n bằng</span></span></h3>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">- N&ecirc;n sử dụng con lắc từ t&iacute;nh (Magnetic Damping)</span></span><br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">- Gi&uacute;p tia ngắm ổn định nhanh trong m&ocirc;i trường rung động</span></span>
<h3>
	<br />
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">3.4 Ti&ecirc;u chuẩn bảo vệ</span></span></h3>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">- Tối thiểu IP54, ưu ti&ecirc;n IP66</span></span><br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">- Ph&ugrave; hợp m&ocirc;i trường nhiều bụi xi măng v&agrave; nước bắn</span></span><br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">&nbsp;</span></span>
<h2>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">4. C&aacute;c m&aacute;y thủy b&igrave;nh được tin d&ugrave;ng khi kiểm tra cao độ s&agrave;n nh&agrave; xưởng</span></span></h2>
<br />
<h3>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">4.1 M&aacute;y thủy b&igrave;nh Sokkia B40A</span></span></h3>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Sokkia B40A l&agrave; d&ograve;ng m&aacute;y được sử dụng phổ biến trong đo s&agrave;n nh&agrave; xưởng.<br />
Ưu điểm nổi bật:</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Chuẩn chống bụi &ndash; nước IP66, chịu được mưa r&agrave;o</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Con lắc từ t&iacute;nh gi&uacute;p b&ugrave; nghi&ecirc;ng nhanh, chống rung tốt</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Độ ph&oacute;ng đại 24X, đọc mia r&otilde; ở khoảng c&aacute;ch 40&ndash;50 m</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Ph&ugrave; hợp cho thi c&ocirc;ng s&agrave;n nh&agrave; xưởng, nh&agrave; kho v&agrave; khu c&ocirc;ng nghiệp quy m&ocirc; vừa &ndash; lớn.<br />
&nbsp;</span></span>
<p style="text-align: center;">
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/B40A.jpg" style="width: 450px; height: 377px;" /></span></span></p>
<h3>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">4.2 M&aacute;y thủy b&igrave;nh Nikon AC-2S</span></span></h3>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Nikon AC-2S l&agrave; lựa chọn ph&ugrave; hợp khi l&agrave;m việc trong nh&agrave; xưởng thiếu &aacute;nh s&aacute;ng.<br />
Ưu điểm:</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Ống k&iacute;nh Nikon c&oacute; độ s&aacute;ng v&agrave; độ trong cao</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">H&igrave;nh ảnh mia sắc n&eacute;t, giảm mỏi mắt khi đo nhiều điểm</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Thiết kế gọn nhẹ, dễ di chuyển trong kh&ocirc;ng gian hẹp</span></span></li>
</ul>
<p style="text-align: center;">
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">&nbsp;<img alt="" src="/admin/webroot/upload/image/images/Nikon AC2S.jpg" style="width: 450px; height: 377px;" /></span></span></p>
<h3>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">4.3 M&aacute;y thủy b&igrave;nh Leica NA300 series ( NA320/NA324)</span></span></h3>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">D&ograve;ng m&aacute;y d&agrave;nh cho c&aacute;c c&ocirc;ng tr&igrave;nh y&ecirc;u cầu độ ch&iacute;nh x&aacute;c cao.<br />
<br />
Đặc điểm nổi bật:</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Sai số &lt; 1.5 mm/1 km</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Độ bền cơ học cao, chịu va đập tốt</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hoạt động ổn định l&acirc;u d&agrave;i, &iacute;t phải hiệu chỉnh</span></span></li>
</ul>
<p style="text-align: center;">
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Ph&ugrave; hợp cho nh&agrave; m&aacute;y c&ocirc;ng nghệ cao, ph&ograve;ng sạch, khu sản xuất ch&iacute;nh x&aacute;c.<br />
	<br />
	<img alt="" src="/admin/webroot/upload/image/images/476249529_986351956959976_7286419762816488861_n.jpg" style="width: 450px; height: 377px;" /></span></span></p>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">&nbsp;</span></span><br />
<h3>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">4.4 Leica LS15 Digital Level &ndash; M&aacute;y thủy b&igrave;nh điện tử cao cấp</span></span></h3>
<br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Độ ch&iacute;nh x&aacute;c: ~&plusmn;0.2 mm/1 km (với mia invar)</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">T&iacute;nh năng nổi bật:</span></span>
		<ul>
			<li>
				<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tự động lấy n&eacute;t v&agrave; kiểm tra độ nghi&ecirc;ng</span></span></li>
			<li>
				<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">M&agrave;n h&igrave;nh m&agrave;u cảm ứng, giảm sai s&oacute;t do đọc thủ c&ocirc;ng</span></span></li>
			<li>
				<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Bluetooth &amp; USB truyền dữ liệu</span></span></li>
			<li>
				<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Bộ nhớ lưu đến ~30.000 trị đo</span></span></li>
		</ul>
	</li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Độ ph&oacute;ng đại: 32&times;, phạm vi đo l&ecirc;n đến ~110 m</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Ph&ugrave; hợp c&aacute;c dự &aacute;n s&agrave;n c&ocirc;ng nghiệp quan trọng, lưới cao độ ch&iacute;nh x&aacute;c cao, đo kh&eacute;p tuyến.</span></span><br />
<p style="text-align: center;">
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/LS15.jpg" style="width: 450px; height: 396px;" /></span></span></p>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">&nbsp;</span></span><br />
<h3>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">4.5 Trimble DiNi Digital Level Series (Dini-03 / Dini-07)</span></span></h3>
<br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Độ ch&iacute;nh x&aacute;c: t&ugrave;y chọn đến ~0.3 mm/1 km</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Ti&ecirc;u chuẩn bảo vệ: IP55</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Ưu điểm:</span></span>
		<ul>
			<li>
				<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Giao diện trực quan, dễ thao t&aacute;c</span></span></li>
			<li>
				<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Truyền dữ liệu nhanh qua USB</span></span></li>
			<li>
				<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Ph&ugrave; hợp đo lặp nhiều, quan trắc v&agrave; b&aacute;o c&aacute;o số liệu chi tiết</span></span></li>
		</ul>
	</li>
</ul>
<p style="text-align: center;">
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">&nbsp;<img alt="" src="/admin/webroot/upload/image/images/Trimble Dini.jpg" style="width: 450px; height: 450px;" /></span></span></p>
<h2>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">5. Quy tr&igrave;nh kiểm tra cao độ s&agrave;n nh&agrave; xưởng bằng m&aacute;y thủy b&igrave;nh</span></span></h2>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><u><strong>Bước 1</strong></u>: Chia lưới &ocirc; vu&ocirc;ng (Grid Method)</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Chia s&agrave;n th&agrave;nh c&aacute;c &ocirc; 3&times;3 m hoặc 5&times;5 m</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">C&aacute;c giao điểm l&agrave; vị tr&iacute; đặt mia</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong><u>Bước 2</u></strong>: Dẫn mốc cao độ chuẩn</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Thiết lập Benchmark (H₀) ổn định b&ecirc;n ngo&agrave;i khu vực thi c&ocirc;ng</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">L&agrave;m cơ sở so s&aacute;nh cho to&agrave;n bộ số liệu</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong><u>Bước 3</u></strong>: Đo đạc thực địa</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đặt m&aacute;y ở vị tr&iacute; trung t&acirc;m, nền cứng</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">C&acirc;n bằng m&aacute;y ch&iacute;nh x&aacute;c</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đọc BS &rarr; x&aacute;c định HI</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đọc FS tại c&aacute;c n&uacute;t lưới</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><u><strong>Bước 4</strong></u>: Xử l&yacute; v&agrave; đ&aacute;nh gi&aacute; số liệu<br />
&Delta;H = Số đọc thực tế &ndash; Số đọc thiết kế</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">&Delta;H &gt; 0 &rarr; S&agrave;n thấp (l&otilde;m)</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">&Delta;H &lt; 0 &rarr; S&agrave;n cao (lồi)</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">&nbsp;<br />
!!! Lưu &yacute; quan trọng khi kiểm tra cao độ s&agrave;n nh&agrave; xưởng:</span></span><br />
<br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Mốc chuẩn phải ổn định &ndash; quyết định độ tin cậy to&agrave;n bộ ph&eacute;p đo</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Khoảng c&aacute;ch ngắm &le; 40 m để kiểm so&aacute;t sai số</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kiểm tra m&aacute;y trước khi đo: mực nước, ống k&iacute;nh, ch&acirc;n m&aacute;y</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">&nbsp;<br />
&gt;&gt;&gt; Kiểm tra cao độ s&agrave;n nh&agrave; xưởng bằng m&aacute;y thủy b&igrave;nh l&agrave; c&ocirc;ng t&aacute;c kh&ocirc;ng thể thiếu nhằm đảm bảo chất lượng thi c&ocirc;ng, độ phẳng s&agrave;n v&agrave; an to&agrave;n vận h&agrave;nh l&acirc;u d&agrave;i.&nbsp;Việc lựa chọn đ&uacute;ng thiết bị v&agrave; tu&acirc;n thủ quy tr&igrave;nh đo chuẩn sẽ gi&uacute;p kỹ sư v&agrave; nh&agrave; thầu thu được kết quả ch&iacute;nh x&aacute;c &ndash; đ&aacute;ng tin cậy &ndash; dễ nghiệm thu cho mọi dự &aacute;n x&acirc;y dựng c&ocirc;ng nghiệp.</span></span><br />
<h2>
	<br />
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">6. FAQ &ndash; Hỏi đ&aacute;p</span></span></h2>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">- Kiểm tra cao độ s&agrave;n nh&agrave; xưởng n&ecirc;n sử dụng thiết bị n&agrave;o?<br />
<em>M&aacute;y thủy b&igrave;nh quang học l&agrave; lựa chọn ph&ugrave; hợp nhờ độ ch&iacute;nh x&aacute;c cao v&agrave; ổn định tr&ecirc;n diện t&iacute;ch lớn.<br />
&nbsp;</em><br />
- M&aacute;y laser c&acirc;n mực c&oacute; thể thay thế m&aacute;y thủy b&igrave;nh kh&ocirc;ng?<br />
<em>Kh&ocirc;ng. M&aacute;y laser chỉ ph&ugrave; hợp cho phạm vi nhỏ, kh&ocirc;ng đ&aacute;p ứng độ ch&iacute;nh x&aacute;c khi kiểm tra s&agrave;n nh&agrave; xưởng diện t&iacute;ch lớn.</em><br />
&nbsp;<br />
- Sai số cho ph&eacute;p khi kiểm tra cao độ s&agrave;n l&agrave; bao nhi&ecirc;u?<br />
Th&ocirc;ng thường y&ecirc;u cầu sai số trong khoảng &plusmn;2 mm, t&ugrave;y ti&ecirc;u chuẩn thiết kế v&agrave; y&ecirc;u cầu của chủ đầu tư.<br />
&nbsp;<br />
- Khoảng c&aacute;ch đo tối đa từ m&aacute;y thủy b&igrave;nh đến mia l&agrave; bao nhi&ecirc;u?<br />
<em>Khuyến nghị kh&ocirc;ng vượt qu&aacute; 40 m để đảm bảo kiểm so&aacute;t sai số.</em><br />
&nbsp;<br />
- C&oacute; cần kiểm tra cao độ s&agrave;n trước khi ho&agrave;n thiện kh&ocirc;ng?<br />
<em>C&oacute;. Việc kiểm tra sớm gi&uacute;p xử l&yacute; sai lệch trước khi ho&agrave;n thiện, giảm rủi ro v&agrave; chi ph&iacute; sửa chữa.</em></span></span><br />
<p style="text-align: center;">
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/Máy thủy bình 2.jpg" style="width: 800px; height: 419px;" /></span></span></p>
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			'id' => '797',
			'name' => 'Máy toàn đạc Leica: chọn FlexLine, TS, Nova hay MS?',
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			'shortdes' => '<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Với dải sản phẩm trải rộng từ FlexLine &rarr; TS &rarr; Nova &rarr; MS (MultiStation), Leica Geosystems mang đến nhiều lựa chọn, nhưng cũng khiến kh&ocirc;ng &iacute;t anh em băn khoăn: <em>c&ocirc;ng tr&igrave;nh của m&igrave;nh n&ecirc;n d&ugrave;ng d&ograve;ng n&agrave;o l&agrave; hợp l&yacute; nhất?</em></span></span>',
			'content' => '<em><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trong trắc địa &ndash; x&acirc;y dựng hiện nay, việc lựa chọn m&aacute;y to&agrave;n đạc điện tử Leica ph&ugrave; hợp với từng loại c&ocirc;ng tr&igrave;nh đ&oacute;ng vai tr&ograve; then chốt, ảnh hưởng trực tiếp đến độ ch&iacute;nh x&aacute;c, hiệu suất thi c&ocirc;ng v&agrave; chi ph&iacute; đầu tư.<br />
<br />
Với dải sản phẩm trải rộng từ FlexLine &rarr; TS &rarr; Nova &rarr; MS (MultiStation), Leica Geosystems mang đến nhiều lựa chọn, nhưng cũng khiến kh&ocirc;ng &iacute;t anh em băn khoăn: c&ocirc;ng tr&igrave;nh của m&igrave;nh n&ecirc;n d&ugrave;ng d&ograve;ng n&agrave;o l&agrave; hợp l&yacute; nhất?<br />
<br />
B&agrave;i viết dưới đ&acirc;y sẽ gi&uacute;p bạn so s&aacute;nh r&otilde; ưu &ndash; nhược điểm từng d&ograve;ng m&aacute;y to&agrave;n đạc Leica, đồng thời gợi &yacute; chọn m&aacute;y đ&uacute;ng nhu cầu thực tế tại Việt Nam.</span></span></em><br />
<h2>
	<br />
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">1. M&aacute;y to&agrave;n đạc Leica FlexLine (TS03, TS07, TS10&hellip;)</span></span></h2>
<br />
<strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Ưu điểm:</span></span></strong><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Cấu h&igrave;nh đơn giản, dễ sử dụng, ph&ugrave; hợp nhiều đối tượng.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Chi ph&iacute; đầu tư thấp hơnso với c&aacute;c d&ograve;ng tự động/robot.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đ&aacute;p ứng tốt c&aacute;c c&ocirc;ng việc khảo s&aacute;t &ndash; trắc địa cơ bản.</span></span></li>
</ul>
<strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hạn chế:</span></span></strong><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Phần lớn thao t&aacute;c thủ c&ocirc;ng.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kh&ocirc;ng c&oacute; motor, ATR, tự động kh&oacute;a prism.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hiệu suất đo v&agrave; tốc độ l&agrave;m việc thấp hơn d&ograve;ng TS v&agrave; Nova.</span></span></li>
</ul>
<strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Ph&ugrave; hợp:</span></span></strong><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đo đạc địa ch&iacute;nh, lập bản đồ nền.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">C&ocirc;ng t&aacute;c đo nhỏ lẻ, khối lượng kh&ocirc;ng lớn.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đơn vị cần m&aacute;y to&agrave;n đạc Leica bền &ndash; ổn định &ndash; dễ d&ugrave;ng.</span></span></li>
</ul>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">&gt; Nếu chỉ cần đo khảo s&aacute;t cơ bản, Leica FlexLine l&agrave; lựa chọn kinh tế v&agrave; đủ d&ugrave;ng.<br />
&nbsp;</span></span>
<h2>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">2. M&aacute;y to&agrave;n đạc Leica TS (TS13, TS20&hellip;)</span></span></h2>
<br />
<strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Ưu điểm:</span></span></strong><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Mức độ tự động h&oacute;a cao, c&oacute; phi&ecirc;n bản robot.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Độ ch&iacute;nh x&aacute;c g&oacute;c v&agrave; EDM ổn định, ph&ugrave; hợp thi c&ocirc;ng.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hỗ trợ phần mềm Captivate, dễ t&iacute;ch hợp GNSS/RTK.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Giảm thao t&aacute;c thủ c&ocirc;ng, tăng tốc độ bố tr&iacute; v&agrave; đo kiểm.</span></span></li>
</ul>
<strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hạn chế:</span></span></strong><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Gi&aacute; cao hơnd&ograve;ng FlexLine.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Với model cao cấp (TS20) cần t&iacute;nh th&ecirc;m phụ kiện robot (prism, tripod, pin, tay cầm).</span></span></li>
</ul>
<strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Ph&ugrave; hợp:</span></span></strong><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">X&acirc;y dựng d&acirc;n dụng, c&ocirc;ng tr&igrave;nh nhỏ v&agrave; vừa.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">C&ocirc;ng t&aacute;c bố tr&iacute; c&ocirc;ng tr&igrave;nh, đo kiểm h&igrave;nh học.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Khi cần độ ch&iacute;nh x&aacute;c v&agrave; hiệu suất cao hơn FlexLine.</span></span></li>
</ul>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">&gt; D&ograve;ng TS l&agrave; lựa chọn c&acirc;n bằng giữa độ ch&iacute;nh x&aacute;c &ndash; tiện lợi &ndash; chi ph&iacute;.<br />
&nbsp;</span></span>
<h2>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">3. M&aacute;y to&agrave;n đạc Leica Nova (TS60, TM60&hellip;)</span></span></h2>
<br />
<strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Ưu điểm:</span></span></strong><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">C&ocirc;ng nghệ robot hiện đại, động cơ ch&iacute;nh x&aacute;c cao.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tự động kh&oacute;a mục ti&ecirc;u, đo nhanh, ổn định.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Nhiều t&iacute;nh năng n&acirc;ng cao:</span></span>
		<ul>
			<li>
				<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Multi-target</span></span></li>
			<li>
				<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đo khoảng c&aacute;ch d&agrave;i</span></span></li>
			<li>
				<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">T&iacute;ch hợp GNSS / Sensor / Monitoring</span></span></li>
		</ul>
	</li>
</ul>
<strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hạn chế:</span></span></strong><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Chi ph&iacute; đầu tư cao, y&ecirc;u cầu người vận h&agrave;nh c&oacute; chuy&ecirc;n m&ocirc;n tốt.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Chi ph&iacute; vận h&agrave;nh (pin, phụ kiện, bảo tr&igrave;) lớn hơn c&aacute;c d&ograve;ng thấp.</span></span></li>
</ul>
<strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Ph&ugrave; hợp:</span></span></strong><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">C&ocirc;ng tr&igrave;nh lớn: cầu, đường, hầm, metro.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Dự &aacute;n hạ tầng quy m&ocirc; lớn, y&ecirc;u cầu độ tin cậy cao.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Quan trắc biến dạng, đo lặp ch&iacute;nh x&aacute;c d&agrave;i hạn.</span></span></li>
</ul>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">&gt; Với dự &aacute;n quy m&ocirc; lớn, Leica Nova l&agrave; &ldquo;xương sống&rdquo; về độ ch&iacute;nh x&aacute;c v&agrave; tự động h&oacute;a.<br />
&nbsp;</span></span>
<h2>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">4. M&aacute;y to&agrave;n đạc Leica MS &ndash; MultiStation (MS60)</span></span></h2>
<br />
<strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Ưu điểm:</span></span></strong><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kết hợp to&agrave;n đạc + qu&eacute;t 3D + GNSS trong một thiết bị.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Thu thập dữ liệu 3D d&agrave;y, nhanh, giảm nh&acirc;n lực.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Rất mạnh cho khảo s&aacute;t hiện trạng v&agrave; địa h&igrave;nh phức tạp.</span></span></li>
</ul>
<strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hạn chế:</span></span></strong><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Gi&aacute; rất cao.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Dữ liệu hậu xử l&yacute; phức tạp, cần kỹ năng chuy&ecirc;n s&acirc;u.</span></span></li>
</ul>
<strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Ph&ugrave; hợp:</span></span></strong><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Dự &aacute;n cần dữ liệu 3D chi tiết.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Quy hoạch, khảo s&aacute;t hạ tầng phức tạp.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">C&ocirc;ng t&aacute;c đo đạc + bản đồ + m&ocirc; h&igrave;nh số trong một workflow.</span></span></li>
</ul>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">&gt; MS l&agrave; giải ph&aacute;p cao cấp nhất cho b&agrave;i to&aacute;n 3D v&agrave; dữ liệu lớn.<br />
&nbsp;</span></span><br />
<h2>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">5. Gợi &yacute; chọn m&aacute;y to&agrave;n đạc điện tử Leica theo nhu cầu</span></span></h2>
<br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Khảo s&aacute;t đất đai, địa ch&iacute;nh, bản đồ nền &rarr; <em>Leica FlexLine</em> hoặc <em>TS (model cơ bản).</em></span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">X&acirc;y dựng d&acirc;n dụng, c&ocirc;ng tr&igrave;nh nhỏ &amp; vừa, bố tr&iacute; thiết kế &rarr; <em>Leica TS</em> hoặc <em>Nova</em> (t&ugrave;y y&ecirc;u cầu độ ch&iacute;nh x&aacute;c).</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">C&ocirc;ng tr&igrave;nh giao th&ocirc;ng, cầu hầm, hạ tầng phức tạp &rarr; <em>Leica Nova</em> hoặc <em>MS (MultiStation / Robot).</em></span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Khảo s&aacute;t địa h&igrave;nh phức tạp, cần dữ liệu 3D, đo nhanh nhiều điểm &rarr; <em>Leica MS &ndash; MultiStation.</em></span></span></li>
</ul>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>BẢNG SO S&Aacute;NH TH&Ocirc;NG SỐ LEICA FLEXLINE &ndash; TS &ndash; NOVA</strong></span></span><br />
<br />
<table border="0" cellpadding="0" cellspacing="3" style="width: 100%">
	<thead>
		<tr>
			<th style="text-align: left;">
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Ti&ecirc;u ch&iacute;</strong></span></span></th>
			<th style="text-align: left;">
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>TS03</strong></span></span></th>
			<th style="text-align: left;">
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>TS07</strong></span></span></th>
			<th style="text-align: left;">
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>TS10</strong></span></span></th>
			<th style="text-align: left;">
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>TS13</strong></span></span></th>
			<th style="text-align: left;">
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>TS20</strong></span></span></th>
			<th style="text-align: left;">
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Nova TM60</strong></span></span></th>
			<th style="text-align: left;">
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Nova TS60</strong></span></span></th>
			<th style="text-align: left;">
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Nova MS60</strong></span></span></th>
		</tr>
	</thead>
	<tbody>
		<tr>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Độ ch&iacute;nh x&aacute;c g&oacute;c</strong></span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">2&Prime;, 3&Prime;, 5&Prime;</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">1&Prime;, 2&Prime;, 3&Prime;, 5&Prime;</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">1&Prime;, 2&Prime;, 3&Prime;, 5&Prime;</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">1&Prime;, 2&Prime;, 3&Prime;, 5&Prime;</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">1&Prime;, 2&Prime;, 3&Prime;, 5&Prime;</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">0.5&Prime;, 1&Prime;</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">0.5&Prime;</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">1&Prime;</span></span></td>
		</tr>
		<tr>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Tầm đo lăng k&iacute;nh</strong></span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">0.9&ndash;3,500 m</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">0.9&ndash;3,500 m</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">0.9&ndash;3,500 m</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">0&ndash;3,500 m</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">0.8&ndash;10,000 m</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">0.9&ndash;3,500 m</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">0.9&ndash;3,500 m</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">1.5&ndash;10,000 m</span></span></td>
		</tr>
		<tr>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Độ ch&iacute;nh x&aacute;c đo gương</strong></span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">1 mm+1.5ppm</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">1 mm+1.5ppm</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">1 mm+1.5ppm</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">1 mm+1.5 ppm</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>1 mm+1 ppm</strong></span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">1 mm+1.5 ppm</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>0.6 mm+1ppm</strong></span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">1 mm+1.5ppm</span></span></td>
		</tr>
		<tr>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Tầm đo kh&ocirc;ng gương</strong></span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">500&ndash;5,000 m</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">500&ndash;5,000 m</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">500&ndash;5,000 m</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">500&ndash;5,000 m</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">800 m (R800) / 1,600 m (R1600)</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">500&ndash;5,000 m</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">500&ndash;5,000 m</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">2,000 m</span></span></td>
		</tr>
		<tr>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Độ ch&iacute;nh x&aacute;c kh&ocirc;ng gương</strong></span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">2 mm 2 ppm</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">2 mm+2 ppm</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">2 mm+2 ppm</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">2 mm+2 ppm</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">2 mm+2 ppm</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">2 mm+2 ppm</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">2 mm+2 ppm</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">2 mm+2 ppm</span></span></td>
		</tr>
		<tr>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>M&agrave;n h&igrave;nh</strong></span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">3.5&Prime; đơn sắc</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">3.5&Prime; m&agrave;u</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">5&Prime; WVGA</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">5&Prime; WVGA (tuỳ chọn)</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">5&Prime; WVGA cảm ứng</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">5&Prime; WVGA cảm ứng</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">5&Prime; WVGA cảm ứng</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">5&Prime; WVGA cảm ứng</span></span></td>
		</tr>
		<tr>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Kết nối c&oacute; d&acirc;y</strong></span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">RS232 / SD / USB</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">RS232 / SD / USB</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">RS232 / SD / USB</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">RS232 / SD / USB</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">Ethernet / USB-C</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">RS232 / SD / USB</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">RS232 / SD / USB</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">RS232 / SD / USB</span></span></td>
		</tr>
		<tr>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Bluetooth / WLAN</strong></span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔(tay cầm radio)</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔(tay cầm radio)</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔(tay cầm radio)</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔(tay cầm radio)</span></span></td>
		</tr>
		<tr>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Dữ liệu di động (4G)</strong></span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td>
		</tr>
		<tr>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>AutoHeight</strong></span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
		</tr>
		<tr>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Camera tổng quan</strong></span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
		</tr>
		<tr>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Camera k&iacute;nh ngắm</strong></span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
		</tr>
		<tr>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>SmartStation GNSS</strong></span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
		</tr>
		<tr>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Ti&ecirc;u ch&iacute;</strong></span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">TS03</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">TS07</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">TS10</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">TS13</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">TS20</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">Nova TM60</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">Nova TS60</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">Nova MS60</span></span></td>
		</tr>
		<tr>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Độ ch&iacute;nh x&aacute;c g&oacute;c</strong></span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">2&Prime;, 3&Prime;, 5&Prime;</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">1&Prime;, 2&Prime;, 3&Prime;, 5&Prime;</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">1&Prime;, 2&Prime;, 3&Prime;, 5&Prime;</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">1&Prime;, 2&Prime;, 3&Prime;, 5&Prime;</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">1&Prime;, 2&Prime;, 3&Prime;, 5&Prime;</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">0.5&Prime;, 1&Prime;</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">0.5&Prime;</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">1&Prime;</span></span></td>
		</tr>
		<tr>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Tầm đo lăng k&iacute;nh</strong></span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">0.9&ndash;3,500 m</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">0.9&ndash;3,500 m</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">0.9&ndash;3,500 m</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">0&ndash;3,500 m</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">0.8&ndash;10,000 m</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">0.9&ndash;3,500 m</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">0.9&ndash;3,500 m</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">1.5&ndash;10,000 m</span></span></td>
		</tr>
		<tr>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Độ ch&iacute;nh x&aacute;c đo gương</strong></span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">1 mm + 1.5 ppm</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">1 mm + 1.5 ppm</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">1 mm + 1.5 ppm</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">1 mm + 1.5 ppm</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">1 mm + 1 ppm</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">1 mm + 1.5 ppm</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">0.6 mm + 1 ppm</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">1 mm + 1.5 ppm</span></span></td>
		</tr>
		<tr>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Tầm đo kh&ocirc;ng gương</strong></span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">500&ndash;5,000 m</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">500&ndash;5,000 m</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">500&ndash;5,000 m</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">500&ndash;5,000 m</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">800 m (R800) / 1,600 m (R1600)</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">500&ndash;5,000 m</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">500&ndash;5,000 m</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">2,000 m</span></span></td>
		</tr>
		<tr>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Độ ch&iacute;nh x&aacute;c kh&ocirc;ng gương</strong></span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">2 mm + 2 ppm</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">2 mm + 2 ppm</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">2 mm + 2 ppm</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">2 mm + 2 ppm</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">2 mm + 2 ppm</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">2 mm + 2 ppm</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">2 mm + 2 ppm</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">2 mm + 2 ppm</span></span></td>
		</tr>
		<tr>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>M&agrave;n h&igrave;nh</strong></span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">3.5&Prime; đơn sắc</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">3.5&Prime; m&agrave;u</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">5&Prime; WVGA</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">5&Prime; WVGA (tuỳchọn)</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">5&Prime; WVGA cảm ứng</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">5&Prime; WVGA cảm ứng</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">5&Prime; WVGA cảm ứng</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">5&Prime; WVGA cảm ứng</span></span></td>
		</tr>
		<tr>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Kết nối c&oacute; d&acirc;y</strong></span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">RS232 / SD / USB</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">RS232 / SD / USB</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">RS232 / SD / USB</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">RS232 / SD / USB</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">Ethernet / USB-C</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">RS232 / SD / USB</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">RS232 / SD / USB</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">RS232 / SD / USB</span></span></td>
		</tr>
		<tr>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Bluetooth / WLAN</strong></span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔ (tay cầm radio)</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔ (tay cầm radio)</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔ (tay cầm radio)</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔ (tay cầm radio)</span></span></td>
		</tr>
		<tr>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Dữ liệu di động (4G)</strong></span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td>
		</tr>
		<tr>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>AutoHeight</strong></span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
		</tr>
		<tr>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Camera tổng quan</strong></span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
		</tr>
		<tr>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Camera k&iacute;nh ngắm</strong></span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
		</tr>
		<tr>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>SmartStation GNSS</strong></span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
		</tr>
		<tr>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Động cơ (Robot)</strong></span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">DC Motor</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">Brushless Direct Drives</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">Piezo drives</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">Piezo drives</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">Piezo drives</span></span></td>
		</tr>
		<tr>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>ATR / Tracking</strong></span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔ (R1000)</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">AI-powered ATR</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
		</tr>
		<tr>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Prism Fast Search</strong></span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
		</tr>
		<tr>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Scanning 3D</strong></span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔ (30,000 pts/s)</span></span></td>
		</tr>
		<tr>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Điều khiển từ xa</strong></span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
		</tr>
		<tr>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Hỗ trợ AP20</strong></span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">AP20 ID</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">AP20 ID + AutoPole</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
		</tr>
		<tr>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Hệ điều h&agrave;nh</strong></span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">FlexField</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">FlexField</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">FlexField</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">Captivate</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">Captivate (Loc8 / GeoCloud Protect)</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">Captivate</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">Captivate</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">Captivate</span></span></td>
		</tr>
		<tr>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Thời lượng pin</strong></span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">~30 h</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">~30 h</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">~30 h</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">8&ndash;19 h</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">~5 h</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">~8 h</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">~9 h</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">~9 h</span></span></td>
		</tr>
		<tr>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Trọng lượng</strong></span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">4.3 kg</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">4.3 kg</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">4.4 kg</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">4.8 kg</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">5.0 kg</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">7.2 kg</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">7.3 kg</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">7.6 kg</span></span></td>
		</tr>
	</tbody>
</table>
<p>
	&nbsp;</p>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/so-sanh-may-toan-dac-dien-tu-leica-FlexLine-TS-Nova-MS.jpg" style="width: 800px; height: 463px;" /></span></span>
<h2>
	<br />
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">6. C&acirc;u hỏi thường gặp về m&aacute;y to&agrave;n đạc Leica (FAQ)</span></span></h2>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">6.1 M&aacute;y to&agrave;n đạc Leica FlexLine c&oacute; đủ d&ugrave;ng cho địa ch&iacute;nh kh&ocirc;ng?<br />
&rarr; C&oacute;. Với đo địa ch&iacute;nh v&agrave; bản đồ nền, FlexLine đ&aacute;p ứng tốt v&agrave; tiết kiệm chi ph&iacute;.<br />
<br />
6.2 Khi n&agrave;o n&ecirc;n chọn TS thay v&igrave; FlexLine?<br />
&rarr; Khi cần độ ch&iacute;nh x&aacute;c cao hơn, thao t&aacute;c nhanh hơn v&agrave; giảm nh&acirc;n lực.<br />
<br />
6.3 Leica Nova c&oacute; ph&ugrave; hợp c&ocirc;ng tr&igrave;nh d&acirc;n dụng kh&ocirc;ng?<br />
&rarr; Ph&ugrave; hợp nếu c&ocirc;ng tr&igrave;nh y&ecirc;u cầu độ ch&iacute;nh x&aacute;c rất cao hoặc quan trắc.<br />
<br />
6.4 MultiStation MS60 c&oacute; thay thế m&aacute;y qu&eacute;t laser kh&ocirc;ng?<br />
&rarr; MS60 kh&ocirc;ng thay thế ho&agrave;n to&agrave;n TLS chuy&ecirc;n dụng, nhưng rất hiệu quả cho khảo s&aacute;t 3D kết hợp đo to&agrave;n đạc.<br />
&nbsp;<br />
&gt;&gt;&gt; <u><strong>Tổng kết:</strong></u></span></span><br />
<br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đo khảo s&aacute;t cơ bản&rarr; <em>FlexLine l&agrave; đủ.</em></span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">C&acirc;n bằng giữa ch&iacute;nh x&aacute;c &amp; tiện lợi&rarr; <em>TS l&agrave; lựa chọn hợp l&yacute;.</em></span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">C&ocirc;ng tr&igrave;nh lớn, y&ecirc;u cầu cao&rarr; <em>Nova hoặc MS.</em></span></span></li>
</ul>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Li&ecirc;n hệ <a href="https://tracdiathanhdat.vn/"><strong>Trắc Địa Th&agrave;nh Đạt </strong></a>để được tư vấn chọn m&aacute;y to&agrave;n đạc Leica ph&ugrave; hợp đ&uacute;ng c&ocirc;ng tr&igrave;nh &ndash; đ&uacute;ng ng&acirc;n s&aacute;ch &ndash; đ&uacute;ng nhu cầu thực tế tại Việt Nam!<br />
&nbsp;</span></span>',
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			'shortdes' => '<span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">Cập nhật firmware RTK qua Web UI &ndash; Hướng dẫn chi tiết &amp; lưu &yacute; kỹ thuật</span><br />
',
			'content' => '<em><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trong qu&aacute; tr&igrave;nh sử dụng m&aacute;y GNSS RTK, việc cập nhật firmware bộ thu GNSS đ&oacute;ng vai tr&ograve; đặc biệt quan trọng nhằm:</span></span></em><br />
<ul>
	<li>
		<em><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tối ưu khả năng FIX v&agrave; độ ổn định khi đo RTK</span></span></em></li>
	<li>
		<em><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Khắc phục c&aacute;c lỗi tồn tại trong firmware cũ</span></span></em></li>
	<li>
		<em><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Bổ sung hoặc cải thiện c&aacute;c t&iacute;nh năng mới như IMU, radio, AR, giao tiếp dữ liệu&hellip;</span></span></em></li>
</ul>
<br />
<em><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tuy nhi&ecirc;n, cập nhật firmware KH&Ocirc;NG phải l&agrave; cập nhật ứng dụng Android (APK), m&agrave; l&agrave; n&acirc;ng cấp hệ thống điều khiển l&otilde;i của bộ thu GNSS, t&aacute;c động trực tiếp đến khả năng định vị v&agrave; hoạt động RTK. Nếu thực hiện kh&ocirc;ng đ&uacute;ng quy tr&igrave;nh hoặc sử dụng firmware kh&ocirc;ng ph&ugrave; hợp, thiết bị c&oacute; thể ph&aacute;t sinh c&aacute;c lỗi nghi&ecirc;m trọng như mất FIX, treo hệ thống, kh&ocirc;ng khởi động hoặc kh&ocirc;ng thể kết nối RTK.<br />
<br />
Hiện nay, nhiều d&ograve;ng m&aacute;y RTK đ&atilde; hỗ trợ cập nhật firmware th&ocirc;ng qua Web UI &ndash; giao diện quản l&yacute; nội bộ cho ph&eacute;p truy cập trực tiếp bằng tr&igrave;nh duyệt web. Phần nội dung dưới đ&acirc;y tổng hợp c&aacute;ch c&aacute;c h&atilde;ng GNSS phổ biến triển khai Web UI, quy tr&igrave;nh cập nhật firmware, đồng thời hướng dẫn kết nối v&agrave; sử dụng Web UI một c&aacute;ch an to&agrave;n, đ&uacute;ng kỹ thuật.<br />
&nbsp;</span></span></em>
<h2>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">1. Web UI trong m&aacute;y RTK GNSS l&agrave; g&igrave;?</span></span></h2>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Web UI (Web-based User Interface) l&agrave; giao diện quản l&yacute; nội bộ của bộ thu RTK, cho ph&eacute;p người d&ugrave;ng:</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kết nối trực tiếp với thiết bị qua WiFi hoặc mạng LAN</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Truy cập bằng tr&igrave;nh duyệt web (Chrome, Edge, Safari&hellip;)</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Xem th&ocirc;ng tin thiết bị v&agrave; trạng th&aacute;i GNSS</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Cấu h&igrave;nh c&aacute;c tham số hệ thống</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Cập nhật firmware bộ thu GNSS</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tải dữ liệu đo, dữ liệu th&ocirc; v&agrave; nhật k&yacute; hệ thống</span></span></li>
</ul>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Web UI mang lại sự tiện lợi lớn trong m&ocirc;i trường hiện trường, tuy nhi&ecirc;n cũng tiềm ẩn rủi ro nếu người d&ugrave;ng kh&ocirc;ng hiểu r&otilde; c&aacute;ch triển khai Web UI của từng h&atilde;ng GNSS.<br />
&nbsp;</span></span>
<h2>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">2. Cập nhật Firmware RTK qua Web UI theo từng h&atilde;ng GNSS</span></span></h2>
<br />
<h3>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">2.1. eFix GNSS &ndash; Web UI trong hệ sinh th&aacute;i Android</span></span></h3>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Web UI của eFix GNSS cho ph&eacute;p:</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kiểm tra th&ocirc;ng tin thiết bị (model, serial, firmware)</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Theo d&otilde;i trạng th&aacute;i GNSS</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Thực hiện cập nhật firmware bộ thu</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">C&aacute;ch truy cập Web UI eFix</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kết nối WiFi do bộ thu eFix ph&aacute;t</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Mở tr&igrave;nh duyệt v&agrave; truy cập IP mặc định của thiết bị</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">LƯU &Yacute;: Firmware eFix phụ thuộc rất chặt v&agrave;o model v&agrave; đời mainboard. Việc c&agrave;i sai firmware c&oacute; thể khiến m&aacute;y kh&ocirc;ng boot được hoặc hoạt động kh&ocirc;ng ổn định.<br />
<em>(Nguồn tham khảo: eFix GNSS &ndash; Firmware &amp; User Guidance ch&iacute;nh h&atilde;ng).</em><br />
&nbsp;</span></span>
<h3>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">2.2. Meridian GNSS &ndash; Web UI trực quan với IP mặc định</span></span></h3>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Meridian GNSS t&iacute;ch hợp Web UI nội bộ cho ph&eacute;p:</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Xem th&ocirc;ng tin thiết bị v&agrave; trạng th&aacute;i GNSS</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Cấu h&igrave;nh c&aacute;c tham số cơ bản</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Cập nhật firmware trực tiếp qua Web UI</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">C&aacute;ch truy cập</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kết nối WiFi do bộ thu ph&aacute;t</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Mở tr&igrave;nh duyệt v&agrave; nhập:&nbsp;http://192.168.10.1</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">&gt; Khuyến nghị: Chỉ sử dụng firmware ch&iacute;nh h&atilde;ng từ nh&agrave; sản xuất hoặc đại l&yacute; ủy quyền để đảm bảo t&iacute;nh tương th&iacute;ch v&agrave; ổn định l&acirc;u d&agrave;i.<br />
&nbsp;</span></span>
<h3>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">2.3. eSurvey / SurPad &ndash; Cập nhật firmware qua Web UI</span></span></h3>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tr&ecirc;n c&aacute;c bộ thu RTK eSurvey, Web UI (kết hợp với hệ thống SurPad / E-Survey) cho ph&eacute;p:</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kiểm tra trạng th&aacute;i GNSS</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Thiết lập c&aacute;c tham số cơ bản</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Cập nhật firmware từ tab &ldquo;Management&rdquo;</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Người d&ugrave;ng truy cập Web UI bằng c&aacute;ch kết nối WiFi bộ thu v&agrave; mở tr&igrave;nh duyệt tương tự c&aacute;c h&atilde;ng kh&aacute;c.<br />
<em>(Nguồn tham khảo: Hướng dẫn sử dụng Web UI tr&ecirc;n m&aacute;y RTK eSurvey).</em><br />
&nbsp;</span></span>
<h3>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">2.4. GeoMate GNSS &ndash; Web UI c&oacute; nhưng cần thận trọng</span></span></h3>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Với GeoMate GNSS, Web UI chủ yếu d&ugrave;ng để:</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Quản l&yacute; thiết bị</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Cấu h&igrave;nh cơ bản hệ thống</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hiện c&aacute;c t&agrave;i liệu c&ocirc;ng bố chưa m&ocirc; tả chi tiết quy tr&igrave;nh cập nhật firmware trực tiếp qua Web UI.<br />
<br />
&gt; Khuyến nghị khi cập nhật firmware GeoMate:</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Chỉ tải firmware từ nguồn ch&iacute;nh h&atilde;ng</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kiểm tra ch&iacute;nh x&aacute;c model + phi&ecirc;n bản firmware hiện tại trước khi c&agrave;i đặt</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">&nbsp;</span></span>
<h3>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">2.5. Trimble &ndash; Web UI c&oacute; kiểm so&aacute;t chặt từ h&atilde;ng</span></span></h3>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trimble hỗ trợ cập nhật firmware GNSS qua Web UI ch&iacute;nh thức, với quy tr&igrave;nh r&otilde; r&agrave;ng:</span></span><br />
<ol>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Truy cập Web UI của bộ thu</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Chọn Firmware &rarr; Install New Firmware</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Chọn file firmware tải từ trang hỗ trợ Trimble</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">C&agrave;i đặt v&agrave; khởi động lại thiết bị</span></span></li>
</ol>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trimble kiểm so&aacute;t firmware theo model v&agrave; serial, gi&uacute;p giảm nguy cơ c&agrave;i sai.<br />
<em>(Nguồn tham khảo: Trimble Receiver Help Portal).</em><br />
&nbsp;</span></span>
<h3>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">2.6. Leica Geosystems &ndash; Hạn chế Web UI, ưu ti&ecirc;n quy tr&igrave;nh chuẩn</span></span></h3>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kh&aacute;c với nhiều h&atilde;ng kh&aacute;c, Leica Geosystems kh&ocirc;ng khuyến kh&iacute;ch cập nhật firmware trực tiếp qua Web UI. Thay v&agrave;o đ&oacute;:</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Firmware đi k&egrave;m Captivate Release Notes</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Cập nhật theo quy tr&igrave;nh ch&iacute;nh h&atilde;ng (qua thẻ SD hoặc bộ điều khiển)</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><em>Nguồn tham khảo: Leica Captivate Manual &amp; Release Notes.</em><br />
&nbsp;</span></span>
<h2>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">3. Kết nối m&aacute;y t&iacute;nh, điện thoại, m&aacute;y t&iacute;nh bảng với m&aacute;y RTK qua Web UI</span></span></h2>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hầu hết c&aacute;c bộ thu GNSS RTK hiện đại đều hoạt động như một điểm ph&aacute;t WiFi nội bộ (WiFi Hotspot). Người d&ugrave;ng c&oacute; thể kết nối bằng PC, điện thoại hoặc m&aacute;y t&iacute;nh bảng để truy cập Web UI m&agrave; kh&ocirc;ng cần c&agrave;i th&ecirc;m phần mềm.<br />
<br />
C&aacute;c bước truy cập Web UI (v&iacute; dụ tr&ecirc;n PC)</span></span><br />
<br />
<ol>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kết nối WiFi do bộ thu RTK ph&aacute;t:&nbsp;T&ecirc;n WiFi thường l&agrave; Serial Number (SN)</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Mở tr&igrave;nh duyệt web</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Nhập địa chỉ:&nbsp;http://192.168.10.1</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đăng nhập Web UI:&nbsp;Mật khẩu mặc định: password (c&oacute; thể thay đổi).</span></span></li>
</ol>
<h2>
	<br />
	<span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">4. C&aacute;c chức năng ch&iacute;nh trong Web UI của m&aacute;y RTK </span></h2>
<p>
	<em><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">(Dựa tr&ecirc;n&nbsp;</span><span style="font-size: 12px;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">giao diện Web UI d&ograve;ng m&aacute;y RTK của h&atilde;ng eSurvey v&agrave; c&aacute;c d&ograve;ng m&aacute;y tương tự</span></span>)</span></em></p>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">4.1 Tab Position &ndash; Định vị &amp; trạng th&aacute;i GNSS</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Chế độ l&agrave;m việc: Base / Rover / Static</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tọa độ (kinh, vĩ, cao độ)</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trạng th&aacute;i nghiệm: Fix / Float / Single</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Số vệ tinh theo d&otilde;i</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">PDOP, HDOP, TDOP, HRMS, VRMS</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Giờ địa phương &amp; m&uacute;i giờ</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Bắt đầu / dừng ghi dữ liệu đo tĩnh</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/tab-position1.jpg" style="width: 600px; height: 405px;" /></span></span><br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">4.2 Tab Data Link &ndash; Li&ecirc;n kết dữ liệu</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Bluetooth</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Radio</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Network / SIM</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/tab-position-1.jpg" style="width: 600px; height: 405px;" /><br />
4.3 Tab Satellites &ndash; Vệ tinh</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Quan s&aacute;t số vệ tinh</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Ph&acirc;n bố vệ tinh theo hệ</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Thiết lập g&oacute;c ngưỡng vệ tinh</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/tab-ve-tinh 3.jpg" style="width: 600px; height: 407px;" /><br />
4.4 Tab Information &ndash; Th&ocirc;ng tin thiết bị</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">GNSS receiver, anten</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Mainboard</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">UHF, Network module</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/tab-thong-tin 4.jpg" style="width: 600px; height: 404px;" /><br />
4.5 Tab Working Mode &ndash; Chế độ l&agrave;m việc</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Chọn Base / Rover / Static</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Phương thức kết nối tương ứng</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/tab-thiet-lap-che-do-lam-viec 5.jpg" style="width: 600px; height: 407px;" /><br />
4.6 Tab Satellite Settings &ndash; Thiết lập thu vệ tinh</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">GPS, GLONASS, BeiDou, Galileo, SBAS, QZSS</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">RTK timeout</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Chế độ FIX ch&iacute;nh x&aacute;c cao</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/tab-satellite-setting 6.jpg" style="width: 600px; height: 403px;" /><br />
4.7 Tab Device Configuration &ndash; Cấu h&igrave;nh thiết bị</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Time zone</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">IMU output</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Baud rate cổng serial</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">&Acirc;m thanh, cảnh b&aacute;o Base</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Bộ nhớ, debug</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tự động bật/tắt nguồn</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Chia sẻ Internet qua WiFi hotspot</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/tab-device-configuration 7.jpg" style="width: 600px; height: 403px;" /><br />
4.8 Tab NMEA Message &ndash; Dữ liệu NMEA</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Cấu h&igrave;nh NMEA qua Bluetooth / cổng 5-pin</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">GNSS PPP output</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Ghi NMEA</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/tab-nmea-message8.jpg" style="width: 600px; height: 403px;" /><br />
4.9 Tab View Log &ndash; Nhật k&yacute;</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Xem &amp; tải log ứng dụng, log hệ điều h&agrave;nh</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/tab-view-log 9.jpg" style="width: 600px; height: 403px;" /><br />
4.10 Tab Raw Data &ndash; Dữ liệu th&ocirc;</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tải raw GNSS</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Chuyển đổi RINEX</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tải nhiều file</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/tab-raw-data 10.jpg" style="width: 600px; height: 403px;" /><br />
4.11 Tab Backup Data &ndash; Sao lưu</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tải hoặc x&oacute;a dữ liệu điểm</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/tab-backup-data 11.jpg" style="width: 600px; height: 403px;" /><br />
4.12 Tab Management &ndash; Quản l&yacute; thiết bị</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">C&agrave;i đặt firmware mới</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đăng k&yacute; thiết bị / GNSS</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Thiết lập bảo mật</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Định dạng bộ nhớ</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tự kiểm tra</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kh&ocirc;i phục c&agrave;i đặt gốc</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Khởi động lại bộ thu</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">&nbsp;<img alt="" src="/admin/webroot/upload/image/images/tab-management 12.jpg" style="width: 600px; height: 403px;" /><br />
<br />
&gt;&gt;&gt; Việc cập nhật firmware th&ocirc;ng qua Web UI t&aacute;c động trực tiếp đến hệ thống l&otilde;i của bộ thu GNSS. Người d&ugrave;ng chỉ n&ecirc;n thực hiện khi đ&atilde; x&aacute;c định đ&uacute;ng model, đ&uacute;ng firmware v&agrave; đ&uacute;ng quy tr&igrave;nh của nh&agrave; sản xuất.<br />
Cập nhật firmware đ&uacute;ng c&aacute;ch &ndash; đ&uacute;ng nguồn &ndash; đ&uacute;ng thời điểm sẽ gi&uacute;p hệ thống RTK hoạt động ổn định, tối ưu khả năng FIX v&agrave; hạn chế tối đa rủi ro ngo&agrave;i thực tế.<br />
&nbsp;</span></span><br />
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			'title_seo' => 'tin tức trắc địa, cập nhật xu hướng đo đạc mới, công nghệ đo đạc, thiết bị đo đạc hiện đại, mẹo kỹ thuật trắc địa, sai số đo đạc, hệ tọa độ VN-2000, GNSS, RTK, GPS trắc địa, phần mềm trắc địa, phần mềm GIS, SurPad, LandStar, Magnet Field, Leica Captivate, Trimble Access',
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	(int) 7 => array(
		'Post' => array(
			'id' => '795',
			'name' => 'MÚI CHIẾU 3° VÀ 6° TRONG HỆ TỌA ĐỘ VN-2000',
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			'shortdes' => '<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">M&uacute;i chiếu 3&deg; v&agrave; 6&deg; trong hệ tọa độ VN-2000&nbsp;<br />
<em>(G&oacute;c nh&igrave;n theo Th&ocirc;ng tư 973/2001/TT-TCĐC)</em></span></span>',
			'content' => '<em><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trong lĩnh vực trắc địa, GIS v&agrave; x&acirc;y dựng, việc lựa chọn v&agrave; sử dụng m&uacute;i chiếu bản đồ c&oacute; ảnh hưởng trực tiếp đến độ ch&iacute;nh x&aacute;c h&igrave;nh học, sai số biến dạng v&agrave; t&iacute;nh ph&aacute;p l&yacute; của dữ liệu kh&ocirc;ng gian.&nbsp;Trong thực tế, c&aacute;c kh&aacute;i niệm m&uacute;i chiếu 3&deg;, m&uacute;i chiếu 6&deg;, UTM v&agrave; VN-2000 đ&ocirc;i khi bị sử dụng chưa thống nhất, dẫn đến nhầm lẫn trong &aacute;p dụng v&agrave; trao đổi kỹ thuật.<br />
<br />
B&agrave;i viết n&agrave;y tr&igrave;nh b&agrave;y v&agrave; l&agrave;m r&otilde; vấn đề m&uacute;i chiếu 3&deg; v&agrave; 6&deg; trong hệ tọa độ quốc gia VN-2000, dựa tr&ecirc;n Th&ocirc;ng tư 973/2001/TT-TCĐC v&agrave; bản chất của ph&eacute;p chiếu Transverse Mercator, nhằm gi&uacute;p người sử dụng hiểu đ&uacute;ng v&agrave; &aacute;p dụng ph&ugrave; hợp trong từng b&agrave;i to&aacute;n cụ thể.<br />
&nbsp;</span></span></em>
<h2>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">1. M&uacute;i chiếu bản đồ l&agrave; g&igrave;?</span></span></h2>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">M&uacute;i chiếu bản đồ l&agrave; phần bề mặt Tr&aacute;i Đất được giới hạn bởi hai đường kinh tuyến, được biểu diễn l&ecirc;n mặt phẳng th&ocirc;ng qua một ph&eacute;p chiếu bản đồ x&aacute;c định.<br />
<br />
Việc chia bề mặt Tr&aacute;i Đất th&agrave;nh c&aacute;c m&uacute;i chiếu gi&uacute;p:</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Giảm sai số biến dạng khi chiếu từ mặt cong sang mặt phẳng,</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Thuận tiện cho đo đạc, t&iacute;nh to&aacute;n v&agrave; th&agrave;nh lập bản đồ,</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Ph&ugrave; hợp với từng quy m&ocirc; v&agrave; mục đ&iacute;ch sử dụng kh&aacute;c nhau.</span></span></li>
</ul>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trong thực tế trắc địa v&agrave; bản đồ học, ph&eacute;p chiếu h&igrave;nh trụ ngang đồng g&oacute;c (Transverse Mercator) l&agrave; một trong những ph&eacute;p chiếu được sử dụng phổ biến nhất, đặc biệt đối với c&aacute;c m&uacute;i chiếu 3&deg; v&agrave; 6&deg;.<br />
&nbsp;</span></span>
<h2>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">2. Quy định về m&uacute;i chiếu trong hệ tọa độ VN-2000</span></span></h2>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Theo Th&ocirc;ng tư 973/2001/TT-TCĐC của Tổng cục Địa ch&iacute;nh, khi &aacute;p dụng Hệ quy chiếu v&agrave; Hệ tọa độ quốc gia VN-2000:&nbsp;<em>&ldquo;Hệ tọa độ quốc gia VN-2000 được x&acirc;y dựng tr&ecirc;n ph&eacute;p chiếu h&igrave;nh trụ ngang đồng g&oacute;c (Transverse Mercator) v&agrave; cho ph&eacute;p &aacute;p dụng c&aacute;c m&uacute;i chiếu 3&deg; hoặc 6&deg; t&ugrave;y theo mục đ&iacute;ch v&agrave; quy m&ocirc; bản đồ.&rdquo;</em><br />
<br />
Từ quy định n&agrave;y c&oacute; thể khẳng định:</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hệ tọa độ VN-2000 cho ph&eacute;p sử dụng cả m&uacute;i chiếu 3&deg; v&agrave; m&uacute;i chiếu 6&deg;,</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Việc lựa chọn m&uacute;i chiếu kh&ocirc;ng mang t&iacute;nh t&ugrave;y tiện, m&agrave; phải ph&ugrave; hợp với mục đ&iacute;ch sử dụng v&agrave; quy m&ocirc; bản đồ.</span></span></li>
</ul>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trong thực tế trắc địa v&agrave; bản đồ học, ph&eacute;p chiếu h&igrave;nh trụ ngang đồng g&oacute;c (Transverse Mercator) l&agrave; một trong những ph&eacute;p chiếu được sử dụng phổ biến nhất, đặc biệt đối với c&aacute;c m&uacute;i chiếu 3&deg; v&agrave; 6&deg;.</span></span>
<h2>
	<br />
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">3. M&uacute;i chiếu 6&deg; (UTM) &ndash; Phạm vi khu vực v&agrave; li&ecirc;n tỉnh</span></span></h2>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">M&uacute;i chiếu 6&deg; c&oacute; bề rộng 6 độ kinh độ, thường được biết đến rộng r&atilde;i th&ocirc;ng qua hệ thống UTM (Universal Transverse Mercator).<br />
<br />
3.1 Đặc điểm ch&iacute;nh</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Phủ diện t&iacute;ch rộng,</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Thuận lợi cho c&aacute;c b&agrave;i to&aacute;n bản đồ v&agrave; GIS quy m&ocirc; lớn,</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Sai số biến dạng tăng dần khi khoảng c&aacute;ch tới kinh tuyến trục tăng.</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">3.2 Phạm vi ứng dụng<br />
<br />
M&uacute;i chiếu 6&deg; ph&ugrave; hợp cho:</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Bản đồ quốc gia, v&ugrave;ng, li&ecirc;n tỉnh,</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">C&aacute;c hệ thống GIS tổng hợp,</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Quy hoạch kh&ocirc;ng gian, hạ tầng quy m&ocirc; lớn.</span></span></li>
</ul>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Lưu &yacute;: UTM kh&ocirc;ng phải l&agrave; một hệ tọa độ ri&ecirc;ng, m&agrave; l&agrave; c&aacute;ch tổ chức m&uacute;i chiếu 6&deg; của ph&eacute;p chiếu Transverse Mercator, thường được sử dụng c&ugrave;ng hệ quy chiếu WGS84 trong th&ocirc;ng lệ quốc tế.<br />
&nbsp;</span></span>
<p style="text-align: center;">
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/Utm-zones(1).jpg" style="width: 800px; height: 400px;" /></span></span></p>
<h2>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">4. M&uacute;i chiếu 3&deg; &ndash; Ti&ecirc;u chuẩn cho đo đạc ch&iacute;nh x&aacute;c</span></span></h2>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">M&uacute;i chiếu 3&deg; c&oacute; bề rộng hẹp hơn, gi&uacute;p giảm đ&aacute;ng kể sai số biến dạng so với m&uacute;i 6&deg;.<br />
<br />
4.1 Đặc điểm ch&iacute;nh</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Độ ch&iacute;nh x&aacute;c h&igrave;nh học cao,</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Biến dạng chiều d&agrave;i v&agrave; diện t&iacute;ch nhỏ,</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Ph&ugrave; hợp cho c&aacute;c b&agrave;i to&aacute;n y&ecirc;u cầu độ ch&iacute;nh x&aacute;c cao.</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">4.2 Phạm vi ứng dụng<br />
<br />
Trong hệ tọa độ VN-2000, m&uacute;i chiếu 3&deg; thường được sử dụng cho:</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đo vẽ địa ch&iacute;nh,</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Bản đồ tỷ lệ lớn,</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Bố tr&iacute; v&agrave; thi c&ocirc;ng c&ocirc;ng tr&igrave;nh,</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hồ sơ ph&aacute;p l&yacute; đất đai.</span></span></li>
</ul>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Khi sử dụng VN-2000, bắt buộc phải x&aacute;c định r&otilde; m&uacute;i chiếu v&agrave; kinh tuyến trục, v&igrave; đ&acirc;y l&agrave; tham số ph&aacute;p l&yacute; của hệ tọa độ, kh&ocirc;ng được mặc định như trong hệ UTM.<br />
&nbsp;</span></span><br />
<br />
<h2>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">5. Nhận định thực tế tại Việt Nam</span></span></h2>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trong thực tế đo đạc tại Việt Nam:</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">VN-2000 m&uacute;i chiếu 3&deg; l&agrave; lựa chọn chủ đạo cho c&ocirc;ng t&aacute;c địa ch&iacute;nh v&agrave; x&acirc;y dựng,</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">M&uacute;i chiếu 6&deg; (UTM) chủ yếu ph&ugrave; hợp cho bản đồ khu vực &ndash; v&ugrave;ng v&agrave; c&aacute;c b&agrave;i to&aacute;n GIS tổng hợp.</span></span></li>
</ul>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Việc sử dụng đ&uacute;ng m&uacute;i chiếu gi&uacute;p đảm bảo:</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Độ ch&iacute;nh x&aacute;c kỹ thuật,</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">T&iacute;nh thống nhất dữ liệu,</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Sự ph&ugrave; hợp với quy định ph&aacute;p l&yacute; hiện h&agrave;nh.</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">&nbsp;<br />
<strong>&gt;&gt;&gt; T&oacute;m lại:&nbsp;</strong></span></span><br />
<br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hệ tọa độ quốc gia VN-2000 cho ph&eacute;p sử dụng cả m&uacute;i chiếu 3&deg; v&agrave; 6&deg; theo Th&ocirc;ng tư 973/2001/TT-TCĐC.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">M&uacute;i chiếu 6&deg; (UTM) ph&ugrave; hợp cho bản đồ khu vực v&agrave; li&ecirc;n tỉnh.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">M&uacute;i chiếu 3&deg; được ưu ti&ecirc;n cho đo đạc ch&iacute;nh x&aacute;c, địa ch&iacute;nh v&agrave; c&ocirc;ng tr&igrave;nh.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">UTM l&agrave; c&aacute;ch tổ chức m&uacute;i chiếu, trong khi VN-2000 l&agrave; hệ tọa độ quốc gia &ndash; hai kh&aacute;i niệm n&agrave;y kh&ocirc;ng n&ecirc;n sử dụng thay thế cho nhau.</span></span></li>
</ul>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hiểu đ&uacute;ng v&agrave; sử dụng đ&uacute;ng m&uacute;i chiếu l&agrave; điều kiện quan trọng để đảm bảo độ ch&iacute;nh x&aacute;c kỹ thuật v&agrave; t&iacute;nh ph&aacute;p l&yacute; của mọi sản phẩm đo đạc v&agrave; bản đồ.<br />
&nbsp;<br />
<em>&gt;&gt;&gt; T&agrave;i liệu tham khảo:</em></span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><em>Th&ocirc;ng tư 973/2001/TT-TCĐC &ndash; Hướng dẫn &aacute;p dụng Hệ quy chiếu v&agrave; Hệ tọa độ quốc gia VN-2000</em></span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><em>T&agrave;i liệu chuy&ecirc;n ng&agrave;nh về ph&eacute;p chiếu Transverse Mercator / UTM</em></span></span></li>
</ul>
<p style="text-align: center;">
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><em><img alt="" src="/admin/webroot/upload/image/images/Kinh tuyến trục.jpg" style="width: 747px; height: 420px;" /></em></span></span></p>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">&nbsp;</span></span>',
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			'id' => '793',
			'name' => 'Tìm hiểu các phương pháp hiệu chỉnh GNSS ',
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			'shortdes' => '<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hiệu chỉnh GNSS l&agrave; yếu tố then chốt để đạt được định vị độ ch&iacute;nh x&aacute;c cao. T&iacute;n hiệu GNSS th&ocirc; (kh&ocirc;ng hiệu chỉnh) thường chỉ đạt độ ch&iacute;nh x&aacute;c khoảng 5&ndash;10 m&eacute;t, kh&ocirc;ng đ&aacute;p ứng y&ecirc;u cầu của c&aacute;c lĩnh vực như n&ocirc;ng nghiệp ch&iacute;nh x&aacute;c, trắc địa, robot tự h&agrave;nh, xe tự l&aacute;i,&hellip;&nbsp;Bằng c&aacute;ch t&iacute;nh to&aacute;n v&agrave; &aacute;p dụng c&aacute;c hiệu chỉnh sai số l&ecirc;n t&iacute;n hiệu GNSS, độ ch&iacute;nh x&aacute;c c&oacute; thể được cải thiện gấp 100 lần, đạt mức centimet.</span></span>',
			'content' => '<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><em>Hiệu chỉnh GNSS l&agrave; yếu tố then chốt để đạt được định vị độ ch&iacute;nh x&aacute;c cao. T&iacute;n hiệu GNSS th&ocirc; (kh&ocirc;ng hiệu chỉnh) thường chỉ đạt độ ch&iacute;nh x&aacute;c khoảng 5&ndash;10 m&eacute;t, kh&ocirc;ng đ&aacute;p ứng y&ecirc;u cầu của c&aacute;c lĩnh vực như n&ocirc;ng nghiệp ch&iacute;nh x&aacute;c, trắc địa, robot tự h&agrave;nh, xe tự l&aacute;i,&hellip;&nbsp;Bằng c&aacute;ch t&iacute;nh to&aacute;n v&agrave; &aacute;p dụng c&aacute;c hiệu chỉnh sai số l&ecirc;n t&iacute;n hiệu GNSS, độ ch&iacute;nh x&aacute;c c&oacute; thể được cải thiện gấp 100 lần, đạt mức centimet.</em><br />
<br />
B&agrave;i viết n&agrave;y tr&igrave;nh b&agrave;y c&aacute;c phương ph&aacute;p hiệu chỉnh GNSS ch&iacute;nh:</span></span><br />
<ul>
	<li>
		<strong><em><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">DGNSS (GNSS vi sai)</span></span></em></strong></li>
	<li>
		<strong><em><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">SBAS (Hệ thống tăng cường vệ tinh)</span></span></em></strong></li>
	<li>
		<strong><em><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">RTK (Động học thời gian thực)</span></span></em></strong></li>
	<li>
		<strong><em><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">PPP (Định vị điểm ch&iacute;nh x&aacute;c)</span></span></em></strong></li>
	<li>
		<strong><em><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">PPP-RTK</span></span></em></strong></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đồng thời ph&acirc;n t&iacute;ch đặc điểm, ưu nhược điểm v&agrave; phạm vi ứng dụng của từng phương ph&aacute;p, cũng như c&aacute;ch lựa chọn phương &aacute;n ph&ugrave; hợp.<br />
&nbsp;</span></span>
<p>
	<strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">GNSS định vị ti&ecirc;u chuẩn hoạt động như thế n&agrave;o?</span></span></strong><br />
	&nbsp;</p>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">T&iacute;n hiệu GNSS th&ocirc; từ mỗi vệ tinh mang một m&atilde; giả ngẫu nhi&ecirc;n (PRN), cung cấp ba th&ocirc;ng tin ch&iacute;nh:</span></span><br />
<ul>
	<li>
		<strong><em><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Ai: định danh vệ tinh.</span></span></em></strong></li>
	<li>
		<strong><em><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Ở đ&acirc;u: vị tr&iacute; quỹ đạo.</span></span></em></strong></li>
	<li>
		<strong><em><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Khi n&agrave;o: thời điểm ph&aacute;t t&iacute;n hiệu.</span></span></em></strong></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">M&aacute;y thu GNSS so s&aacute;nh m&atilde; PRN nhận được với m&atilde; PRN nội sinh của n&oacute; để x&aacute;c định thời gian truyền t&iacute;n hiệu, từ đ&oacute; t&iacute;nh ra khoảng c&aacute;ch giả (pseudorange). Khi c&oacute; khoảng c&aacute;ch đến &iacute;t nhất 4 vệ tinh, m&aacute;y thu c&oacute; thể x&aacute;c định vị tr&iacute; 3D của m&igrave;nh.<br />
<br />
T&iacute;n hiệu GNSS bị ảnh hưởng bởi nhiều nguồn sai số:</span></span><br />
<ul>
	<li>
		<em><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tầng điện ly &amp; đối lưu l&agrave;m chậm v&agrave; bẻ cong t&iacute;n hiệu.</span></span></em></li>
	<li>
		<em><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Sai số đồng hồ &amp; quỹ đạo vệ tinh.</span></span></em></li>
	<li>
		<em><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đa đường (multipath) do phản xạ từ nh&agrave; cửa, c&acirc;y cối.</span></span></em></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tổng sai số dẫn đến độ ch&iacute;nh x&aacute;c chỉ khoảng 5&ndash;10 m. Từ đ&acirc;y, c&aacute;c phương ph&aacute;p hiệu chỉnh GNSS ra đời để giảm v&agrave; loại bỏ c&aacute;c sai số n&agrave;y.<br />
&nbsp;</span></span>
<h2>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">1. Differential GNSS (DGNSS &ndash; GNSS vi sai)</span></span></h2>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Nguy&ecirc;n l&yacute;:</strong><br />
Định vị tương đối bằng c&aacute;ch so s&aacute;nh số liệu giữa m&aacute;y rover v&agrave; trạm tham chiếu c&oacute; tọa độ đ&atilde; biết ch&iacute;nh x&aacute;c.<br />
<br />
<strong>C&aacute;ch hoạt động:</strong></span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trạm base t&iacute;nh sai số pseudorange cho từng vệ tinh</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Ph&aacute;t c&aacute;c hiệu chỉnh n&agrave;y cho rover</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Rover &aacute;p dụng hiệu chỉnh để loại bỏ sai số chung</span></span></li>
</ul>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Độ ch&iacute;nh x&aacute;c</strong>: Dưới 1 m&eacute;t<br />
<br />
<strong>Ưu điểm</strong></span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Dễ triển khai</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Ti&ecirc;u thụ điện thấp</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Thời gian hội tụ nhanh</span></span></li>
</ul>
<br />
<strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Nhược điểm</span></span></strong><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Độ ch&iacute;nh x&aacute;c thấp hơn RTK/PPP</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Phụ thuộc khoảng c&aacute;ch đến trạm base</span></span></li>
</ul>
<br />
<strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Ứng dụng:&nbsp;</span></span></strong><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">H&agrave;ng hải, n</span><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">&ocirc;ng nghiệp mức cơ bản, t</span><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">hiết bị GNSS pin nhỏ.</span>
<p style="text-align: center;">
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">&nbsp;<img alt="" src="/admin/webroot/upload/image/images/GNSSCorrections-Types-SBAS-2-1024x683.jpg" style="width: 800px; height: 534px;" /></span></span></p>
<h2>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">2. SBAS &ndash; Hệ thống tăng cường vệ tinh</span></span></h2>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Nguy&ecirc;n l&yacute;</strong>:&nbsp;Tương tự DGNSS nhưng hiệu chỉnh được t</span></span><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">&iacute;nh to&aacute;n tập trung v&agrave; p</span><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">h&aacute;t qua vệ tinh địa tĩnh.</span><br />
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">V&iacute; dụ SBAS:</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">WAAS (Mỹ)</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">EGNOS (Ch&acirc;u &Acirc;u)</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">MSAS (Nhật Bản)</span></span></li>
</ul>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Độ ch&iacute;nh x&aacute;c</strong>: ~1&ndash;3 m<br />
<br />
<strong>Ưu điểm</strong></span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Miễn ph&iacute;</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Phủ rộng khu vực lớn</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kh&ocirc;ng cần base cục bộ</span></span></li>
</ul>
<br />
<strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Nhược điểm</span></span></strong><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Độ ch&iacute;nh x&aacute;c hạn chế</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kh&oacute; thu vệ tinh địa tĩnh ở đ&ocirc; thị / vĩ độ cao</span></span></li>
</ul>
<br />
<strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Ứng dụng:&nbsp;</span></span></strong><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">H&agrave;ng kh&ocirc;ng,&nbsp;</span><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">H&agrave;ng hải,&nbsp;</span><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">N&ocirc;ng nghiệp quy m&ocirc; lớn.</span>
<h2>
	<br />
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">3. RTK &ndash; Real-Time Kinematic</span></span></h2>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Nguy&ecirc;n l&yacute;:&nbsp;</strong>Sử dụng đo pha s&oacute;ng mang (carrier-phase) kết hợp hiệu chỉnh thời gian thực từ trạm base.<br />
<br />
<strong>Đặc điểm kỹ thuật:</strong></span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Bước s&oacute;ng L1 GPS &asymp; 19 cm</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Giải ẩn số nguy&ecirc;n (integer ambiguity)</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Sử dụng double differencing + thuật to&aacute;n LAMBDA</span></span></li>
</ul>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Độ ch&iacute;nh x&aacute;c</strong>: &nbsp;1&ndash;2 cm<br />
<br />
<strong>Thời gian fix</strong>: v&agrave;i gi&acirc;y<br />
<br />
<strong>Ưu điểm:&nbsp;</strong></span></span><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">Độ ch&iacute;nh x&aacute;c cao nhất, h</span><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">ội tụ cực nhanh</span><br />
<br />
<strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Nhược điểm</span></span></strong><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Phạm vi giới hạn (&asymp; 20&ndash;30 km)</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Cần kết nối ổn định (radio / NTRIP)</span></span></li>
</ul>
<br />
<strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Ứng dụng</span></span></strong><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trắc địa</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Thi c&ocirc;ng &ndash; stakeout</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Robot, UAV</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">N&ocirc;ng nghiệp ch&iacute;nh x&aacute;c</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">&nbsp;</span></span>
<h2>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">4. PPP &ndash; Precise Point Positioning</span></span></h2>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Nguy&ecirc;n l&yacute;</strong>: Định vị tuyệt đối bằng c&aacute;ch &aacute;p dụng:</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Quỹ đạo vệ tinh ch&iacute;nh x&aacute;c</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đồng hồ vệ tinh ch&iacute;nh x&aacute;c</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">M&ocirc; h&igrave;nh kh&iacute; quyển to&agrave;n cầu</span></span></li>
</ul>
<br />
<strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đặc điểm:</span></span></strong><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kh&ocirc;ng cần trạm base cục bộ</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hội tụ bằng c&aacute;ch tự giải ẩn số pha</span></span></li>
</ul>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Độ ch&iacute;nh x&aacute;c</strong>: cm (tĩnh)<br />
<br />
<strong>Thời gian hội tụ</strong>: 10&ndash;30 ph&uacute;t<br />
<br />
<strong>Ưu điểm</strong></span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Phủ to&agrave;n cầu</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Ph&ugrave; hợp v&ugrave;ng xa, biển khơi</span></span></li>
</ul>
<br />
<strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Nhược điểm</span></span></strong><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hội tụ chậm</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kh&ocirc;ng ph&ugrave; hợp ứng dụng cần real-time</span></span></li>
</ul>
<br />
<strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Ứng dụng</span></span></strong><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">H&agrave;ng hải &ndash; ngo&agrave;i khơi</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Khoa học &ndash; địa vật l&yacute;</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đo đạc khu vực hẻo l&aacute;nh</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">&nbsp;</span></span>
<h2>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">5. PPP-RTK &ndash; Phương ph&aacute;p lai hiện đại</span></span></h2>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Nguy&ecirc;n l&yacute;</strong>: L&agrave; sự kết hợp giữa:</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hiệu chỉnh vệ tinh ch&iacute;nh x&aacute;c của PPP</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hiệu chỉnh kh&iacute; quyển &amp; pha kiểu RTK</span></span></li>
</ul>
<br />
<strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">C&ocirc;ng nghệ cốt l&otilde;i:</span></span></strong><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">SSR (State Space Representation)</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Wide-lane ambiguity resolution (bước s&oacute;ng d&agrave;i &rarr; fix nhanh)</span></span></li>
</ul>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Độ ch&iacute;nh x&aacute;c</strong>: 3&ndash;7 cm<br />
<br />
<strong>Thời gian hội tụ</strong>: 10&ndash;30 gi&acirc;y<br />
<br />
<strong>Ưu điểm</strong></span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Nhanh hơn PPP</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Phủ rộng hơn RTK</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Mở rộng cho số lượng người d&ugrave;ng lớn</span></span></li>
</ul>
<br />
<strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Nhược điểm</span></span></strong><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Cần m&aacute;y GNSS đa tần hiện đại</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Độ ch&iacute;nh x&aacute;c thấp hơn RTK cự ly ngắn</span></span></li>
</ul>
<br />
<strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Ứng dụng</span></span></strong><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Xe tự l&aacute;i &ndash; ADAS</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">UAV</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Quản l&yacute; đội xe</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">N&ocirc;ng nghiệp th&ocirc;ng minh</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">&nbsp;<br />
<strong>BẢNG SO S&Aacute;NH&nbsp;</strong></span></span><br />
<br />
<table border="0" cellpadding="0" style="width: 100%">
	<thead>
		<tr>
			<th>
				<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Phương ph&aacute;p</span></span></th>
			<th>
				<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Độ ch&iacute;nh x&aacute;c</span></span></th>
			<th>
				<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Thời gian fix</span></span></th>
			<th>
				<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Phạm vi</span></span></th>
		</tr>
	</thead>
	<tbody>
		<tr>
			<td>
				<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">GNSS thường</span></span></td>
			<td>
				<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">5&ndash;10 m</span></span></td>
			<td>
				<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">V&agrave;i gi&acirc;y</span></span></td>
			<td>
				<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">To&agrave;n cầu</span></span></td>
		</tr>
		<tr>
			<td>
				<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">SBAS</span></span></td>
			<td>
				<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">1&ndash;3 m</span></span></td>
			<td>
				<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">~30 s</span></span></td>
			<td>
				<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Lục địa</span></span></td>
		</tr>
		<tr>
			<td>
				<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">DGNSS</span></span></td>
			<td>
				<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">&lt;1 m</span></span></td>
			<td>
				<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">5&ndash;20 s</span></span></td>
			<td>
				<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Cục bộ</span></span></td>
		</tr>
		<tr>
			<td>
				<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">PPP</span></span></td>
			<td>
				<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">~10 cm</span></span></td>
			<td>
				<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">10&ndash;30 ph&uacute;t</span></span></td>
			<td>
				<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">To&agrave;n cầu</span></span></td>
		</tr>
		<tr>
			<td>
				<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">PPP-RTK</span></span></td>
			<td>
				<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">3&ndash;7 cm</span></span></td>
			<td>
				<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">10&ndash;30 s</span></span></td>
			<td>
				<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Khu vực</span></span></td>
		</tr>
		<tr>
			<td>
				<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">RTK</span></span></td>
			<td>
				<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">1&ndash;2 cm</span></span></td>
			<td>
				<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">~5 s</span></span></td>
			<td>
				<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">&le;30 km</span></span></td>
		</tr>
	</tbody>
</table>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">&nbsp;<br />
&gt;&gt;&gt;&nbsp; Kh&ocirc;ng c&oacute; phương ph&aacute;p hiệu chỉnh GNSS n&agrave;o &ldquo;tốt nhất cho mọi trường hợp&rdquo;.&nbsp;Chỉ c&oacute; phương ph&aacute;p ph&ugrave; hợp nhất với y&ecirc;u cầu c&ocirc;ng việc:</span></span><br />
<br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Cần nhanh &ndash; ch&iacute;nh x&aacute;c tuyệt đối &rarr; RTK</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Cần phủ rộng &ndash; kh&ocirc;ng cần base &rarr; PPP / PPP-RTK</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Cần ổn định &ndash; tiết kiệm năng lượng &rarr; DGNSS / SBAS</span></span></li>
</ul>
<p style="text-align: center;">
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">&nbsp;<img alt="" src="/admin/webroot/upload/image/images/Grey Minimalist Architecture Search Bar Facebook Cover (1).png" style="width: 800px; height: 451px;" /></span></span></p>
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			'videoyou' => null,
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			'twodaypro' => null,
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			'photo' => null,
			'lft' => '501',
			'rght' => '502',
			'vat' => null,
			'hangsx' => null,
			'baohanh' => null,
			'tinhtrang' => '1',
			'tailieu' => null,
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		),
		'Catproduct' => array(
			'id' => '40',
			'name' => 'Blogs',
			'parent_id' => null,
			'alias' => 'blogs',
			'images' => '',
			'lft' => '103',
			'rght' => '104',
			'pos' => '5',
			'status' => '1',
			'title_seo' => 'tin tức trắc địa, cập nhật xu hướng đo đạc mới, công nghệ đo đạc, thiết bị đo đạc hiện đại, mẹo kỹ thuật trắc địa, sai số đo đạc, hệ tọa độ VN-2000, GNSS, RTK, GPS trắc địa, phần mềm trắc địa, phần mềm GIS, SurPad, LandStar, Magnet Field, Leica Captivate, Trimble Access',
			'meta_key' => 'tin tức trắc địa, cập nhật xu hướng đo đạc mới, công nghệ đo đạc, thiết bị đo đạc hiện đại, mẹo kỹ thuật trắc địa, sai số đo đạc, hệ tọa độ VN-2000, GNSS, RTK, GPS trắc địa, phần mềm trắc địa, phần mềm GIS, SurPad, LandStar, Magnet Field, Leica Captivate, Trimble Access',
			'meta_des' => 'phần mềm máy đo đạc, phần mềm GIS, phần mềm trút dữ liệu',
			'created' => '2015-12-16',
			'modified' => '2025-10-29',
			'slug' => 'blogs',
			'cate' => '4',
			'link' => 'tin-tuc',
			'name_eng' => '',
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		)
	),
	(int) 9 => array(
		'Post' => array(
			'id' => '792',
			'name' => 'Stakeout bằng RTK GNSS và Toàn đạc điện tử',
			'code' => null,
			'alias' => 'stakeout-bang-rtk-gnss-va-toan-dac-dien-tu',
			'cat_id' => '40',
			'price' => '0',
			'type' => 'new',
			'shortdes' => '<span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">Trong c&ocirc;ng t&aacute;c stakeout (cắm điểm/định vị thi c&ocirc;ng), GNSS RTK v&agrave; To&agrave;n đạc điện tử đều l&agrave; c&ocirc;ng cụ quan trọng &mdash; nhưng mỗi c&aacute;i c&oacute; đặc th&ugrave;, ưu/nhược điểm v&agrave; thời điểm sử dụng kh&aacute;c nhau. Kh&ocirc;ng phải c&aacute;i n&agrave;o &ldquo;tốt hơn&rdquo;, m&agrave; l&agrave; chọn đ&uacute;ng nơi &ndash; đ&uacute;ng l&uacute;c.</span>',
			'content' => '<em><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trong c&ocirc;ng t&aacute;c stakeout (cắm điểm/định vị thi c&ocirc;ng), GNSS RTK v&agrave; To&agrave;n đạc điện tử đều l&agrave; c&ocirc;ng cụ quan trọng &mdash; nhưng mỗi c&aacute;i c&oacute; đặc th&ugrave;, ưu/nhược điểm v&agrave; thời điểm sử dụng kh&aacute;c nhau. Kh&ocirc;ng phải c&aacute;i n&agrave;o &ldquo;tốt hơn&rdquo;, m&agrave; l&agrave; chọn đ&uacute;ng nơi &ndash; đ&uacute;ng l&uacute;c.<br />
<br />
RTK GNSS l&agrave; phương ph&aacute;p định vị vệ tinh động thời gian thực, trong đ&oacute; tọa độ điểm đo được x&aacute;c định th&ocirc;ng qua xử l&yacute; t&iacute;n hiệu GNSS v&agrave; hiệu chỉnh sai số từ trạm Base hoặc mạng CORS. Kết quả đo được thể hiện trong hệ tọa độ kh&ocirc;ng gian to&agrave;n cầu hoặc hệ tọa độ quốc gia, ph&ugrave; hợp cho c&aacute;c b&agrave;i to&aacute;n định vị tổng thể, đo diện rộng v&agrave; thiết lập khung khống chế ban đầu.<br />
<br />
To&agrave;n đạc điện tử l&agrave; thiết bị đo đạc sử dụng nguy&ecirc;n l&yacute; đo g&oacute;c v&agrave; khoảng c&aacute;ch để x&aacute;c định vị tr&iacute; điểm trong hệ tọa độ cục bộ hoặc hệ tọa độ c&ocirc;ng tr&igrave;nh, dựa tr&ecirc;n c&aacute;c điểm khống chế đ&atilde; biết. Phương ph&aacute;p n&agrave;y cho ph&eacute;p kiểm so&aacute;t chặt chẽ h&igrave;nh học kh&ocirc;ng gian, cao độ v&agrave; sai số tương đối, đặc biệt hiệu quả trong c&aacute;c c&ocirc;ng tr&igrave;nh y&ecirc;u cầu độ ch&iacute;nh x&aacute;c cao.<br />
<br />
Ch&iacute;nh sự kh&aacute;c biệt về nguy&ecirc;n l&yacute; đo v&agrave; c&aacute;ch kiểm so&aacute;t sai số khiến RTK GNSS v&agrave; To&agrave;n đạc điện tử kh&ocirc;ng mang t&iacute;nh thay thế, m&agrave; thường được kết hợp trong c&ugrave;ng một workflow để đạt hiệu quả v&agrave; độ tin cậy cao nhất.<br />
&nbsp;</span></span></em><br />
<h2>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">1. Bảng so s&aacute;nh tổng quan RTK GNSS vs To&agrave;n đạc điện tử</span></span></h2>
<br />
<table border="0" cellpadding="0">
	<thead>
		<tr>
			<th>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Ti&ecirc;u ch&iacute;</span></span><br />
				&nbsp;</th>
			<th>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">RTK GNSS</span></span><br />
				&nbsp;</th>
			<th>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">To&agrave;n đạc điện tử</span></span><br />
				&nbsp;</th>
			<th>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Nhận x&eacute;t kỹ thuật</span></span><br />
				&nbsp;</th>
		</tr>
	</thead>
	<tbody>
		<tr>
			<td>
				<strong><span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Bản chất đo</span></span></strong><br />
				&nbsp;</td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Định vị tuyệt đối theo GNSS</span></span><br />
				&nbsp;</td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Định vị tương đối trong mạng khống chế&nbsp; &nbsp; &nbsp; &nbsp; &nbsp;&nbsp;</span></span><br />
				&nbsp;</td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Kh&aacute;c nhau về nguy&ecirc;n l&yacute;</span></span><br />
				&nbsp;</td>
		</tr>
		<tr>
			<td>
				<strong><span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Độ ch&iacute;nh x&aacute;c</span></span></strong><br />
				&nbsp;</td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Mức cm (RTK Fix, m&ocirc;i trường tốt)&nbsp; &nbsp; &nbsp;&nbsp;</span></span><br />
				&nbsp;</td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Mức mm (đo cạnh &amp; g&oacute;c)</span></span><br />
				&nbsp;</td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">To&agrave;n đạc vượt trội cho chi tiết</span></span><br />
				&nbsp;</td>
		</tr>
		<tr>
			<td>
				<strong><span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Tốc độ</span></span></strong><br />
				&nbsp;</td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Rất nhanh, ph&ugrave; hợp diện rộng</span></span><br />
				&nbsp;</td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Chậm hơn do ngắm gương</span></span><br />
				&nbsp;</td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">RTK c&oacute; lợi thế tốc độ</span></span><br />
				&nbsp;</td>
		</tr>
		<tr>
			<td>
				<strong><span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Phạm vi</span></span></strong><br />
				&nbsp;</td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">V&agrave;i km đến h&agrave;ng chục km<br />
				(Base&ndash;Rover / CORS)&nbsp; &nbsp; &nbsp; &nbsp;</span></span><br />
				&nbsp;</td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">~500&ndash;1000 m, cần line-of-sight</span></span><br />
				&nbsp;</td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">RTK ph&ugrave; hợp khu vực lớn</span></span><br />
				&nbsp;</td>
		</tr>
		<tr>
			<td>
				<strong><span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Cao độ &amp; h&igrave;nh học&nbsp; &nbsp; &nbsp;</span></span></strong><br />
				&nbsp;</td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">C&oacute; thể biến động theo vệ tinh</span></span><br />
				&nbsp;</td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Kiểm so&aacute;t cao độ rất tốt</span></span><br />
				&nbsp;</td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">To&agrave;n đạc an to&agrave;n cho cao độ</span></span><br />
				&nbsp;</td>
		</tr>
		<tr>
			<td>
				<strong><span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Nh&acirc;n lực</span></span></strong><br />
				&nbsp;</td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Thường 1 người</span></span><br />
				&nbsp;</td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Thường 2 người (robot c&oacute; thể 1)</span></span><br />
				&nbsp;</td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">RTK tiết kiệm nh&acirc;n lực</span></span><br />
				&nbsp;</td>
		</tr>
		<tr>
			<td>
				<strong><span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">T&iacute;nh cơ động</span></span></strong><br />
				&nbsp;</td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Gọn nhẹ, setup nhanh</span></span><br />
				&nbsp;</td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Cồng kềnh hơn</span></span><br />
				&nbsp;</td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">RTK linh hoạt hơn</span></span><br />
				&nbsp;</td>
		</tr>
		<tr>
			<td>
				<strong><span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Chi ph&iacute;</span></span></strong></td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Đầu tư cao hơn, c&oacute; thể c&oacute; ph&iacute;<br />
				CORS&nbsp; &nbsp;&nbsp;</span></span></td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Ổn định, dễ kiểm so&aacute;t</span></span></td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">T&ugrave;y quy m&ocirc; dự &aacute;n</span></span></td>
		</tr>
	</tbody>
</table>
<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">&nbsp;</span></span><br />
<h2 style="text-align: center;">
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/Blue and White Neon Gradients Virtual Video Background (100)(2).png" style="width: 780px; height: 439px;" /></span></span></h2>
<h2>
	<br />
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">2. So s&aacute;nh ứng dụng thực tế theo từng t&igrave;nh huống c&ocirc;ng việc</span></span></h2>
<br />
<table border="0" cellpadding="0">
	<thead>
		<tr>
			<th>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">T&igrave;nh huống</span></span><br />
				&nbsp;</th>
			<th>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">RTK GNSS</span></span><br />
				&nbsp;</th>
			<th>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">To&agrave;n đạc</span></span><br />
				&nbsp;</th>
			<th>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Nhận định</span></span><br />
				&nbsp;</th>
		</tr>
	</thead>
	<tbody>
		<tr>
			<td>
				<strong><span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Đo diện rộng (ruộng, rừng, KCN)&nbsp; &nbsp;</span></span></strong><br />
				&nbsp;</td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Đo nhanh, kh&ocirc;ng cần line-of-sight&nbsp; &nbsp; &nbsp; &nbsp;</span></span><br />
				&nbsp;</td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Kh&oacute; triển khai diện rộng</span></span><br />
				&nbsp;</td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">RTK GNSS vượt trội</span></span><br />
				&nbsp;</td>
		</tr>
		<tr>
			<td>
				<strong><span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Đo chi tiết c&ocirc;ng tr&igrave;nh</span></span></strong><br />
				&nbsp;</td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Độ ch&iacute;nh x&aacute;c cm, dễ nhiễu</span></span><br />
				&nbsp;</td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Độ ch&iacute;nh x&aacute;c mm, ổn định&nbsp; &nbsp; &nbsp;&nbsp;</span></span><br />
				&nbsp;</td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">To&agrave;n đạc tốt hơn</span></span><br />
				&nbsp;</td>
		</tr>
		<tr>
			<td>
				<strong><span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Khu đ&ocirc; thị nhiều nh&agrave; cao tầng</span></span></strong><br />
				&nbsp;</td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Dễ bị che khuất vệ tinh</span></span><br />
				&nbsp;</td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Kh&ocirc;ng phụ thuộc vệ tinh</span></span><br />
				&nbsp;</td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">To&agrave;n đạc hiệu quả</span></span><br />
				&nbsp;</td>
		</tr>
		<tr>
			<td>
				<strong><span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Địa h&igrave;nh mở</span></span></strong><br />
				&nbsp;</td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">T&iacute;n hiệu tốt, đo rất nhanh</span></span><br />
				&nbsp;</td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Đo được nhưng chậm</span></span><br />
				&nbsp;</td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">RTK thuận tiện</span></span><br />
				&nbsp;</td>
		</tr>
		<tr>
			<td>
				<strong><span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Gi&aacute;m s&aacute;t thi c&ocirc;ng hằng ng&agrave;y</span></span></strong><br />
				&nbsp;</td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">X&aacute;c định mốc tổng thể</span></span><br />
				&nbsp;</td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Kiểm tra trục, cao độ</span></span><br />
				&nbsp;</td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">N&ecirc;n kết hợp</span></span><br />
				&nbsp;</td>
		</tr>
		<tr>
			<td>
				<strong><span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Địa ch&iacute;nh &ndash; bản đồ &ndash; n&ocirc;ng nghiệp&nbsp; &nbsp; &nbsp;&nbsp;</span></span></strong><br />
				&nbsp;</td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Rất ph&ugrave; hợp cho diện rộng</span></span><br />
				&nbsp;</td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Bổ trợ khi cần chi tiết</span></span><br />
				&nbsp;</td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">RTK l&agrave; chủ đạo</span></span><br />
				&nbsp;</td>
		</tr>
		<tr>
			<td>
				<strong><span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Ho&agrave;n c&ocirc;ng &ndash; nghiệm thu</span></span></strong></td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Kiểm tra tổng thể</span></span></td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Ch&iacute;nh x&aacute;c chi tiết</span></span></td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">To&agrave;n đạc an to&agrave;n</span></span></td>
		</tr>
	</tbody>
</table>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">&nbsp;</span></span>
<p style="text-align: center;">
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/Leica_TS16_Carousel_Image_1_800x428.jpg" style="width: 763px; height: 408px;" /></span></span></p>
<h2>
	<br />
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">3. Workflow được &aacute;p dụng phổ biến trong c&ocirc;ng t&aacute;c&nbsp;cắm điểm/định vị thi c&ocirc;ng&nbsp;</span></span><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">thực tế</span><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">&nbsp;</span></h2>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Theo hướng dẫn ứng dụng của Leica Geosystems v&agrave; Trimble, c&aacute;c dự &aacute;n chuy&ecirc;n nghiệp thường &aacute;p dụng quy tr&igrave;nh sau:</span></span>
<h3>
	<br />
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">3.1 RTK GNSS</span></span></h3>
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">X&aacute;c định hệ tọa độ,</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Fix mốc khống chế,</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Lập bản đồ nền, định vị tổng thể.</span></span></li>
</ul>
<h3>
	<br />
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">3.2 To&agrave;n đạc điện tử</span></span></h3>
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Bố tr&iacute; tim trục,</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kiểm so&aacute;t cao độ,</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Stakeout chi tiết,</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Ho&agrave;n c&ocirc;ng &ndash; nghiệm thu.</span></span></li>
</ul>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đ&acirc;y l&agrave; l&yacute; do v&igrave; sao RTK v&agrave; To&agrave;n đạc lu&ocirc;n đi c&ugrave;ng nhau tr&ecirc;n c&ocirc;ng trường, chứ kh&ocirc;ng cạnh tranh trực tiếp.</span></span>
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">RTK GNSS mạnh về tốc độ, phạm vi, t&iacute;nh cơ động.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">To&agrave;n đạc điện tử mạnh về độ ch&iacute;nh x&aacute;c, h&igrave;nh học, cao độ v&agrave; độ tin cậy.</span></span></li>
</ul>
<p style="text-align: center;">
	<img alt="" src="/admin/webroot/upload/image/images/maxresdefault (1)(2).jpg" style="width: 780px; height: 439px;" /></p>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kh&ocirc;ng c&oacute; thiết bị n&agrave;o &ldquo;tốt nhất cho mọi c&ocirc;ng việc&rdquo;.&nbsp;Việc sử dụng đ&uacute;ng thiết bị cho đ&uacute;ng mục đ&iacute;ch gi&uacute;p:</span></span>
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Giảm sai số,</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tiết kiệm thời gian,</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Dễ bảo vệ số liệu khi nghiệm thu.</span></span></li>
</ul>
<br />
<span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">Kết hợp c&ocirc;ng nghệ GNSS hiện đại với độ ch&iacute;nh x&aacute;c truyền thống của m&aacute;y to&agrave;n đạc </span><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">l&agrave; xu hướng chung của c&aacute;c đội đo đạc chuy&ecirc;n nghiệp hiện nay.<br />
<br />
<em>&gt;&gt;&gt; <u>Nguồn tham khảo:</u><br />
Leica Geosystems &ndash; GNSS vs Total Station Applications<br />
Trimble &ndash; Stakeout and Construction Surveying Guidelines<br />
Topcon &ndash; GNSS and Total Station Field Workflows</em><br />
&nbsp;</span></span>',
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			'name' => 'Leica Infinity - Phần mềm văn phòng được kết nối vô tận',
			'code' => null,
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			'shortdes' => '<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">C&ugrave;ng t&igrave;m hiểu phần mềm xử l&yacute; dữ liệu khảo s&aacute;t Leica Infinity - C&ocirc;ng cụ kết nối v&ocirc; hạn!</span></span>',
			'content' => '<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="white-space-collapse: preserve;"><strong>Leica Infinity</strong> l&agrave; phần mềm xử l&yacute; dữ liệu khảo s&aacute;t của h&atilde;ng Leica Geosystems, được thiết kế để quản l&yacute;, xử l&yacute;, ph&acirc;n t&iacute;ch v&agrave; kiểm tra chất lượng của tất cả dữ liệu đo đạc khảo s&aacute;t từ thực địa, bao gồm dữ liệu từ to&agrave;n đạc, thủy chuẩn, GNSS, UAV, Scanner. C&aacute;c dữ liệu được kết hợp trong một dự &aacute;n (BIM, CAD, GIS,..), dễ d&agrave;ng tr&iacute;ch xuất, tạo v&agrave; cập nhật một c&aacute;ch li&ecirc;n tục, gi&uacute;p người d&ugrave;ng gi&aacute;m s&aacute;t tất cả quy tr&igrave;nh c&ocirc;ng việc.</span><br />
<br />
<strong>Quản l&yacute;, xử l&yacute;, ph&acirc;n t&iacute;ch v&agrave; kiểm tra chất lượng dữ liệu khảo s&aacute;t thực địa</strong><br />
<br />
<strong>Leica Infinity</strong> l&agrave; phần mềm văn ph&ograve;ng th&acirc;n thiện với người d&ugrave;ng d&agrave;nh cho c&aacute;c nh&agrave; khảo s&aacute;t v&agrave; chuy&ecirc;n gia đo lường, những người y&ecirc;u cầu giải ph&aacute;p to&agrave;n diện cho nhu cầu dữ liệu kh&ocirc;ng gian địa l&yacute; của họ.&nbsp;Khoản đầu tư v&agrave;o Infinity, đảm bảo quản l&yacute;, xử l&yacute;, ph&acirc;n t&iacute;ch v&agrave; đảm bảo chất lượng dữ liệu khảo s&aacute;t từ c&aacute;c m&aacute;y&nbsp;to&agrave;n đạc&nbsp;,&nbsp;cấp kỹ thuật số&nbsp;,&nbsp;GNSS&nbsp;&nbsp;v&agrave;&nbsp;M&aacute;y bay kh&ocirc;ng người l&aacute;i (UAV)&nbsp;.&nbsp;Với&nbsp;phần mềm&nbsp;văn ph&ograve;ng Infinity v&agrave;&nbsp;Leica Captivate&nbsp;được đồng bộ h&oacute;a ho&agrave;n hảo trong thiết kế v&agrave; vận h&agrave;nh, đảm bảo kết nối liền mạch giữa hiện trường v&agrave; văn ph&ograve;ng.&nbsp;Hỗ trợ c&aacute;c ứng dụng khảo s&aacute;t, lập bản đồ v&agrave; x&acirc;y dựng, Infinity l&agrave; trung t&acirc;m phần mềm văn ph&ograve;ng kh&ocirc;ng gian địa l&yacute; tối ưu.<br />
<br />
<strong><img alt="" src="/admin/webroot/upload/image/images/leica_infinity_point_cloud_800x428.JPG" style="width: 800px; height: 428px;" /><br />
<br />
Một khoản đầu tư cho nhiều ứng dụng</strong><br />
<br />
<strong>Leica Infinity</strong> l&agrave; phần mềm văn ph&ograve;ng kh&ocirc;ng gian địa l&yacute; được lựa chọn cho c&aacute;c ứng dụng v&ocirc; hạn.&nbsp;Từ khảo s&aacute;t đến x&acirc;y dựng, n&oacute; hỗ trợ BIM, CAD, GIS v&agrave; hơn thế nữa để đồng h&agrave;nh với sự ph&aacute;t triển của doanh nghiệp bạn trong c&aacute;c ứng dụng mới.&nbsp;Phần mềm Infinity sẵn s&agrave;ng sử dụng dữ liệu từ c&aacute;c cảm biến truyền thống như m&aacute;y&nbsp;to&agrave;n&nbsp;đạc&nbsp;,&nbsp;GNSS&nbsp;&nbsp;v&agrave;&nbsp;mức kỹ thuật số&nbsp;, đồng thời cũng thoải m&aacute;i với c&aacute;c đ&aacute;m m&acirc;y điểm từ&nbsp;MS60 MultiStation&nbsp;&nbsp;v&agrave;&nbsp;UAV&nbsp;.<br />
<br />
Kh&aacute;m ph&aacute; những sự thật bạn cần xem x&eacute;t khi chọn phần mềm văn ph&ograve;ng khảo s&aacute;t v&agrave; c&aacute;ch Infinity trao quyền cho người khảo s&aacute;t trong mọi bước - c&oacute; thể l&agrave; h&igrave;nh dung, chuẩn bị, thu thập, xử l&yacute;, x&aacute;c nhận, b&aacute;o c&aacute;o v&agrave; / hoặc chia sẻ dữ liệu.<br />
<br />
<img alt="" src="/admin/webroot/upload/image/images/Leica_Infinity_pic_1766x750_new.jpg" style="width: 800px; height: 340px;" /><br />
<br />
<strong>Một luồng dữ liệu duy nhất cho tất cả c&aacute;c cảm biến v&agrave; dịch vụ đo lường</strong><br />
<br />
<strong>Leica Infinity</strong> l&agrave; trung t&acirc;m phần mềm khảo s&aacute;t tối ưu.&nbsp;Được thiết kế để hỗ trợ v&ocirc; số quy tr&igrave;nh l&agrave;m việc, dữ liệu từ BIM, CAD, GIS v&agrave; hơn thế nữa, đi k&egrave;m với dữ liệu đo lường trong một g&oacute;i văn ph&ograve;ng khảo s&aacute;t dễ sử dụng.&nbsp;H&igrave;nh ảnh v&agrave; đ&aacute;m m&acirc;y điểm từ&nbsp;c&aacute;c&nbsp;m&aacute;y&nbsp;&nbsp;to&agrave;n đạc&nbsp;,&nbsp;MultiStations&nbsp;,&nbsp;UAV&nbsp;&nbsp;v&agrave;&nbsp;GNSS&nbsp;được t&iacute;ch hợp liền mạch với c&aacute;c ph&eacute;p đo truyền thống để tạo ra c&aacute;c sản phẩm c&oacute; gi&aacute; trị c&oacute; thể được chia sẻ kỹ thuật số th&ocirc;ng qua đ&aacute;m m&acirc;y hoặc c&aacute;c kế hoạch in tương tự.&nbsp;Với c&aacute;c dịch vụ dữ liệu của Hexagon v&agrave; c&aacute;c b&ecirc;n thứ ba được t&iacute;ch hợp, việc truy cập v&agrave;o dữ liệu diễn ra liền mạch v&agrave; hiệu quả.&nbsp;Với khả năng truy xuất nguồn gốc đầy đủ v&agrave; b&aacute;o c&aacute;o chất lượng, h&atilde;y lu&ocirc;n tự tin v&agrave;o sản phẩm của bạn.<br />
<br />
Kh&aacute;m ph&aacute; c&aacute;c mẹo v&agrave; lợi &iacute;ch về c&aacute;ch phần mềm văn ph&ograve;ng khảo s&aacute;t ng&agrave;nh c&oacute; thể đơn giản h&oacute;a quy tr&igrave;nh l&agrave;m việc của bạn trong suốt bốn trụ cột của c&ocirc;ng việc khảo s&aacute;t.<br />
<br />
<strong><img alt="" src="/admin/webroot/upload/image/images/Leica-infinity-office_software_800x428.JPG" style="width: 748px; height: 400px;" /><br />
<br />
Một phần mềm để kết nối liền mạch</strong><br />
<br />
<strong>Leica Infinity</strong> được thiết kế để kết nối liền mạch với hiện trường v&agrave; t&aacute;i tạo kết quả đo được tại hiện trường bất cứ l&uacute;c n&agrave;o.&nbsp;Tọa độ c&oacute; thể được t&iacute;nh to&aacute;n lại một c&aacute;ch đơn giản v&agrave; tự động nếu chiều cao của cột hoặc dụng cụ bị thay đổi, tr&aacute;nh việc xử l&yacute; thủ c&ocirc;ng tốn thời gian.&nbsp;Với kết nối đ&aacute;m m&acirc;y giữa hiện trường v&agrave; văn ph&ograve;ng, những người khảo s&aacute;t tại hiện trường lu&ocirc;n c&oacute; dữ liệu mới nhất v&agrave; qu&aacute; tr&igrave;nh xử l&yacute; tại văn ph&ograve;ng c&oacute; thể bắt đầu ngay lập tức, ngay cả trước khi nh&oacute;m thực địa rời địa điểm l&agrave;m việc.<br />
<br />
<strong>&gt;&gt;&gt; Kh&aacute;m ph&aacute; phần mềm văn ph&ograve;ng Leica Infinity <a href="https://leica-geosystems.com/industries/pure-surveying/surveying-solutions/leica-infinity-the-infinitely-connected-office-software">TẠI Đ&Acirc;Y</a>.<br />
<br />
<img alt="" src="/admin/webroot/upload/image/images/leica_infinity_landing_page_header_2480x750px_0224.jpg" style="width: 800px; height: 242px;" /></strong></span></span>',
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			'shortdes' => '<span style="font-size:14px;"><span style="font-family: tahoma, geneva, sans-serif;"><span style="white-space: pre-wrap;">B</span>ạn đ&atilde; quen với kh&aacute;i niệm GPS&nbsp;(Global Positioning System), một hệ thống qu&acirc;n sự thuộc Kh&ocirc;ng Qu&acirc;n được x&acirc;y dựng trong thời kỳ Chiến tranh Lạnh nhưng hiện đ&atilde; được sử dụng v&igrave; mục đ&iacute;ch thương mại từ giữa những năm 2000 cho đến nay. H</span>i<span style="font-family:tahoma,geneva,sans-serif;">ện nay&nbsp;<span style="white-space: pre-wrap;">thế giới đang chuyển từ một hệ thống GPS duy nhất sang 7 hệ thống kh&aacute;c nhau. C</span>&ugrave;ng t&igrave;m hiểu nh&eacute;!</span></span>',
			'content' => '<h2>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>I. Hệ thống định vị to&agrave;n cầu GPS</strong></span></span></h2>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">GPS được viết tắt của cụm từ&nbsp;Global Positioning System&nbsp;&ndash; dịch sang tiếng việt&nbsp;l&agrave; hệ thống định vị to&agrave;n cầu. Hệ thống n&agrave;y bao gồm &iacute;t nhất 24 vệ tinh bay xung quanh tr&aacute;i đất, c&aacute;c trạm thu t&iacute;n hiệu tr&ecirc;n mặt đất, v&agrave; c&aacute;c thuật to&aacute;n để xử l&yacute; th&ocirc;ng tin, qua đ&oacute; x&aacute;c định vị tr&iacute;, thời gian, vận tốc của c&aacute;c m&aacute;y thu t&iacute;n hiệu GPS.<br />
Hệ thống GPS được ph&aacute;t triển v&agrave; thuộc quyền sở hữu của Hoa Kỳ, cũng l&agrave; hệ thống vệ tinh đầy đủ, hoạt động hiệu của nhất trong hệ thống vệ tinh định vị to&agrave;n cầu (<a href="https://tracdiathanhdat.vn/">GNSS</a>)<br />
Ng&agrave;y nay, c&aacute;c t&iacute;n hiệu từ hệ thống GPS được sử dụng một phần cho mục địch qu&acirc;n sự, được khai th&aacute;c bởi Hoa Kỳ v&agrave; c&aacute;c nước đồng m&igrave;nh, phần c&ograve;n lại cho ph&eacute;p người d&acirc;n tr&ecirc;n to&agrave;n thế giới sử dụng miễn ph&iacute;.<br />
<br />
</span></span>
<h3>
	<span style="font-size:14px;"><strong>1. Lịch sử ra đời của GPS</strong></span></h3>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Từ h&agrave;ng ng&agrave;n năm trước, con người đ&atilde; cố gắng t&igrave;m nhiều c&aacute;ch kh&aacute;c nhau để x&aacute;c định phương hướng như sử dụng mặt trời, mặt trăng v&agrave; c&aacute;c v&igrave; sao.&nbsp;<br />
Đến thế kỷ 20, hải qu&acirc;n Hoa Kỳ đ&atilde; c&oacute; những những th&iacute; nghiệm định vị vệ tinh v&agrave;o năm 1960 để theo d&otilde;i c&aacute;c t&agrave;u ngầm mang t&ecirc;n lửa hạt nh&acirc;n. Kết quả cho thấy, chỉ với s&aacute;u vệ tinh quay quanh c&aacute;c cực, qu&acirc;n đội c&oacute; thể x&aacute;c định ch&iacute;nh x&aacute;c vị tr&iacute; của t&agrave;u ngầm trong v&ograve;ng v&agrave;i ph&uacute;t.<br />
Từ kết quả đ&oacute;, năm 1970, bộ quốc ph&ograve;ng Hoa Kỳ đ&atilde; quyết định ph&aacute;t triển một hệ vệ tinh để đảm bảo lu&ocirc;n c&oacute; c&aacute;c t&iacute;n hiệu mạnh, ổn định. Nhờ v&agrave;o nguồn tiền đổ v&agrave;o li&ecirc;n tục, c&ugrave;ng c&aacute;c kỹ sư ng&agrave;y đ&ecirc;m l&agrave;m việc, vệ tinh đầu ti&ecirc;n đ&atilde; được ph&oacute;ng l&ecirc;n kh&ocirc;ng gian năm 1978, v&agrave; to&agrave;n bộ hệ vệ tinh đ&atilde; được ho&agrave;n thiện v&agrave;o năm 1993 với 24 vệ tinh.<br />
<br />
<img alt="" src="/admin/webroot/upload/image/images/04-dich-vu-cung-cap-boi-mang-luoi-dinh-vi-ve-tinh-quoc-gia.jpg" style="width: 800px; height: 450px;" /><br />
<br />
</span></span>
<h3>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>2. Một số th&ocirc;ng tin về GPS</strong></span></span></h3>
<br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hệ thống định vị to&agrave;n cầu GPS được ho&agrave;n thiện với đầy đủ chức năng v&agrave;o năm 1994</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trung b&igrave;nh, bộ quốc ph&ograve;ng Hoa Kỳ phải chi 2 tỷ USD mỗi ng&agrave;y để vận h&agrave;nh hệ thống GPS, nhưng lại cho người d&acirc;n to&agrave;n cầu sử dụng miễn ph&iacute;</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Một vệ tinh di chuyển trong kh&ocirc;ng gian với vận tốc 14000km/giờ</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Với một bộ thu t&iacute;n hiệu GPS, bạn c&oacute; thể x&aacute;c định vị tr&iacute; của m&igrave;nh tại bất cứ đ&acirc;u tr&ecirc;n tr&aacute;i đất</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hệ thống GPS hoạt động to&agrave;n thời gian 24h/ng&agrave;y trong mọi điều kiện</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">T&iacute;n hiệu từ vệ tinh c&oacute; thể xuy&ecirc;n cqua nhựa, k&iacute;nh nhưng kh&ocirc;ng xuy&ecirc;n qua được gỗ, đ&aacute; v&agrave; b&ecirc; t&ocirc;ng</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Độ ch&iacute;nh x&aacute;c định vị th&ocirc;ng thường l&agrave; khoảng 5 m&eacute;t, nhưng nếu bạn d&ugrave;ng c&aacute;c bộ thu chuy&ecirc;n dụng như m&aacute;y đo RTK th&igrave; độ ch&iacute;nh x&aacute;c sẽ l&ecirc;n tới milimet</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Với GPS, người ta đo được ch&acirc;u &Uacute;c đang di chuyển với vận tốc 7.3cm/năm theo dướng Đ&ocirc;ng Bắc !</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">C&aacute;c quốc gia kh&aacute;c cũng đang cố gắng x&acirc;y dựng v&agrave; ph&aacute;t triển c&aacute;c hệ vệ tinh cho ri&ecirc;ng m&igrave;nh</span></span></li>
</ul>
<h2>
	<br />
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>II. Hệ thống định vị&nbsp;</strong></span></span><strong style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">to&agrave;n cầu&nbsp;</strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Glonass</strong></span></span></h2>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Glonass l&agrave; hệ thống định vị to&agrave;n cầu&nbsp;<span style="color: rgb(51, 51, 51);">được ph&aacute;t triển bởi Nga (Li&ecirc;n X&ocirc; c</span>ũ)<span style="color: rgb(51, 51, 51);">&nbsp;</span>dựa tr&ecirc;n c&aacute;c vệ tinh trong kh&ocirc;ng gian bay xung quanh tr&aacute;i đất, hệ thống n&agrave;y cung cấp c&aacute;c dịch vụ định vị, dẫn đường, x&aacute;c định thời gian một c&aacute;ch tin cậy, miễn ph&iacute; v&agrave; d&agrave;nh cho tất cả mọi người tr&ecirc;n thế giới.&nbsp;<br />
<br />
</span></span>
<h3>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>1. Một số phi&ecirc;n bản của Glonass</strong></span></span></h3>
<br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">GLONASS - được ph&oacute;ng v&agrave;o năm 1982, nhằm mục đ&iacute;ch hoạt động để định vị thời tiết, đo vận tốc v&agrave; thời gian ở bất kỳ đ&acirc;u tr&ecirc;n thế giới hoặc kh&ocirc;ng gian gần Tr&aacute;i đất của qu&acirc;n đội v&agrave; c&aacute;c tổ chức ch&iacute;nh thức.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">GLONASS-M - ra mắt năm 2003 th&ecirc;m m&atilde; d&acirc;n sự thứ hai, đ&acirc;y l&agrave; dấu mốc quan trọng để c&aacute;c nh&agrave; khảo s&aacute;t ph&aacute;t triển đầu thu tin hiệu vệ tinh phục vụ đo vẽ bản đồ.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">GLONASS-k - bắt đầu trở lại năm 2011 c&oacute; th&ecirc;m 3 loại nữa l&agrave; k1, k2 v&agrave; k. Th&ecirc;m tần số d&acirc;n dụng thứ ba.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">GLONASS-K2 - ra mắt sau năm 2015&nbsp;</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">GLONASS-KM - sẽ ra mắt sau năm 2025 (hiện đang trong giai đoạn nghi&ecirc;n cứu)</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/glonass-erf-com_637013101299011000.jpg" style="width: 800px; height: 443px;" /><br />
<br />
</span></span>
<h3>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>2. Một số th&ocirc;ng tin xung quanh Glonass</strong></span></span></h3>
<br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Từ năm 2011 đến năm 2020, ch&iacute;nh phủ Nga đ&atilde; đầu tư tổng cộng 15 tỷ đ&ocirc; v&agrave; hệ thống định vị Glonass của m&igrave;nh</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">C&oacute; 24 vệ tinh thuộc hệ thống Glonass đang hoạt động v&agrave; bay xung quanh tr&aacute;i đất</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Chiều cao quỹ đạo của Glonass l&agrave; 21150km</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Độ nghi&ecirc;ng so với mặt phẳng quỹ đạo l&agrave; 64.8 độ</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Chu kỳ quỹ đạo của một vệ tinh l&agrave; 11 giờ v&agrave; 16 ph&uacute;t</span></span></li>
</ul>
<h2>
	<br />
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>III.&nbsp; Hệ thống định vị to&agrave;n cầu&nbsp; Galileo</strong></span></span></h2>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Galileo l&agrave; hệ thống định vị vệ tinh to&agrave;n cầu được ph&aacute;t triển bởi li&ecirc;n minh ch&acirc;u &Acirc;u, được điều h&agrave;nh, thiết kế v&agrave; ph&aacute;t triển bởi Cơ quan&nbsp;<a href="https://tracdiathanhdat.vn/">GNSS</a>&nbsp;Ch&acirc;u &Acirc;u (GSA) v&agrave; Cơ quan vũ trụ ch&acirc;u &Acirc;u (ESA). Đ&acirc;y l&agrave; hệ thống định vị đầu ti&ecirc;n tr&ecirc;n thế giới được sử dụng cho c&aacute;c mục đ&iacute;ch d&acirc;n dụng với độ ch&iacute;nh x&aacute;c.</span></span>
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hệ thống định vị vệ tinh to&agrave;n cầu được đặt theo t&ecirc;n của nh&agrave; khoa học Galileo người &Yacute;, &ocirc;ng l&agrave; cha đẻ của việc quan s&aacute;t thi&ecirc;n văn học hiện đại, cha đẻ của ng&agrave;nh vật l&yacute; hiện đại, cũng l&agrave; người khai sinh ra khoa học hiện đại.</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/Galileo.jpg" style="width: 800px; height: 394px;" /><br />
<br />
</span></span>
<h3>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>1. Dịch vụ của Galileo</strong></span></span></h3>
<br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Dịch vụ mở (Open Service &ndash; OS): Miễn ph&iacute; cho tất cả mọi người</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Dịch vụ x&aacute;c thực tin nhắn điều hướng mở (OS-NMA): Miễn ph&iacute; cho tất cả mọi người</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Dịch vụ độ ch&iacute;nh x&aacute;c cao (HAS): Miến ph&iacute; cho tất cả mọi người</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Dịch vụ x&aacute;c thực t&iacute;n hiệu (SAS): Dịch vụ trả ph&iacute; d&agrave;nh cho doanh nghiệp</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Dịch vụ t&igrave;m kiếm cứu hộ cứu nạn (Sar) &ndash; một phần của Cospas-Sarsat</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Dịch vụ điều tiết c&ocirc;ng cộng (PRS) &ndash; Chỉ cung cấp cho người được c&aacute;c cơ quan ch&iacute;nh phủ ủy quyền</span></span></li>
</ul>
<h3>
	<br />
	<strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">2. Điểm mạnh của hệ thống Galileo</span></span></strong></h3>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tuy được sử dụng v&agrave;o mục đ&iacute;ch d&acirc;n sự, nhưng hệ thống Galileo c&oacute; hiệu suất ngang ngửa với những hệ thống định vị được ph&aacute;t triển chủ yếu phục vụ cho qu&acirc;n sự với 3 điểm nhấn được c&aacute;c chuy&ecirc;n gia c&ocirc;ng nhận:</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Ch&iacute;nh x&aacute;c cao: C&oacute; t&iacute;nh năng định vị thời gian thực, độ ch&iacute;nh x&aacute;c cho người d&ugrave;ng l&ecirc;n tới 1m, v&agrave; đạt tới h&agrave;ng centimet nếu sử dụng <a href="https://tracdiathanhdat.vn/may-dinh-vi-ve-tinh-gps-2-tan-so-rtk">RTK</a>&nbsp;chuy&ecirc;n dụng</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tin cậy: Với rất nhiều cải tiến, t&iacute;n hiệu từ vệ tinh Galileo rất ổn định, tin cậy d&ugrave; người d&ugrave;ng ở những địa h&igrave;nh kh&oacute; khăn hiểm trở.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">T&iacute;nh khả dụng: Hệ thống Galileo c&oacute; thể tương th&iacute;ch với c&aacute;c hệ thống kh&aacute;ch như GPS, Glonass, gi&uacute;p cho độ ch&iacute;nh x&aacute;c khi định vị được cải thiện đ&aacute;ng kể.</span></span></li>
</ul>
<h2>
	<br />
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>IV. Hệ thống định vị vệ tinh to&agrave;n cầu Beidou&nbsp;(hay c&ograve;n gọi l&agrave; Bắc Đẩu)</strong></span></span></h2>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hệ vệ tinh Beidou&nbsp;-&nbsp; t&ecirc;n tiếng anh l&agrave; BeiDou Navigation Satellite System, viết tắt l&agrave;&nbsp;BDS, l&agrave; hệ thống định vị vệ tinh do Trung Quốc đầu tư, x&acirc;y dựng v&agrave; ph&aacute;t triển.&nbsp;<br />
Hệ thống&nbsp;Beidou thế hệ đầu ti&ecirc;n, mang t&ecirc;n gọi ch&iacute;nh thức l&agrave;&nbsp;BeiDou Satellite Navigation Experimental System&nbsp;hoặc&nbsp;Beidou 1, gồm 3 vệ tinh hoạt động từ năm 2000, chỉ c&oacute; thể phủ s&oacute;ng trong l&atilde;nh thổ Trung Quốc, v&agrave; phục vụ chủ yếu cho Trung Quốc v&agrave; khu vực, quốc gia l&acirc;n cận. Beidou-1 ngừng hoạt động năm 2012.<br />
Hệ thống Beidou thế hệ 2&nbsp;mang t&ecirc;n ch&iacute;nh thức l&agrave; BeiDou Navigation Satellite System (BDS)&nbsp;hay c&ograve;n gọi l&agrave;&nbsp;COMPASS hoặc&nbsp;BeiDou-2&nbsp;gồm 10 vệ tinh bay tr&ecirc;n quỹ đạo, đi v&agrave;o hoạt động năm 2011 v&agrave; cung cấp dịch vụ cho khu vực Ch&acirc;u &Aacute; Th&aacute;i B&igrave;nh Dương.<br />
Hệ thống Beidou thế hệ thứ 3 (BDS-3) được ph&oacute;ng l&ecirc;n v&agrave;o năm 2015, v&agrave; ho&agrave;n thiện tổng số 35 vệ tinh bay xung quanh quỹ đạo tr&aacute;i đất v&agrave;o năm 2020, ch&iacute;nh thức cung cấp dịnh vị định vị, dẫn đường to&agrave;n cầu, l&agrave; đối trọng của c&aacute;c hệ vệ tinh kh&aacute;c trong hệ thống GNSS: GPS, Galileo, Glonass.&nbsp;Theo thời b&aacute;o China Daily, t&iacute;nh đến năm 2015, c&oacute; &iacute;t nhất 35 tỷ đ&ocirc; đ&atilde; được đầu tư v&agrave;o hệ thống định vị vệ tinh Bắc Đẩu (Beidou).<br />
<br />
</span></span>
<h3>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>1. Nguy&ecirc;n tắc hoạt động của hệ vệ tinh Beidou</strong></span></span></h3>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hệ thống BeiDou &aacute;p dụng 4 nguy&ecirc;n tắc cơ bản l&agrave; cởi mở, độc lập, tương th&iacute;ch v&agrave; tăng dần.</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Nguy&ecirc;n tắc cởi mở: Hệ thống BeiDou sẽ cung cấp dịch vụ mở chất lượng cao miễn ph&iacute; cho người d&ugrave;ng tr&ecirc;n to&agrave;n thế giới v&agrave; giao tiếp với c&aacute;c quốc gia kh&aacute;c để tạo điều kiện ph&aacute;t triển c&ocirc;ng nghệ v&agrave; c&ocirc;ng nghiệp GNSS.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Nguy&ecirc;n tắc độc lập: C&oacute; nghĩa l&agrave; Trung Quốc sẽ ph&aacute;t triển v&agrave; vận h&agrave;nh hệ thống BeiDou một c&aacute;ch độc lập, cung cấp dịch vụ một c&aacute;ch độc lập cho người d&ugrave;ng tr&ecirc;n to&agrave;n thế giới v&agrave; đặc biệt cung cấp c&aacute;c dịch vụ chất lượng cao ở khu vực Ch&acirc;u &Aacute; - Th&aacute;i B&igrave;nh Dương.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Nguy&ecirc;n tắc tương th&iacute;ch: Hệ thống BeiDou sẽ theo đuổi c&aacute;c giải ph&aacute;p để hiện thực khả năng tương th&iacute;ch, tương t&aacute;c với c&aacute;c hệ thống định vị vệ tinh kh&aacute;c để người d&ugrave;ng c&oacute; thể nhận được dịch vụ tốt hơn.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Nguy&ecirc;n tắc tăng dần: Dựa tr&ecirc;n nguy&ecirc;n tắc tăng dần, hệ thống BeiDou sẽ đi theo m&ocirc; h&igrave;nh từng bước ph&ugrave; hợp với sự ph&aacute;t triển kinh tế v&agrave; kỹ thuật ở Trung Quốc, cung cấp c&aacute;c dịch vụ li&ecirc;n tục l&acirc;u d&agrave;i cho người d&ugrave;ng, cải thiện hiệu suất hệ thống v&agrave; đảm bảo qu&aacute; tr&igrave;nh chuyển đổi liền mạch v&agrave; su&ocirc;n sẻ giữa hệ thống c&aacute;c giai đoạn x&acirc;y dựng.</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/he-thong-ve-tinh-beidou-min.jpg" style="width: 800px; height: 453px;" /><br />
<br />
</span></span>
<h3>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>2. C&aacute;c th&agrave;nh phần của hệ thống định vị to&agrave;n cầu Beidou</strong></span></span></h3>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Giống như c&aacute;c&nbsp;hệ thống định vị to&agrave;n cầu GNSS&nbsp;kh&aacute;c, hệ thống định vị vệ tinh Beidou cũng c&oacute; 3 th&agrave;nh phần ch&iacute;nh:</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Th&agrave;nh phần kh&ocirc;ng gian&nbsp;gồm 35 vệ tinh, trong đ&oacute; c&oacute; 5 vệ tinh địa tĩnh v&agrave; 30 vệ tinh động</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Th&agrave;nh phần mặt&nbsp;đất gồm c&aacute;c trạm điều h&agrave;nh tr&ecirc;n mặt đất được đặt tại Trung Quốc v&agrave; c&aacute;c trạm gi&aacute;m s&aacute;t được đặt rải r&aacute;c to&agrave;n cầu.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Th&agrave;nh phần người d&ugrave;ng&nbsp;gồm tất cả c&aacute;c c&aacute; nh&acirc;n, tập thể, doanh nghiệp được trang bị bộ thu t&iacute;n hiệu vệ tinh. V&iacute; dụ&nbsp;như điện thoại th&ocirc;ng minh hoặc thiết bị chuy&ecirc;n dụng đo vẽ bản đồ như&nbsp;m&aacute;y GPS RTK.</span></span></li>
</ul>
<div style="box-sizing: border-box;">
	&nbsp;</div>
<h2>
	<strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">V. Hệ thống&nbsp;định vị&nbsp;</span></span><strong style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">to&agrave;n cầu&nbsp;</strong></strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>IRNSS&nbsp;</strong></span></span><br />
	&nbsp;</h2>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">IRNSS viết tắt của&nbsp;Indian Regional Navigation Satellite System,&nbsp;l&agrave; hệ thống định vị khu vực của Ấn Độ, được ph&aacute;t triển bởi Tổ Chức Nghi&ecirc;n Cứu Kh&ocirc;ng Gian Ấn Độ. Hệ thống n&aacute;y c&oacute; t&aacute;c dụng định vị, chỉ đường v&agrave; một số ứng dụng chỉ giới hạn tại Ấn Độ v&agrave; c&aacute;c khu vực l&acirc;n cận nằm trong b&aacute;n k&iacute;nh 1500km t&iacute;nh từ bi&ecirc;n giới Ấn Độ.</span></span>
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hệ thống dự kiến sẽ cung cấp khả năng quan s&aacute;t vị tr&iacute;, vận tốc v&agrave; thời gian theo thời gian thực ch&iacute;nh x&aacute;c cho người d&ugrave;ng tr&ecirc;n nhiều nền tảng kh&aacute;c nhau với khả năng cung cấp dịch vụ 24 giờ x 7 ng&agrave;y trong mọi điều kiện thời tiết.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hệ thống n&agrave;y kh&ocirc;ng phải l&agrave; hệ thống định vị phủ s&oacute;ng tr&ecirc;n to&agrave;n cầu như hệ thống GPS của Mỹ, Beidou của Trung Quốc, Glonass của Nga hay Galileo của li&ecirc;n minh Ch&acirc;u &Acirc;u.</span></span></li>
</ul>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/fig-11.jpg" style="width: 800px; height: 452px;" /><br />
<br />
<strong>Hiệu suất của IRNSS</strong><br />
<br />
Hệ thống IRNSS hiện cung cấp hai loại dịch vụ:&nbsp;</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">SPS -&nbsp; Standard Position System: Dịch vụ Định vị Ti&ecirc;u chuẩn</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">RS - (Dịch vụ bị hạn chế / được ủy quyền)</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Cả hai dịch vụ n&agrave;y sẽ được cung cấp ở hai tần số, một ở băng tần L5 v&agrave; một ở băng tần S (S-band). Hệ thống n&agrave;y cung cấp độ ch&iacute;nh x&aacute;c vị tr&iacute; tuyệt đối cao hơn 10 m&eacute;t trong phạm vi bi&ecirc;n giới Ấn Độ v&agrave; tốt hơn 20 m&eacute;t (66 ft) ở Ấn Độ Dương cũng như một khu vực k&eacute;o d&agrave;i khoảng 1.500 km (930 mi) xung quanh Ấn Độ.&nbsp;Tuy nhi&ecirc;n, so s&aacute;nh với c&aacute;c hệ thống định vị vệ tinh to&agrave;n cầu kh&aacute;c, t&iacute;n hiệu của IRNSS được cho l&agrave; ổn định hơn do c&oacute; tần số k&eacute;p S v&agrave; L.</span></span><br />
<br />
<h2>
	<span style="font-family:tahoma,geneva,sans-serif;"><span style="font-size:14px;"><strong>VI. Hệ thống định vị to&agrave;n cầu QZSS</strong></span></span></h2>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">QZSS viết tắt của&nbsp;Quasi-Zenith Satellite System&nbsp;-&nbsp;l&agrave; một hệ thống định vị vệ tinh được ph&aacute;t triển bởi Nhật Bản. Mục ti&ecirc;u của QZSS l&agrave; cung cấp c&aacute;c dịch vụ định vị ch&iacute;nh x&aacute;c v&agrave; ổn định cao trong khu vực Ch&acirc;u &Aacute; - Ch&acirc;u Đại Dương, tương th&iacute;ch với GPS v&agrave; c&aacute;c&nbsp;<a href="https://tracdiathanhdat.vn/may-dinh-vi-ve-tinh-gps-2-tan-so-rtk">hệ vệ tinh GNSS to&agrave;n cầu</a>&nbsp;kh&aacute;c. Dịch vụ của QZSS được cung cấp v&agrave;o năm 2018.<br />
<br />
</span></span>
<h3>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>1. Sự h&igrave;nh th&agrave;nh v&agrave; ph&aacute;t triển của QZSS</strong></span></span></h3>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">QZSS được ch&iacute;nh phủ Nhật Bản cho ph&eacute;p v&agrave;o năm 2002. L&uacute;c đầu, hệ thống được ph&aacute;t triển bởi nh&oacute;m Advanced Space Business Corporation (ASBC), bao gồm Mitsubishi Electric Corp., Hitachi Ltd., v&agrave; GNSS Technologies Inc.&nbsp;<br />
Năm 2007, khi ASBC sụp đổ, c&ocirc;ng tr&igrave;nh được tiếp quản bởi JAXA c&ugrave;ng với Trung t&acirc;m Nghi&ecirc;n cứu v&agrave; Ứng dụng Định vị Vệ tinh (SPAC), được th&agrave;nh lập v&agrave;o th&aacute;ng 2 năm 2007 v&agrave; được sự chấp thuận của c&aacute;c Bộ trưởng li&ecirc;n quan đến nghi&ecirc;n cứu v&agrave; ph&aacute;t triển QZSS.<br />
Năm 2010, hoạt động đầu ti&ecirc;n được diễn ra với việc ph&oacute;ng c&aacute;c vệ tinh của hệ thống QZSS l&ecirc;n quỹ đạo. Tất cả chức năng của vệ tinh c&ugrave;ng trạm điều khiển mặt đất đ&atilde; đi v&agrave;o hoạt động v&agrave; mang lại hiệu quả.&nbsp;C&aacute;c thử nghiệm đ&atilde; chỉ ra rằng, một thiết bị thu t&iacute;n hiệu vệ tinh của QZSS lẫn GPS c&oacute; độ ch&iacute;nh x&aacute;c cao hơn 10% so với một thiết bị kh&aacute;c chỉ thu t&iacute;n hiệu GPS.<br />
<br />
Năm 2011, Ch&iacute;nh phủ Nhật Bản đ&atilde; quyết định đẩy nhanh việc triển khai QZSS để hệ thống c&oacute; 7 vệ tinh trong tương lai.&nbsp;<br />
<br />
<img alt="" src="/admin/webroot/upload/image/images/348834197_227781756630652_8609257992783074386_n.jpg" style="width: 800px; height: 450px;" /><br />
<br />
</span></span>
<h3>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>2.&nbsp;</strong></span></span><strong style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">Đặc điểm nổi bật của hệ thống vệ tinh QZSS</strong></h3>
<ul>
	<li>
		<span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">Hệ thống QZSS bao gồm 4 vệ tinh, phủ rộng tr&ecirc;n khu vực Ch&acirc;u &Aacute; &ndash; Th&aacute;i B&igrave;nh Dương.</span></li>
	<li>
		<span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">QZSS c&oacute; thể ph&aacute;t t&iacute;n hiệu bổ trợ, gi&uacute;p n&acirc;ng cao độ ch&iacute;nh x&aacute;c cho kết quả định vị.</span></li>
	<li>
		<span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">V&agrave;o bất cứ thời điểm n&agrave;o cũng sẽ c&oacute; &iacute;t nhất một vệ tinh thuộc hệ thống vệ tinh QZSS bay tr&ecirc;n bầu trời Nhật Bản.</span></li>
	<li>
		<span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">Hệ thống vệ tinh QZSS c&oacute; thể t&iacute;ch hợp với c&aacute;c hệ thống GNSS kh&aacute;c, gi&uacute;p cải thiện độ ch&iacute;nh x&aacute;c v&agrave; tin cậy của định vị.</span></li>
</ul>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>VII. Hệ thống&nbsp;định vị to&agrave;n cầu do Anh triển khai </strong><em>( cập nhật sau)</em></span></span><br />
<br />
<img alt="" src="/admin/webroot/upload/image/images/correctionservices-infrastructure-web-teaser.png" style="width: 800px; height: 381px;" /><br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> &nbsp;</span></span><br />
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			'id' => '658',
			'name' => 'Qui định kỹ thuật  thu nhận và xử lý ảnh số từ máy bay không người lái (UAV)',
			'code' => null,
			'alias' => 'qui-dinh-ky-thuat-thu-nhan-va-xu-ly-anh-so-tu-may-bay-khong-nguoi-lai-uav',
			'cat_id' => '40',
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			'shortdes' => '<span style="font-size:14px;">Việc sử dụng m&aacute;y&nbsp;bay kh&ocirc;ng người l&aacute;i để th&agrave;nh lập bản đồ phải tu&acirc;n theo th&ocirc;ng tư số 07/2021/TT-BTNMT được k&yacute; ng&agrave;y 30/6/2021.</span>',
			'content' => '<h2>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>I. Qui định về m&aacute;y bay kh&ocirc;ng người l&aacute;i&nbsp; (UAV) v&agrave; hệ thống thiết bị&nbsp;</strong></span></span></h2>
<br />
<h3>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">1. Quy định về UAV</span></span></h3>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">- Việc sử dụng UAV phải tu&acirc;n thủ c&aacute;c quy định tại Nghị định số 36/2008/ND-CP ng&agrave;y 28/3/2008 v&agrave; Nghị định số 79/2011/ND-CP ng&agrave;y 5/9/2011 về sửa đổi bổ sung nghị định 36. Ngo&agrave;i ra c&ograve;n tu&acirc;n thủ theo nghị định số 58/2010/ND-CP ng&agrave;y 1/6/2010 quy định chi tiết v&agrave; hướng dẫn thi h&agrave;nh một số điều của luật D&acirc;n qu&acirc;n tự vệ.<br />
- Thiết bị UAV phải thỏa m&atilde;n c&aacute;c ti&ecirc;u chuẩn được quy định tại Th&ocirc;ng tư số 35/2017/TT-BQP ng&agrave;y 12 th&aacute;ng 2 năm 2017 của Bộ trưởng Bộ quốc ph&ograve;ng.</span></span>
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">C&oacute; khả năng bay ở chế độ tự động v&agrave; b&aacute;n tự động</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">C&oacute; trọng lượng cất c&aacute;nh kh&ocirc;ng vượt qu&aacute; 25,0 kg</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">C&oacute; khả năng chịu gi&oacute; tối thiểu 8m/s</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">- Thiết bị v&ocirc; tuyến điện đi k&egrave;m UAV phải được đăng k&yacute; tần số theo quy định tại th&ocirc;ng tư số 05/2015/TT-BTTTT ng&agrave;y 23 th&aacute;ng 3 năm 2015 của Bộ Th&ocirc;ng tin v&agrave; truyền th&ocirc;ng.<br />
<br />
</span></span>
<h3>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">2. Quy định về m&aacute;y ảnh số v&agrave; thiết bị GNSS gắn tr&ecirc;n UAV</span></span></h3>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">- M&aacute;y ảnh số gắn tr&ecirc;n UAV phải c&oacute; ti&ecirc;u cự cố định trong qu&aacute; tr&igrave;nh bay chụp, c&oacute; chế độ tự chụp li&ecirc;n tục, chụp được ảnh m&agrave;u tự nhi&ecirc;n RGB với độ ph&acirc;n giải h&igrave;nh ảnh kh&ocirc;ng nhỏ hơn 20 Megapixel.<br />
- Thiết bị điều khiển mặt đất c&oacute; m&agrave;n h&igrave;nh hiển thị v&agrave; phải c&agrave;i đặt được c&aacute;c chức năng cơ bản. Phần mềm xử l&yacute; phải c&oacute; khả năng xử l&yacute; dữ liệu đầu v&agrave;o bao gồm dừ liệu thu nhận từ UAV v&agrave; dữ liệu trạm cố định, tạo lập c&aacute;c sản phẩm gồm đ&aacute;m m&acirc;y điểm, DSM, DEM, b&igrave;nh đồ ảnh&hellip;<br />
<br />
</span></span>
<h2>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>II. Qui&nbsp;định kỹ thuật về sản phẩm</strong></span></span></h2>
<br />
<h3>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">1. Quy định về ảnh gốc v&agrave; độ cao bay chụp</span></span></h3>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">- Ảnh gốc phải c&oacute; độ tương phản đồng đều, độ s&aacute;ng, độ n&eacute;t, m&agrave;u sắc đảm bảo cho qu&aacute; tr&igrave;nh xử l&yacute;, độ nh&ograve;e kh&ocirc;ng vượt qu&aacute; 0,25 GSD.</span></span><br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">- Độ phủ ngang của ảnh gốc phải đảm bảo từ 60% đến 80%, độ phủ dọc kh&ocirc;ng nhỏ hơn 70%.</span></span><br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">- Độ ph&acirc;n giải mặt đất tu&acirc;n theo bảng sau:</span></span><br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/Bảng 1.png" style="width: 822px; height: 246px;" /><br />
<br />
</span></span>
<h3>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">2. Độ cao bay của UAV </span></span></h3>
Đ<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">ược t&iacute;nh theo c&ocirc;ng thức <strong>H=f*GSD/S</strong><br />
Trong đ&oacute;: f l&agrave; chiều d&agrave;i ti&ecirc;u cự ống k&iacute;nh m&aacute;y, S l&agrave; k&iacute;ch thước Pixel, GSD l&agrave; độ ph&acirc;n giải mặt đất.<br />
<br />
</span></span>
<h3>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">3. Quy định về sản phẩm v&agrave; độ ch&iacute;nh x&aacute;c dữ liệu</span></span></h3>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">- Sản phẩm sau khi xử l&yacute; dữ liệu gồm đ&aacute;m m&acirc;y điểm, DSM, DEM, v&agrave; b&igrave;nh đồ ảnh<br />
- Dữ liệu đ&aacute;m m&acirc;y điểm được lưu trữ ở định dạng LAS, dữ liệu DSM, DEM được lưu trữ ở dạng raster( GEOTIFF-32bit) v&agrave; định dạng ASC II, c&oacute; k&iacute;ch thước dạng lưới &ocirc; vu&ocirc;ng với k&iacute;ch thước quy định tại bảng sau:<br />
<img alt="" src="/admin/webroot/upload/image/images/Bảng 2.png" style="width: 822px; height: 196px;" /><br />
<br />
- Phạm vi dữ liệu phải được cắt chờm bi&ecirc;n 1cm theo tỷ lệ bản đồ, kh&ocirc;ng được c&oacute; điểm trống trong khu vực bay.<br />
- Sai số trung phương độ cao của m&ocirc; h&igrave;nh DEM kh&ocirc;ng vượt qu&aacute; giới hạn tại bảng sau:<br />
<img alt="" src="/admin/webroot/upload/image/images/Bnảg 3.png" style="width: 816px; height: 164px;" /><br />
<br />
- Sản phẩm b&igrave;nh đồ ảnh c&oacute; định dạng GeoTiff- 24 bit, c&oacute; m&agrave;u sắc tự nhi&ecirc;n, h&agrave;i h&ograve;a, kh&ocirc;ng qu&aacute; s&aacute;ng tối, kh&ocirc;ng bị l&oacute;a, kh&ocirc;ng c&oacute; m&acirc;y che. Độ ph&acirc;n giải b&igrave;nh đồ ảnh được quy định theo bảng dưới:<br />
<img alt="" src="/admin/webroot/upload/image/images/Bảng 4.png" style="width: 821px; height: 190px;" /><br />
<br />
- Sai số b&igrave;nh đồ ảnh kh&ocirc;ng vượt qu&aacute; 0,4mm so với điểm khống chế đo vẽ gần nhất theo tỷ lệ bản đồ cần th&agrave;nh lập.<br />
<br />
</span></span>
<h2>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>III. Qui&nbsp;định về thu nhận v&agrave; xử l&yacute; dữ liệu</strong></span></span></h2>
<p style="box-sizing: border-box; font-family: &quot;Helvetica Neue&quot;, Helvetica, Arial, sans-serif; font-weight: 500; line-height: 1.5; color: rgb(51, 51, 51); margin-top: 20px; margin-bottom: 10px; font-size: 16px; text-align: justify;">
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Quy tr&igrave;nh về thu nhận v&agrave; xử l&yacute; dữ liệu gồm c&aacute;c bước sau:</span></span></p>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/Bảng 5.png" style="width: 794px; height: 570px;" /></span></span><br />
<br />
&nbsp;
<h2 id="2-dia-chi-mua-thiet-bi-may-bay-khong-nguoi-lai-uav-uy-tin" style="margin: 0px; padding: 0px; font-family: arial; line-height: 19px; color: rgb(51, 51, 51); text-rendering: optimizelegibility; font-size: 31.5px; text-align: justify;">
	<span style="margin: 0px; padding: 0px; font-size: 14px;"><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;">IV. Địa chỉ mua thiết bị m&aacute;y bay kh&ocirc;ng người l&aacute;i (UAV) uy t&iacute;n</span></span></h2>
<br style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); font-family: arial; font-size: 13px; text-align: justify;" />
<span style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); font-family: arial; text-align: justify; font-size: 14px;"><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;">C&Ocirc;NG TY CP C&Ocirc;NG NGHỆ V&Agrave; TM TH&Agrave;NH ĐẠT chuy&ecirc;n nhập khẩu v&agrave; cung cấp c&aacute;c loại m&aacute;y bay kh&ocirc;ng người l&aacute;i (UAV) phục vụ c&ocirc;ng t&aacute;c khảo s&aacute;t, đo vẽ bản đồ uy t&iacute;n l&acirc;u năm tr&ecirc;n to&agrave;n quốc. C&aacute;c loại UAV m&agrave; ch&uacute;ng t&ocirc;i ph&acirc;n phối bao gồm:</span></span><br style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); font-family: arial; font-size: 13px; text-align: justify;" />
<br style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); font-family: arial; font-size: 13px; text-align: justify;" />
<ul style="margin: 0px; padding: 0px 0px 0px 15px; color: rgb(51, 51, 51); font-family: arial; font-size: 13px; text-align: justify;">
	<li style="margin: 0px; padding: 0px; line-height: 20px;">
		<span style="margin: 0px; padding: 0px; font-size: 14px;"><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;">Phantom 4 RTK,</span></span></li>
	<li style="margin: 0px; padding: 0px; line-height: 20px;">
		<span style="margin: 0px; padding: 0px; font-size: 14px;"><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;">Matrice 300 RTK</span></span></li>
	<li style="margin: 0px; padding: 0px; line-height: 20px;">
		<span style="margin: 0px; padding: 0px; font-size: 14px;"><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;">Mavic 2 Enterprise</span></span></li>
	<li style="margin: 0px; padding: 0px; line-height: 20px;">
		<span style="margin: 0px; padding: 0px; font-size: 14px;"><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;">Mavic 3</span></span></li>
	<li style="margin: 0px; padding: 0px; line-height: 20px;">
		<span style="margin: 0px; padding: 0px; font-size: 14px;"><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;">Matrice 600 Pro</span></span></li>
	<li style="margin: 0px; padding: 0px; line-height: 20px;">
		<span style="margin: 0px; padding: 0px; font-size: 14px;"><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;">Lidar L1, Pin cho Phantom 4, Pin M300 TB60</span></span></li>
	<li style="margin: 0px; padding: 0px; line-height: 20px;">
		<span style="margin: 0px; padding: 0px; font-size: 14px;"><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;">D-RTK2</span></span></li>
</ul>
<br style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); font-family: arial; font-size: 13px; text-align: justify;" />
<span style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); font-family: arial; text-align: justify; font-size: 14px;"><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;"><u style="margin: 0px; padding: 0px;"><strong style="margin: 0px; padding: 0px;">Li&ecirc;n hệ:&nbsp;</strong></u><br style="margin: 0px; padding: 0px;" />
<br style="margin: 0px; padding: 0px;" />
Số 50 L&aacute;ng Hạ, Đống Đa, H&agrave; Nội<br style="margin: 0px; padding: 0px;" />
Số 5/161 Nguyễn Tu&acirc;n. Thanh Xu&acirc;n, H&agrave; Nội<br style="margin: 0px; padding: 0px;" />
Tel: 024.37764930<br style="margin: 0px; padding: 0px;" />
Hotline: 0913051734 (call/imesage/zalo)<br style="margin: 0px; padding: 0px;" />
Website:&nbsp;<a href="http://www.tracdiathanhdat.vn/?fbclid=IwAR3altI5BIG46Mm2_6oxBl-TQxXGfXGEm4M1GUGsoDeNELr3WrYUlO7g2jk" style="margin: 0px; padding: 0px; color: rgb(74, 75, 75); text-decoration-line: none; transition: color 0.2s linear 0s; font-size: 13px;" target="_blank">www.tracdiathanhdat.vn</a><br style="margin: 0px; padding: 0px;" />
Email: tracdiathanhdat@gmail.com</span></span><br style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); font-family: arial; font-size: 13px; text-align: justify;" />
<span style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); font-family: arial; font-size: 13px; text-align: justify;">&nbsp;</span><br style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); font-family: arial; font-size: 13px; text-align: justify;" />
<span style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); font-family: arial; text-align: justify; font-size: 14px;"><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;"><strong style="margin: 0px; padding: 0px;">@ Lu&ocirc;n&nbsp;đồng h&agrave;nh c&ugrave;ng bạn!</strong></span></span>',
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			'name' => 'Vì sao bạn nên sở hữu một chiếc máy đo khoảng cách laser? ',
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			'shortdes' => '<span style="font-family:tahoma,geneva,sans-serif;"><span style="font-size:14px;"><span style="color: rgb(5, 5, 5); white-space: pre-wrap;">M&aacute;y đo khoảng c&aacute;ch laser mang tới nhiều tiện &iacute;ch thi&ecirc;́t thực, phục vụ cho nhiều c&ocirc;ng t&aacute;c đo đạc kh&aacute;c nhau. M&aacute;y hoạt động mạnh mẽ với nhiều t&iacute;nh năng chuy&ecirc;n s&acirc;u sẽ gi&uacute;p c&ocirc;ng việc đo đạc trở l&ecirc;n đơn giản, tiện lợi v&agrave; nhanh ch&oacute;ng hơn.</span></span></span>',
			'content' => '<h2>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">1. M&aacute;y đo khoảng c&aacute;ch laser (hay c&ograve;n gọi l&agrave; thước laser) l&agrave; g&igrave;?</span></span></h2>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">M&aacute;y đo khoảng c&aacute;ch laser l&agrave;&nbsp;thiết bị được sử dụng để x&aacute;c định ch&iacute;nh x&aacute;c khoảng c&aacute;ch giữa hai điểm một c&aacute;ch ch&iacute;nh x&aacute;c bằng tia laser. Khi sử dụng thiết bị n&agrave;y, người đo kh&ocirc;ng cần phải tiếp x&uacute;c trực tiếp đến c&aacute;c điểm, hoặc sử dụng đến c&aacute;c phương tiện truyền th&ocirc;ng như thước d&acirc;y, thước th&eacute;p.<br />
<br />
<img alt="" src="/admin/webroot/upload/image/images/201203071451_0(2).jpg" style="width: 680px; height: 346px;" /></span></span>
<h2>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>2. Khoảng c&aacute;ch đo v&agrave; độ ch&iacute;nh x&aacute;c của thước laser</strong></span></span></h2>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Thước laser c&oacute; thể đo được khoảng c&aacute;ch xa l&ecirc;n tới 400- 500m với độ ch&iacute;nh x&aacute;c +-2mm. Tuy nhi&ecirc;n, tại Việt Nam, c&aacute;c kỹ sư thường sử dụng c&aacute;c loại thước laser đo ở khoảng c&aacute;ch 40 - 100m để đo đạc trong một kh&ocirc;ng gian vừa đủ. Ở những khu vực đo rộng lớn hơn, để phục vụ cho c&ocirc;ng t&aacute;c đo đạc, khảo s&aacute;t người ta sẽ sử dụng c&aacute;c loại m&aacute;y như: kinh vĩ, m&aacute;y to&agrave;n đạc, m&aacute;y GPS 2 tần, ...<br />
<img alt="" src="/admin/webroot/upload/image/images/May_do_laser_Leica__DISTO_D110(2).jpg" style="width: 680px; height: 398px;" /></span></span><br />
<h2>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>3. L&yacute; do bạn n&ecirc;n sở hữu một chiếc thước laser</strong></span></span></h2>
<br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Nhỏ gọn, nhẹ nh&agrave;ng:</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Với k&iacute;ch thước nhỏ hơn một chiếc điện thoại di động, thước laser c&oacute; thể dễ d&agrave;ng được mang theo tr&ecirc;n mọi địa h&igrave;nh.<br />
</span></span>
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tiện dụng:</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Khoảng c&aacute;ch giữa c&aacute;c vật được x&aacute;c định nhanh ch&oacute;ng chỉ trong v&agrave;i thao t&aacute;c. Trong khi nếu sử dụng m&aacute;y to&agrave;n đạc, m&aacute;y GPS 2 tần số, người d&ugrave;ng phải mất thời gian thiết lập.<br />
</span></span>
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Nhiều ứng dụng:</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Thước laser c&oacute; thể chia khoảng, t&iacute;nh diện t&iacute;ch, thể t&iacute;ch, đo gi&aacute;n tiếp,... Nhiều thước laser c&ograve;n được hỗ trợ bởi ứng dụng Android.<br />
</span></span>
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Gi&aacute; th&agrave;nh rẻ:</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Bạn c&oacute; thể sở hữu một chiếc thước laser với chỉ với một ng&acirc;n s&aacute;ch hợp l&yacute; từ v&agrave;i trăm đến khoảng hơn 1 triệu đồng (tuỳ từng model v&agrave; h&atilde;ng sản xuất).<br />
<br />
<img alt="" src="/admin/webroot/upload/image/images/Banner 14_9(2).png" style="width: 680px; height: 544px;" /><br />
&nbsp; </span></span><br />
<h2>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">4.&nbsp;<span style="color: rgb(51, 51, 51); text-align: justify;">Địa chỉ mua m</span>&aacute;y đo khoảng c&aacute;ch laser&nbsp;<span style="color: rgb(51, 51, 51); text-align: justify;">uy t&iacute;n</span></span></span></h2>
<br style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); font-family: arial; font-size: 13px; text-align: justify;" />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); text-align: justify;"><span style="margin: 0px; padding: 0px;">C&Ocirc;NG TY CP C&Ocirc;NG NGHỆ V&Agrave; TM TH&Agrave;NH ĐẠT chuy&ecirc;n nhập khẩu v&agrave; ph&acirc;n phối c&aacute;c loại m&aacute;y đo khoảng c&aacute;ch laser của c&aacute;c h&atilde;ng Bosch, Leica, Sincon, Laisai, Total Meter, SNDWAY,..&nbsp;phục vụ c&ocirc;ng t&aacute;c&nbsp;thi c&ocirc;ng nội, ngoại thất.</span></span><br />
<br />
<span style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); text-align: justify;"><span style="margin: 0px; padding: 0px;">Với hơn 20 năm kinh nghiệm c&ugrave;ng</span></span><span style="color: rgb(51, 51, 51); text-align: justify;">&nbsp;</span><span style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); text-align: justify;"><span style="margin: 0px; padding: 0px;">đội ngũ nh&acirc;n vi&ecirc;n, kỹ thuật vi&ecirc;n năng động, c&oacute; tr&igrave;nh độ cao&nbsp;</span></span><span style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); text-align: justify;">ch&uacute;ng t&ocirc;i&nbsp;tự h&agrave;o v&agrave; tin tưởng Qu&yacute; kh&aacute;ch h&agrave;ng sẽ h&agrave;i l&ograve;ng khi sử dụng c&aacute;c sản phẩm v&agrave; dịch vụ do ch&uacute;ng t&ocirc;i cung cấp.</span></span></span><br style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); font-family: arial; font-size: 13px; text-align: justify;" />
<div style="margin: 0px; padding: 0px; line-height: 20px;">
	&nbsp;</div>
<br style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); font-family: arial; font-size: 13px; text-align: justify;" />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); text-align: justify;"><span style="margin: 0px; padding: 0px;"><u style="margin: 0px; padding: 0px;"><strong style="margin: 0px; padding: 0px;">Li&ecirc;n hệ:&nbsp;</strong></u><br style="margin: 0px; padding: 0px;" />
<br style="margin: 0px; padding: 0px;" />
Số 50 L&aacute;ng Hạ, Đống Đa, H&agrave; Nội<br style="margin: 0px; padding: 0px;" />
Số 5/161 Nguyễn Tu&acirc;n. Thanh Xu&acirc;n, H&agrave; Nội<br style="margin: 0px; padding: 0px;" />
Tel: 024.37764930<br style="margin: 0px; padding: 0px;" />
Hotline: 0913051734 (call/imesage/zalo)<br style="margin: 0px; padding: 0px;" />
Website:&nbsp;<a href="http://www.tracdiathanhdat.vn/?fbclid=IwAR3altI5BIG46Mm2_6oxBl-TQxXGfXGEm4M1GUGsoDeNELr3WrYUlO7g2jk" style="margin: 0px; padding: 0px; color: rgb(74, 75, 75); text-decoration-line: none; transition: color 0.2s linear 0s; font-size: 13px;" target="_blank">www.tracdiathanhdat.vn</a><br style="margin: 0px; padding: 0px;" />
Email: tracdiathanhdat@gmail.com</span></span><br style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); font-family: arial; font-size: 13px; text-align: justify;" />
<span style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); text-align: justify;">&nbsp;</span><br style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); font-family: arial; font-size: 13px; text-align: justify;" />
<span style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); text-align: justify;"><span style="margin: 0px; padding: 0px;"><strong style="margin: 0px; padding: 0px;">@ Lu&ocirc;n&nbsp;đồng h&agrave;nh c&ugrave;ng bạn!</strong></span></span></span></span><br />
<br />
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			'content' => '<span style="font-size: 14px; font-family: tahoma, geneva, sans-serif;"><span style="color: rgb(85, 85, 85); text-align: justify; line-height: 16.8667px;"><em>Hiện nay</em> c</span><span style="color: rgb(85, 85, 85); text-align: justify; font-style: italic; line-height: 16.8667px;">&ocirc;ng nghệ chụp ảnh từ c&aacute;c thiết bị bay kh&ocirc;ng người l&aacute;i (Unmanned Aerial Vehicles -&nbsp;UAV) l&agrave; c&ocirc;ng nghệ được nghi&ecirc;n cứu v&agrave; sử dụng ở nhiều nước tr&ecirc;n thế giới như:&nbsp;Nga, Mỹ, Thụy sĩ,&hellip;&nbsp;Việc ứng dụng c&ocirc;ng nghệ bay chụp ảnh từ c&aacute;c thiết bị bay kh&ocirc;ng người l&aacute;i trong c&ocirc;ng t&aacute;c khảo s&aacute;t địa h&igrave;nh đang rất được quan t&acirc;m v&agrave; &aacute;p dụng. C&ocirc;ng nghệ n&agrave;y c&oacute; rất nhiều ưu điểm so với c&aacute;c phương ph&aacute;p khảo s&aacute;t truyền thống như:gi&aacute; th&agrave;nh thấp, nhanh ch&oacute;ng, tiện dụng, độ ch&iacute;nh x&aacute;c cao (do độ ph&acirc;n giải của m&aacute;y chụp ảnh cao v&agrave; UAV bay ở độ cao thấp), đo được c&aacute;c khu vực c&oacute; địa h&igrave;nh phức tạp hiểm trở, kh&oacute; khắn, r&uacute;t ngắn thời gian cho c&ocirc;ng t&aacute;c khảo s&aacute;t th&agrave;nh lập bản đồ địa h&igrave;nh so với c&aacute;c thiết bị kh&aacute;c&hellip;</span><br />
<br />
<strong>A. L</strong></span><strong><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">ợi &iacute;ch c</span><span style="font-family:tahoma,geneva,sans-serif;"><span style="font-size:14px;">ủa</span></span>&nbsp;<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">ứng dụng UAV trong khảo s&aacute;t địa h&igrave;nh n&oacute;i ri&ecirc;ng v&agrave; trong việc th&agrave;nh lập bản đồ</span></span></strong><br />
<br />
<ul>
	<li>
		<span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">Tiết kiệm chi ph&iacute;. Theo phương ph&aacute;p khảo s&aacute;t địa h&igrave;nh truyền thống, nếu khu vực qu&aacute; rộng lớn hoặc c&oacute; thể chia cắt nhiều th&igrave; việc khảo s&aacute;t đo đạc rất kh&oacute; khăn. Ng&acirc;n s&aacute;ch cho việc đo đạc khảo s&aacute;t gia tăng rất nhiều. Với Drone RTK, c&aacute;c trường hợp kh&oacute; khăn đ&oacute; sẽ được giải quyết v&agrave; chi ph&iacute; sẽ rẻ hơn nhiều.</span></li>
	<li>
		<span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">Tiến độ khảo s&aacute;t nhanh tr&ecirc;n phạm vi lớn. Với c&ocirc;ng nghệ Drone RTK hiện nay, việc khảo s&aacute;t địa h&igrave;nh tr&ecirc;n một phạm vị lớn. Chỉ cần 1-2 ng&agrave;y l&agrave;m ho&agrave;n th&agrave;nh c&ocirc;ng việc ở hiện trường. Trong khi đo đạc địa h&igrave;nh 1/1000 ở khu vực rộng lớn th&igrave; nhiều khi l&ecirc;n đến hơn 30 ng&agrave;y. V&iacute; dụ khu vực khảo s&aacute;t 300ha, đo đạc địa h&igrave;nh 1/1000 2 tổ đội c&oacute; thể mất 20-30 ng&agrave;y l&agrave;m việc.</span></li>
	<li>
		<span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">Lưu giữ cả h&igrave;nh ảnh để xem x&eacute;t đối chiếu khi cần thiết. H&igrave;nh ảnh trực quan tại thời điểm bay chụp, n&oacute; l&agrave; nguồn t&agrave;i liệu lịch sử qu&yacute; gi&aacute; để kiểm tra đối chiếu khi kiểm tra dự &aacute;n.</span></li>
	<li>
		<span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">Độ ch&iacute;nh x&aacute;c tương đương với c&ocirc;ng nghệ đo đạc truyền thống nếu sử dụng Drone RTK. Tuy nhi&ecirc;n, việc n&agrave;y đ&ograve;i hỏi tư vấn khảo s&aacute;t địa h&igrave;nh phải c&oacute; nhiều kinh nghiệm.</span></li>
	<li>
		<span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">Rất tiết kiệm nếu dự &aacute;n mới chỉ ở bước khảo s&aacute;t sơ bộ. Chưa ch&iacute;nh thức triển khai, chỉ ở mức đ&aacute;nh gi&aacute; tiền khả thi.</span></li>
	<li>
		<span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">Khảo s&aacute;t ở những địa h&igrave;nh đồi n&uacute;i hiểm trở cho c&aacute;c c&ocirc;ng tr&igrave;nh dạng tuyến: đường giao th&ocirc;ng, đường d&acirc;y truyền tải điện&hellip;.</span></li>
</ul>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hiện nay, th</span>iết bị được sử dụng phổ&nbsp;<span style="font-family:tahoma,geneva,sans-serif;">biến nhất vẫn l&agrave; Phantom 4 RTK của h&atilde;ng DJI.&nbsp;<br />
<br />
<strong>B. Hạn chế của phương ph&aacute;p đo đạc bằng Drone RTK trong khảo s&aacute;t địa h&igrave;nh</strong><br />
<br />
Việc xin ph&eacute;p bay chụp ảnh để th&agrave;nh lập bản đồ địa h&igrave;nh hiện nay phức tạp trong c&aacute;c thủ tục xin ph&eacute;p bay chụp (thời gian xin ph&eacute;p l&ecirc;n tới 5-7 ng&agrave;y).<br />
<br />
Đối với những v&ugrave;ng địa h&igrave;nh chưa quen thuộc, rất dễ bị rơi mất m&aacute;y bay nếu t&iacute;nh to&aacute;n ước t&iacute;nh độ cao bay chụp sai lầm.<br />
<br />
Thời lượng pin của m&aacute;y bay hiện tại c&ograve;n hạn chế.&nbsp;Thời gian bay chụp của một ca m&aacute;y chỉ khoảng 20-30 ph&uacute;t. Việc thiết kế tuyến bay chụp đ&ograve;i hỏi người khảo s&aacute;t c&oacute; nhiều kinh nghiệm để tối ưu h&oacute;a việc bay chụp cho dự &aacute;n.</span></span><br />
<br />
<img alt="" src="/admin/webroot/upload/image/images/UAV banner.png" style="font-family: tahoma, geneva, sans-serif; font-size: 14px; width: 680px; height: 570px;" /><br />
<span class="emoji-sizer emoji-outer " style="display: inline-block; overflow: hidden; letter-spacing: 50px; color: transparent; text-shadow: none; width: 22px; height: 22px; font-family: &quot;Segoe UI&quot;, SegoeuiPc, &quot;San Francisco&quot;, &quot;Helvetica Neue&quot;, Helvetica, &quot;Lucida Grande&quot;, Roboto, Ubuntu, Tahoma, &quot;Microsoft Sans Serif&quot;, Arial, sans-serif; font-size: 15px; background: url(&quot;assets/emoji.1e7786c93c8a0c1773f165e2de2fd129.png?v=20180604&quot;) 6% 15% / 5100%; -webkit-user-drag: element; margin: 0px 0px -3px;">✅</span><span class="text" style="user-select: text; white-space: pre-wrap; color: rgb(0, 26, 51); font-family: &quot;Segoe UI&quot;, SegoeuiPc, &quot;San Francisco&quot;, &quot;Helvetica Neue&quot;, Helvetica, &quot;Lucida Grande&quot;, Roboto, Ubuntu, Tahoma, &quot;Microsoft Sans Serif&quot;, Arial, sans-serif; font-size: 15px;"> </span>',
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			'title_seo' => 'GNSS RTK',
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			'meta_des' => 'Máy RTK, máy định vị vệ tinh RTK, máy GPS RTK, máy định vị vệ tinh GNSS RTK, máy RTK giá rẻ, máy RTK tốt nhất',
			'created' => '2021-09-28',
			'modified' => '2026-02-01',
			'status' => '1',
			'view' => '662887',
			'slug' => 'khao-sat-dia-hinh-bang-flycam-uav-rtk',
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			'name' => 'Blogs',
			'parent_id' => null,
			'alias' => 'blogs',
			'images' => '',
			'lft' => '103',
			'rght' => '104',
			'pos' => '5',
			'status' => '1',
			'title_seo' => 'tin tức trắc địa, cập nhật xu hướng đo đạc mới, công nghệ đo đạc, thiết bị đo đạc hiện đại, mẹo kỹ thuật trắc địa, sai số đo đạc, hệ tọa độ VN-2000, GNSS, RTK, GPS trắc địa, phần mềm trắc địa, phần mềm GIS, SurPad, LandStar, Magnet Field, Leica Captivate, Trimble Access',
			'meta_key' => 'tin tức trắc địa, cập nhật xu hướng đo đạc mới, công nghệ đo đạc, thiết bị đo đạc hiện đại, mẹo kỹ thuật trắc địa, sai số đo đạc, hệ tọa độ VN-2000, GNSS, RTK, GPS trắc địa, phần mềm trắc địa, phần mềm GIS, SurPad, LandStar, Magnet Field, Leica Captivate, Trimble Access',
			'meta_des' => 'phần mềm máy đo đạc, phần mềm GIS, phần mềm trút dữ liệu',
			'created' => '2015-12-16',
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			'slug' => 'blogs',
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			'hot' => '0',
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	(int) 5 => array(
		'Post' => array(
			'id' => '652',
			'name' => 'AUTO HEIGHT - Tính năng hỗ trợ đỉnh cao của máy toàn đạc Leica thế hệ mới',
			'code' => null,
			'alias' => 'auto-height-tinh-nang-ho-tro-dinh-cao-cua-may-toan-dac-leica-the-he-moi',
			'cat_id' => '40',
			'price' => '0',
			'type' => 'new',
			'shortdes' => '<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trong c&aacute;c m&aacute;y to&agrave;n đạc điện tử hiện nay, Leica FlexLine TS07 v&agrave; Leica FlexLine TS10 được Leica t&iacute;ch hợp th&ecirc;m&nbsp;t&iacute;nh năng tự đo chiều cao m&aacute;y &ndash; AutoHeight&nbsp;nhằm gi&uacute;p c&aacute;c kỹ sư l&agrave;m việc nhanh ch&oacute;ng v&agrave; ch&iacute;nh x&aacute;c hơn.</span></span>',
			'content' => '<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trong tất cả c&aacute;c chương tr&igrave;nh đo ứng dụng, khảo s&aacute;t với&nbsp;m&aacute;y to&agrave;n đạc điện tử, chiều cao m&aacute;y l&agrave; một trong những th&ocirc;ng tin kh&ocirc;ng thể thiếu để phần mềm m&aacute;y c&oacute; thể t&iacute;nh to&aacute;n v&agrave; cho ra kết quả của c&aacute;c b&agrave;i to&aacute;n kh&aacute;c nhau.<br />
<br />
Tuy nhi&ecirc;n, việc đo cao m&aacute;y bằng thước th&eacute;p truyền thống mang lại nhiều bất tiện như:</span></span></span><br />
<ul>
	<li>
		<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Qu&ecirc;n mang thước th&eacute;p khi ra thực địa</span></span></span></li>
	<li>
		<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Sai số lớn do qu&aacute; tr&igrave;nh đo bằng tay</span></span></span></li>
	<li>
		<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Nhập cao m&aacute;y bằng tay đ&ocirc;i khi nhầm lẫn</span></span></span></li>
	<li>
		<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Mất nhiều thời gian</span></span></span></li>
</ul>
<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trải qua hơn 200 năm ph&aacute;t triển trong lĩnh vực đo đạc trắc địa,&nbsp;Leica Geosystems&nbsp;thấu hiểu những kh&oacute; khăn m&agrave; người sử dụng gặp phải. Năm 2020,&nbsp;h&atilde;ng đ&atilde; cho ra đời t&iacute;nh năng AutoHeight ( Tự đo chiều cao m&aacute;y chỉ với một n&uacute;t bấm hay chấm b&uacute;t&nbsp; đơn giản). T&iacute;nh năng n&agrave;y mang lại sự kh&aacute;c biệt so với phần c&ograve;n lại &ndash; Giải quyết triệt để c&aacute;c vấn đề li&ecirc;n quan đến việc đo chiều cao trạm m&aacute;y bằng phương ph&aacute;p truyền thống.&nbsp;</span></span></span><br />
<br />
<h2>
	<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>1. Tổng quan về chức năng Auto Height</strong></span></span></span></h2>
<br />
<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Như đ&atilde; biết, khi thiết lập v&agrave; định hướng trạm m&aacute;y, c&aacute;c kỹ sư phải bật tia laser dọi t&acirc;m để c&acirc;n bằng m&aacute;y một c&aacute;ch ch&iacute;nh x&aacute;c.<br />
Tuy nhi&ecirc;n, nh&agrave; sản xuất Leica lại cải tiến lu&ocirc;n tia laser dọi t&acirc;m n&agrave;y bằng một tia laser c&oacute; chức năng&nbsp;đo EDM, vừa l&agrave; một tia đỏ c&ocirc;ng suất lớn c&oacute; thể nh&igrave;n thấy, vừa c&oacute; thể đo khoảng c&aacute;ch bằng cơ chế đo EDM.<br />
Modul đo cao m&aacute;y tự động c&oacute; chỉ ti&ecirc;u kỹ thuật cao, đ&aacute;p ứng được c&aacute;c chỉ ti&ecirc;u trong qu&aacute; tr&igrave;nh đo đạc:</span></span></span><br />
<ul>
	<li>
		<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Độ ch&iacute;nh x&aacute;c 1mm&nbsp;</span></span></span></li>
	<li>
		<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Phạm vi đo từ 0,7 đến đến 2,7m</span></span></span></li>
	<li>
		<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tốc độ đo ti&ecirc;u dưới 3s</span></span></span></li>
</ul>
<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/do-cao-may-bang-thuoc-thep.jpg" style="width: 680px; height: 484px;" /></span></span><br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">&nbsp;</span></span></span><br />
<h2>
	<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>2. Ưu điểm của t&iacute;nh năng Auto Height</strong></span></span></span></h2>
<br />
<li>
	<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kh&ocirc;ng mất thời gian trong như khi đo thước bằng tay.</span></span></span></li>
<li>
	<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Chiều cao m&aacute;y ch&iacute;nh x&aacute;c v&agrave; đ&aacute;ng tin cậy.</span></span></span></li>
<li>
	<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kh&ocirc;ng nhầm lẫn trong việc đọc v&agrave; nhập chiều cao m&aacute;y bằng tay.</span></span></span></li>
<li>
	<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kh&ocirc;ng cần c&oacute; th&ecirc;m dụng cụ để vận h&agrave;nh.</span></span></span></li>
<br />
<h2>
	<span style="color:#000000;"><strong><span style="font-size: 14px;"><span style="font-family: tahoma, geneva, sans-serif;">3. Một số lưu &yacute; khi thao t&aacute;c t&iacute;nh năng&nbsp; AutoHeight</span></span></strong></span></h2>
<p>
	<br />
	<span style="color:#000000;"><span style="font-size: 14px;"><span style="font-family: tahoma, geneva, sans-serif;">- Qu&aacute; tr&igrave;nh bấm đo, c&oacute; thể c&oacute; ph&aacute;t sinh v&agrave; phần mềm th&ocirc;ng minh sẽ xuất hiện cảnh b&aacute;o.&nbsp; C&aacute;c cảnh b&aacute;o n&agrave;y gi&uacute;p ta biết cường độ phản xạ t&iacute;n hiệu đo qu&aacute; mạnh hoặc cần phải giảm cường độ ph&aacute;t t&iacute;n hiệu.<br />
	- Ch&acirc;n m&aacute;y để bị nghi&ecirc;ng hoặc sau khi c&acirc;n m&aacute;y, tia đo bị vướng ốc giữ m&aacute;y, m&agrave;n h&igrave;nh nhắc cho ta quay th&acirc;n m&aacute;y 180 độ để tho&aacute;t ra khắc phục v&agrave; đo tiếp.<br />
	- Khi thực hiện c&ocirc;ng t&aacute;c đo tr&ecirc;n địa h&igrave;nh như: ruộng nước hay b&ugrave;n nh&atilde;o, n&oacute; hấp thụ tia ph&aacute;t n&ecirc;n kh&ocirc;ng đo được. Ta c&oacute; thể khắc phục bằng c&aacute;ch đặt vật cứng v&agrave;o điểm dọi.</span></span></span></p>
<ul>
</ul>
<br />
<span style="color:#000000;"><iframe allow="accelerometer; autoplay; clipboard-write; encrypted-media; gyroscope; picture-in-picture" allowfullscreen="" frameborder="0" height="480" src="https://www.youtube.com/embed/H0T3O_ikSi8" title="YouTube video player" width="680"></iframe></span>
<p>
	&nbsp;</p>
<h2>
	<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">4.</span></span>&nbsp;<strong style="color: rgb(51, 51, 51); font-family: arial; font-size: 31.5px; text-align: justify; margin: 0px; padding: 0px;"><span style="margin: 0px; padding: 0px; font-size: 14px;"><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;">Địa chỉ mua m&aacute;y to&agrave;n đạc điện tử uy t&iacute;n</span></span></strong></span></h2>
<p style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); font-family: arial; font-size: 13px; text-align: justify;">
	<br style="margin: 0px; padding: 0px;" />
	<span style="color:#000000;"><span style="margin: 0px; padding: 0px; font-size: 14px;"><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;">C&Ocirc;NG TY CP C&Ocirc;NG NGHỆ V&Agrave; TM TH&Agrave;NH ĐẠT chuy&ecirc;n nhập khẩu, cung cấp v&agrave; chuyển giao c&ocirc;ng nghệ c&aacute;c loại m&aacute;y to&agrave;n đạc điện tử của c&aacute;c h&atilde;ng LEICA, NIKON, TOPCON, TRIMPLE, GEOMAX, SOKKIA, PENTAX phục vụ c&ocirc;ng t&aacute;c khảo s&aacute;t, thiết kế, x&acirc;y dựng v&agrave; đo vẽ bản đồ uy t&iacute;n l&acirc;u năm tr&ecirc;n to&agrave;n quốc.&nbsp;</span></span></span></p>
<div style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); font-family: arial; font-size: 13px; text-align: justify; line-height: 20px;">
	<br style="margin: 0px; padding: 0px;" />
	<span style="color:#000000;"><span style="margin: 0px; padding: 0px; font-size: 14px;"><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;">Với hơn 20 năm kinh nghiệm c&ugrave;ng</span></span><span style="margin: 0px; padding: 0px;">&nbsp;</span><span style="margin: 0px; padding: 0px; font-size: 14px;"><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;">đội ngũ nh&acirc;n vi&ecirc;n, kỹ thuật vi&ecirc;n năng động, c&oacute; tr&igrave;nh độ cao&nbsp;</span></span><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif; font-size: 14px;">ch&uacute;ng t&ocirc;i&nbsp;tự h&agrave;o v&agrave; tin tưởng Qu&yacute; kh&aacute;ch h&agrave;ng sẽ h&agrave;i l&ograve;ng khi sử dụng c&aacute;c sản phẩm v&agrave; dịch vụ do ch&uacute;ng t&ocirc;i cung cấp.</span></span></div>
<p style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); font-family: arial; font-size: 13px; text-align: justify;">
	<br style="margin: 0px; padding: 0px;" />
	<span style="color:#000000;"><span style="margin: 0px; padding: 0px; font-size: 14px;"><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;"><u style="margin: 0px; padding: 0px;"><strong style="margin: 0px; padding: 0px;">Li&ecirc;n hệ:&nbsp;</strong></u><br style="margin: 0px; padding: 0px;" />
	<br style="margin: 0px; padding: 0px;" />
	Số 145 L&aacute;ng Hạ, Đống Đa, H&agrave; Nội<br style="margin: 0px; padding: 0px;" />
	Số 5/161 Nguyễn Tu&acirc;n. Thanh Xu&acirc;n, H&agrave; Nội<br style="margin: 0px; padding: 0px;" />
	Tel: 024.37764930<br style="margin: 0px; padding: 0px;" />
	Hotline: 0913051734 (call/imesage/zalo)<br style="margin: 0px; padding: 0px;" />
	Website:&nbsp;</span></span></span><span style="margin: 0px; padding: 0px; font-size: 14px;"><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;"><a href="http://www.tracdiathanhdat.vn/?fbclid=IwAR3altI5BIG46Mm2_6oxBl-TQxXGfXGEm4M1GUGsoDeNELr3WrYUlO7g2jk" style="margin: 0px; padding: 0px; color: rgb(74, 75, 75); text-decoration-line: none; transition: color 0.2s linear 0s; font-size: 13px;" target="_blank"><span style="color:#000000;">www.tracdiathanhdat.vn</span></a><br style="margin: 0px; padding: 0px;" />
	<span style="color:#000000;"> Email: tracdiathanhdat@gmail.com<br style="margin: 0px; padding: 0px;" />
	<br style="margin: 0px; padding: 0px;" />
	<strong style="margin: 0px; padding: 0px;">@ Lu&ocirc;n&nbsp;đồng h&agrave;nh c&ugrave;ng bạn!</strong></span></span></span></p>
<ul>
</ul>
',
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			'id' => '651',
			'name' => 'Máy thuỷ bình Leica Sprinter 250m',
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			'shortdes' => '<span style="color:#000000;"><span style="box-sizing: border-box; font-family: Roboto, sans-serif; font-size: 14px;">M&aacute;y thủy chuẩn Leica Sprinter 250M</span><span style="font-family: Roboto, sans-serif; font-size: 14px;">&nbsp;l&agrave; thiết bị đo cảm biến độ cao của h&atilde;ng&nbsp;</span><span style="box-sizing: border-box; font-family: Roboto, sans-serif; font-size: 14px;">Leica</span><span style="font-family: Roboto, sans-serif; font-size: 14px;">, được sử dụng cho c&aacute;c c&ocirc;ng t&aacute;c đo ch&ecirc;nh cao, truyền dẫn cao độ, t&iacute;nh to&aacute;n cao độ &ndash; khối lượng san lắp với độ ch&iacute;nh x&aacute;c cao do hạn chế được c&aacute;c sai số kh&aacute;ch quan.</span></span>',
			'content' => '<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="box-sizing: border-box; text-align: justify;">M&aacute;y thủy b&igrave;nh điện tử Leica Sprinter 250M</span><span style="text-align: justify;">&nbsp;cho ph&eacute;p người sử dụng thực hiện c&ocirc;ng việc một c&aacute;ch nhanh ch&oacute;ng v&agrave; hiệu quả. Giao diện USB (ở m&aacute;y 150M v&agrave; 250M). Menu giao diện dễ sử dụng.&nbsp;</span><span style="box-sizing: border-box; text-align: justify;">M&aacute;y thủy b&igrave;nh</span><span style="text-align: justify;">&nbsp;</span><span style="box-sizing: border-box; text-align: justify;">Leica Sprinter 250M&nbsp;</span><span style="text-align: justify;">tự động t&iacute;nh to&aacute;n chiều cao v&agrave; chiều cao c&ocirc;ng tr&igrave;nh. C&aacute;c ứng dụng cho san lấp mặt bằng. Lưu trữ l&ecirc;n tới 1000 điểm đo, tải về v&agrave; chuyển dữ liệu qua USB v&agrave; PC. Tăng năng suất. Giảm thiểu lỗi do con người. Hoạt động trong điều kiện &aacute;nh s&aacute;ng thấp.</span><br />
<br />
Với&nbsp;thiết&nbsp;kế&nbsp;hiện&nbsp;đại, gọn nhẹ, thao t&aacute;c&nbsp;sử&nbsp;dụng kh&aacute;&nbsp;đơn giản&nbsp;m&aacute;y&nbsp;thuỷ&nbsp;b&igrave;nh&nbsp;điện tử&nbsp;Leica Sprinter 250M&nbsp;đang l&agrave;&nbsp;sự&nbsp;lựa chọn h&agrave;ng&nbsp;đầu&nbsp;của&nbsp;c&aacute;c&nbsp;kỹ&nbsp;sư&nbsp;trắc&nbsp;địa.<br />
<br />
<strong>1. Những ưu điểm của m&aacute;y thủy b&igrave;nh Leica Sprinter 250M.</strong></span></span></span><br />
<br />
<ul>
	<li>
		<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Ngắm v&agrave; bắt mục ti&ecirc;u nhanh:&nbsp;</strong>Được trang bị lăng k&iacute;nh chất lượng h&agrave;ng đầu, gia c&ocirc;ng tr&ecirc;n d&acirc;y chuyền hiện đại, h&igrave;nh ảnh của Leica Sprinter 250M sắc n&eacute;t, r&otilde; r&agrave;ng, gi&uacute;p ngắm v&agrave; bắt mục ti&ecirc;u nhanh ch&oacute;ng, th&uacute;c đẩy tiến đọ l&agrave;m việc.</span></span></span></li>
	<li>
		<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>N&uacute;t bấm tiện lợi:&nbsp;</strong>N&uacute;t bấm đo được đặt b&ecirc;n phải của m&aacute;y, giống như một ph&iacute;m đo nhanh tr&ecirc;n m&aacute;y to&agrave;n đạc. Chỉ 1 lần bấm, kết quả sẽ hiển thị tr&ecirc;n m&agrave;n h&igrave;nh.</span></span></span></li>
	<li>
		<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Kh&ocirc;ng cần đọc mia:&nbsp;</strong>Kh&aacute;c với mia nh&ocirc;m của m&aacute;y thủy b&igrave;nh cơ, mia d&agrave;nh cho m&aacute;y thủy b&igrave;nh điện tử Leica Sprinter 250M c&oacute; c&aacute;c m&atilde; vạch gi&uacute;p m&aacute;y tự động đọc v&agrave; ph&acirc;n t&iacute;ch số liệu, v&agrave; hiển thị tr&ecirc;n m&agrave;n h&igrave;nh LCD. Điều n&agrave;y khiến việc đo đạc tiện lợi, v&agrave; kh&ocirc;ng bao giờ ph&aacute;t sinh sai số</span></span></span></li>
	<li>
		<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>T&iacute;nh to&aacute;n tự động:&nbsp;</strong>Với Leica Sprinter 250M, bạn kh&ocirc;ng cần mang theo giấy b&uacute;t hay m&aacute;y t&iacute;nh ra c&ocirc;ng trường, bởi phần mềm đ&atilde; tự t&iacute;nh to&aacute;n kết quả cho bạn, việc bạn cần l&agrave;m l&agrave; xem số liệu hiển thị tr&ecirc;n m&agrave;n h&igrave;nh</span></span></span></li>
	<li>
		<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>C&oacute; bộ nhớ:&nbsp;</strong>Bộ nhớ trong của Leica Sprinter 250M ghi lại được 1000 điểm đo, hỗ trợ tr&uacute;t số liệu v&agrave; m&aacute;y t&iacute;nh th&ocirc;ng qua c&aacute;p v&agrave; phần mềm chuy&ecirc;n dụng.</span></span></span></li>
</ul>
<br />
<br />
<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>2. Độ&nbsp;ch&iacute;nh x&aacute;c&nbsp;của&nbsp;m&aacute;y thuỷ b&igrave;nh điện tử Leica&nbsp;Sprinter250M.</strong><br />
<br />
<strong>Đo cao</strong></span></span></span><br />
<ul>
	<li>
		<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Độ ch&iacute;nh x&aacute;c đo điện tử: 1.0/0.7 mm</span></span></span></li>
	<li>
		<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Độ ch&iacute;nh x&aacute;c đo quang học bằng mia: 2.5mm</span></span></span></li>
	<li>
		<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đo đơn: Ti&ecirc;u chuẩn: 0.6mm (điện tử) v&agrave; 1.2mm (quang học) ở cự li 30m</span></span></span></li>
</ul>
<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Đo khoảng c&aacute;ch</strong></span></span></span><br />
<ul>
	<li>
		<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Độ ch&iacute;nh x&aacute;c: 10mm với D&le;10m</span></span></span></li>
	<li>
		<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Dải đo: 2-100m (điện tử)</span></span></span></li>
</ul>
<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Th&ocirc;ng số kh&aacute;c</strong></span></span></span><br />
<ul>
	<li>
		<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Chế độ đo: Đo li&ecirc;n tục, đo từng điểm</span></span></span></li>
	<li>
		<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Thời gian đo: &lt; 3 gi&acirc;y</span></span></span></li>
	<li>
		<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Độ ph&oacute;ng đại: 24X</span></span></span></li>
	<li>
		<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Bộ nhớ: 2000 điểm</span></span></span></li>
</ul>
<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Th&ocirc;ng số vật l&yacute;</strong></span></span></span><br />
<ul>
	<li>
		<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Chống bụi nước: IP55</span></span></span></li>
	<li>
		<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Nguồn điện: Pin AA (4 x LR6/AA/AM3 1.5 V)</span></span></span></li>
	<li>
		<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trọng lượng: &lt; 2.5kg</span></span></span></li>
	<li>
		<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">K&iacute;ch thước:&nbsp;11 &times; 7 &times; 8 inch</span></span></span></li>
</ul>
<br />
<img alt="" src="/admin/webroot/upload/image/images/Leica_Sprinter_150M_250M_pic_2360x714(1).jpg" style="width: 1000px; height: 303px;" /><br />
<br />
<div style="margin: 0px; padding: 0px; max-width: 100%; color: rgb(51, 51, 51); font-family: arial; font-size: 13px; text-align: justify;">
	<span style="margin: 0px; padding: 0px; font-size: 20px;"><span style="margin: 0px; padding: 0px; font-family: &quot;Roboto Condensed&quot;, sans-serif;"><strong style="margin: 0px; padding: 0px;"><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;"><a href="https://tracdiathanhdat.vn/may-thuy-binh-dien-tu" style="margin: 0px; padding: 0px; color: rgb(74, 75, 75); text-decoration-line: none; transition: color 0.2s linear 0s; font-size: 13px; outline: 0px;"><span style="margin: 0px; padding: 0px; color: rgb(0, 0, 0);">M&aacute;y thủy b&igrave;nh gi&aacute; tốt nhất thị trường!</span></a></span></strong></span></span></div>
<p style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); font-family: arial; font-size: 13px; text-align: justify;">
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	<span style="margin: 0px; padding: 0px; font-family: &quot;Roboto Condensed&quot;, sans-serif; font-size: 14px;"><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;"><span style="margin: 0px; padding: 0px; color: rgb(204, 51, 0);">&gt;&gt;&gt; Cần tư vấn hay hỗ trợ li&ecirc;n hệ trực tiếp với ch&uacute;ng t&ocirc;i qua số điện thoại:&nbsp;</span><strong style="margin: 0px; padding: 0px; color: rgb(204, 51, 0);">0913 051 734/ 0942 288 388</strong><br style="margin: 0px; padding: 0px; color: rgb(204, 51, 0);" />
	<br style="margin: 0px; padding: 0px; color: rgb(204, 51, 0);" />
	<span style="margin: 0px; padding: 0px; color: rgb(204, 51, 0);">FanPage Facebook :&nbsp;</span><strong style="margin: 0px; padding: 0px; color: rgb(204, 51, 0);">Trắc Địa Th&agrave;nh Đạt</strong><br style="margin: 0px; padding: 0px; color: rgb(204, 51, 0);" />
	<br style="margin: 0px; padding: 0px; color: rgb(204, 51, 0);" />
	<span style="margin: 0px; padding: 0px; color: rgb(204, 51, 0);">Địa chỉ trực tiếp: 145 L&aacute;ng Hạ &ndash; Đống Đa &ndash; H&agrave; Nội</span></span></span></p>
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			'price' => '0',
			'type' => 'new',
			'shortdes' => '<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">C&ugrave;ng ch&uacute;ng t&ocirc;i t&igrave;m hiểu về cao độ trong khảo s&aacute;t v&agrave; x&acirc;y dựng nh&eacute;.</span></span>',
			'content' => '<h2>
	<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>I. Kh</strong>&aacute;i niệm cao&nbsp;độ trong khảo s&aacute;t v&agrave; x&acirc;y dựng</span></span></span></h2>
<br />
<h3>
	<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>1. Cao độ trong khảo s&aacute;t trắc địa, đo vẽ bản đồ&nbsp;</strong></span></span></span></h3>
<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">L&agrave; độ cao của một điểm trong kh&ocirc;ng gian, l&agrave; khoảng c&aacute;ch thẳng đứng (theo chiều lực h&uacute;t hấp dẫn) từ điểm đ&oacute; đến một mặt chuẩn. Mặt chuẩn c&oacute; thể l&agrave; một mặt phẳng hoặc mặt cong, c&oacute; thể l&agrave; mặt cố định hoặc mặt giả định bất kỳ, th&ocirc;ng thường l&agrave; mực nước biển (bỏ qua biến động do thủy triều), một mặt c&oacute; h&igrave;nh Ellipsoid tr&ograve;n xoay.<br />
<br />
Trong c&ocirc;ng t&aacute;c khảo s&aacute;t, cao độ gi&uacute;p thể hiện độ cao của vị tr&iacute; cần đo, gi&uacute;p vẽ c&aacute;c bản đồ trong kh&ocirc;ng gian 3 chiều, đường đồng mức.<br />
<br />
K&yacute; hiệu của cao độ trong c&ocirc;ng t&aacute;c đo vẽ bản đồ l&agrave; V (vertical)<br />
<br />
</span></span></span>
<h3>
	<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>2. Cao độ trong x&acirc;y dựng&nbsp;</strong></span></span></span></h3>
<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">C&ograve;n được gọi với c&aacute;i t&ecirc;n kh&aacute;c l&agrave; &ldquo;cốt&rdquo; c&ocirc;ng tr&igrave;nh (<span style="box-sizing: border-box; font-weight: bolder;">cos</span>).&nbsp;Cao độ trong x&acirc;y dựng l&agrave; khoảng c&aacute;ch t&iacute;nh từ mặt phẳng l&agrave;m chuẩn (V&iacute; dụ như s&agrave;n tầng 1) đến một vị tr&iacute; kh&aacute;c (cao hoặc thấp hơn). Cao độ được t&iacute;nh bằng m&eacute;t, độ ch&iacute;nh x&aacute;c lấy đến 3 chữ số sau dấu phẩy.&nbsp;Cao độ trong x&acirc;y dựng l&agrave; nghi&ecirc;n cứu v&agrave; đo đạc chi tiết độ cao, hướng dốc, độ dốc của khu vực chuẩn bị x&acirc;y dựng.<br />
<br />
K&yacute; hiệu của cao độ l&agrave; h&igrave;nh tam gi&aacute;c đều, nửa trắng nửa đen c&oacute; ch&uacute; th&iacute;ch số b&ecirc;n tr&ecirc;n. Mặt chuẩn được quy định c&oacute; cao độ l&agrave; &plusmn;0.000. C&aacute;c vị tr&iacute; cao hơn s&agrave;n chuẩn sẽ c&oacute; cao độ dương, c&aacute;c vị tr&iacute; thấp hơn mức chuẩn l&agrave; cao độ &acirc;m.<br />
<br />
Trong x&acirc;y dựng, cao độ l&agrave; chỉ số bắt buộc phải c&oacute;. Khi c&oacute; chỉ số cao độ ch&iacute;nh x&aacute;c, ch&uacute;ng ta mới c&oacute; thể thiết kế được c&aacute;c c&ocirc;ng tr&igrave;nh nh&agrave; ở, quy hoạch được c&aacute;c c&ocirc;ng tr&igrave;nh phụ trợ: hệ thống giao th&ocirc;ng, cống tho&aacute;t nước, hệ thống đường ống&hellip; Từ đ&oacute; gi&uacute;p tăng cường hiệu quả chống ngập &uacute;ng, bố tr&iacute; quy hoạch ph&ugrave; hợp với địa h&igrave;nh.&nbsp;</span></span></span><br />
<h2>
	<br />
	<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>II.&nbsp;</strong>Đo cao&nbsp;độ trong khảo s&aacute;t v&agrave; x&acirc;y dựng&nbsp;</span></span></span></h2>
<h3>
	<br />
	<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>1. Đo cao độ trong khảo s&aacute;t</strong></span></span></span></h3>
<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trong khảo s&aacute;t, đo vẽ bản đồ, người ta c&oacute; 2 c&aacute;ch ch&iacute;nh để đo cao độ:<br />
<br />
<strong>C&aacute;ch 1</strong>: Sử dụng&nbsp;m&aacute;y RTK&nbsp;<br />
<br />
Phưong ph&aacute;p n&agrave;y c&oacute; kết quả cao độ một c&aacute;ch nhanh ch&oacute;ng do c&aacute;c m&aacute;y RTK sẽ trực tiếp cho kết quả về kinh độ, vĩ độ, cao độ của điểm đo, v&agrave; đ&aacute;nh dấu điểm đo trực tiếp l&ecirc;n bản đồ theo hệ tọa độ được chọn sẵn.<br />
Nhược điểm của phương ph&aacute;p n&agrave;y l&agrave; sai số lớn, l&ecirc;n tới v&agrave;i centimet v&agrave; độ ổn định kh&ocirc;ng cao, do m&aacute;y phải thu được t&iacute;n hiệu GNSS mới cho kết quả, v&agrave; t&iacute;n hiệu mạnh hay yếu t&ugrave;y thuộc v&agrave;o yếu tố thời tiết, địa h&igrave;nh.</span></span></span><br />
<p style="text-align: center;">
	<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/367405302_690494259784809_1127747524179412209_n.jpg" style="width: 720px; height: 405px;" /></span></span></span></p>
<br />
<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>C&aacute;ch 2</strong>: Sử dụng m&aacute;y to&agrave;n đạc điện tử<br />
<br />
Người ta sử dụng m&aacute;y to&agrave;n đạc điện tử để dẫn cao độ từ c&aacute;c mốc tọa độ chuẩn về điểm cần đo, từ đ&oacute; x&aacute;c định tọa độ, cao độ v&agrave; đ&aacute;nh dấu l&ecirc;n bản đồ.<br />
Ưu điểm của phương ph&aacute;p n&agrave;y l&agrave; độ ch&iacute;nh x&aacute;c cao, l&ecirc;n tới h&agrave;ng milimet, nhưng nhược điểm l&agrave; mất nhiều c&ocirc;ng sức, thời gian thực hiện l&acirc;u.&nbsp;</span></span></span><br />
<p style="text-align: center;">
	<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/409378989_684998143763641_96936762872538900_n.jpg" style="width: 720px; height: 480px;" /></span></span></span></p>
<br />
<h3>
	<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>2.&nbsp; Đo cao độ trong x&acirc;y dựng</strong></span></span></span></h3>
<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">X&acirc;y dựng chi tiết cần độ ch&iacute;nh x&aacute;c gần như tuyệt đối, v&agrave; khu vực đo hẹp hơn, c&oacute; sẵn mặt chuẩn, v&igrave; thế người ta sử dụng c&ocirc;ng cụ đo l&agrave;&nbsp;m&aacute;y thủy b&igrave;nh.</span></span><br />
<span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">Trong x&acirc;y dựng, người ta cũng sử dụng m&aacute;y to&agrave;n đạc để đo cao độ, nhưng kết quả chỉ d&ugrave;ng để tham khảo, kh&ocirc;ng được d&ugrave;ng để trực tiếp đo vẽ v&agrave; thi c&ocirc;ng.</span><br />
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">So với m&aacute;y RTK v&agrave; m&aacute;y to&agrave;n đạc, m&aacute;y thủy b&igrave;nh c&oacute; gi&aacute; rẻ hơn, cấu tạo đơn giản hơn, nhưng đo cao độ lại mang về kết quả ch&iacute;nh x&aacute;c gần như tuyệt đối do việc đo đạc l&agrave; trực tiếp đọc độ cao tr&ecirc;n mia.&nbsp;<br />
<br />
Việc tiến h&agrave;nh đo đạc cao độ trong x&acirc;y dựng c&oacute; vai tr&ograve; v&ocirc; c&ugrave;ng quan trọng. Đ&acirc;y ch&iacute;nh l&agrave; chỉ số c&oacute; ảnh hưởng đến to&agrave;n bộ c&aacute;c thiết kế c&ocirc;ng tr&igrave;nh tr&ecirc;n mảnh đất đ&oacute; sau n&agrave;y. Việc x&aacute;c định được ch&iacute;nh x&aacute;c cao độ sẽ gi&uacute;p cho qu&aacute; tr&igrave;nh quy hoạch diễn ra thuận lợi v&agrave; c&oacute; tiến độ nhanh hơn.<br />
<br />
Khi c&oacute; chỉ số cao độ ch&iacute;nh x&aacute;c, ch&uacute;ng ta mới c&oacute; thể thiết kế được c&aacute;c c&ocirc;ng tr&igrave;nh nh&agrave; ở, quy hoạch được c&aacute;c c&ocirc;ng tr&igrave;nh phụ trợ: hệ thống giao th&ocirc;ng, cống tho&aacute;t nước, hệ thống đường ống&hellip; Từ đ&oacute; gi&uacute;p tăng cường hiệu quả chống ngập &uacute;ng, bố tr&iacute; quy hoạch ph&ugrave; hợp với địa h&igrave;nh.</span></span><br />
<br />
</span>
<p style="text-align: center;">
	<span style="color:#000000;"><img alt="" src="/admin/webroot/upload/image/images/How the total station work 2(1).png" style="color: rgb(0, 0, 0); font-family: tahoma, geneva, sans-serif; font-size: 14px; width: 512px; height: 512px;" /></span></p>
<h2>
	<br />
	<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>III. Tham khảo c&aacute;ch đo cao độ bằng m&aacute;y thuỷ b&igrave;nh</strong></span></span></span></h2>
<br />
<br />
<p style="text-align: center;">
	<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/NIKON-AX-2s_[27723]_1200(1).jpg" style="width: 600px; height: 450px;" /></span></span></span></p>
<br />
<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Việc đo cao độ bằng m&aacute;y thủy b&igrave;nh ch&iacute;nh l&agrave; t&igrave;m ra sự ch&ecirc;nh lệch về độ cao giữa c&aacute;c điểm được quy định sẵn. Từ đ&oacute; ch&uacute;ng ta sẽ t&iacute;nh ra được cao độ của vị tr&iacute; cần đo. C&aacute;ch đo n&agrave;y được &aacute;p dụng phổ biến tại c&aacute;c c&ocirc;ng tr&igrave;nh quy hoạch đ&ocirc; thị hiện nay.<br />
<br />
Việc đo cao độ bằng m&aacute;y thủy b&igrave;nh được tiến h&agrave;nh qua c&aacute;c bước sau:</span></span></span><br />
<br />
<ul>
	<li>
		<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">X&aacute;c định vị tr&iacute; đặt m&aacute;y thủy b&igrave;nh</span></span></span></li>
</ul>
<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">T&ugrave;y thuộc v&agrave;o từng địa h&igrave;nh kh&aacute;c nhau m&agrave; ch&uacute;ng ta sẽ c&oacute; những vị tr&iacute; cần đo cao độ kh&aacute;c nhau. Tuy nhi&ecirc;n khi lựa chọn vị tr&iacute; đặt m&aacute;y thủy b&igrave;nh ch&uacute;ng ta cần chọn địa điểm c&oacute; độ cao cao hơn vị tr&iacute; l&agrave;m mốc. Vị tr&iacute; đặt m&aacute;y cần c&oacute; nền đất kh&ocirc; r&aacute;o, kh&ocirc;ng bị sụt l&uacute;n. Gi&aacute; của m&aacute;y thủy b&igrave;nh phải được đặt chắc chắn v&agrave; c&acirc;n bằng.</span></span></span><br />
<ul>
	<li>
		<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tiến h&agrave;nh đo cao độ</span></span></span></li>
</ul>
<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Người đo sẽ ngắm c&aacute;c điểm hiện l&ecirc;n nhờ mia, sau đ&oacute; điều chỉnh sao cho h&igrave;nh ảnh hiển thị r&otilde; r&agrave;ng nhất. Th&ocirc;ng số tr&ecirc;n mia được đọc theo h&agrave;ng m v&agrave; h&agrave;ng dm, mỗi khoảng đen trắng đỏ tr&ecirc;n mia tương ứng l&agrave; 0.1 dm. Cuối c&ugrave;ng dựa v&agrave;o c&aacute;c chỉ số để t&iacute;nh to&aacute;n ch&uacute;ng ta sẽ cho ra được chỉ số cao độ cuối c&ugrave;ng.</span></span></span><br />
<br />
<h2 id="4-&nbsp;dia-chi-mua-may-toan-dac-dien-tu-uy-tin" style="margin: 0px; padding: 0px; font-family: arial; line-height: 19px; color: rgb(51, 51, 51); text-rendering: optimizelegibility; font-size: 31.5px; text-align: justify;">
	<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="margin: 0px; padding: 0px;"><span style="margin: 0px; padding: 0px;">IV.</span></span>&nbsp;<strong style="margin: 0px; padding: 0px;"><span style="margin: 0px; padding: 0px;"><span style="margin: 0px; padding: 0px;">Địa chỉ mua m&aacute;y thủy</span></span></strong>&nbsp;b&igrave;nh (thủy chuẩn) uy t&iacute;n</span></span></span></h2>
<p style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); font-family: arial; font-size: 13px; text-align: justify;">
	&nbsp;</p>
<p style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); font-family: arial; font-size: 13px; text-align: justify;">
	<span style="color:#000000;"><span style="margin: 0px; padding: 0px; font-size: 14px;"><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;">C&Ocirc;NG TY CP C&Ocirc;NG NGHỆ V&Agrave; TM TH&Agrave;NH ĐẠT chuy&ecirc;n nhập khẩu, cung cấp v&agrave; chuyển giao c&ocirc;ng nghệ c&aacute;c loại&nbsp;</span></span><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">m&aacute;y thủy b&igrave;nh</span><span style="font-size: 14px;"><span style="font-family: tahoma, geneva, sans-serif;">&nbsp;(thủy chuẩn)&nbsp;</span></span><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">của c&aacute;c h&atilde;ng LEICA, NIKON, TOPCON, TRIMPLE, GEOMAX, SOKKIA, PENTAX phục vụ c&ocirc;ng t&aacute;c khảo s&aacute;t, thiết kế, x&acirc;y dựng v&agrave; đo vẽ bản đồ uy t&iacute;n l&acirc;u năm tr&ecirc;n to&agrave;n quốc.</span></span></p>
<p style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); font-family: arial; font-size: 13px; text-align: justify;">
	&nbsp;</p>
<p style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); font-family: arial; font-size: 13px; text-align: justify;">
	<span style="color:#000000;"><span style="margin: 0px; padding: 0px; font-size: 14px;"><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;">Với hơn 20 năm kinh nghiệm c&ugrave;ng</span></span><span style="margin: 0px; padding: 0px;">&nbsp;</span><span style="margin: 0px; padding: 0px; font-size: 14px;"><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;">đội ngũ nh&acirc;n vi&ecirc;n, kỹ thuật vi&ecirc;n năng động, c&oacute; tr&igrave;nh độ cao&nbsp;</span></span><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif; font-size: 14px;">ch&uacute;ng t&ocirc;i&nbsp;tự h&agrave;o v&agrave; tin tưởng Qu&yacute; kh&aacute;ch h&agrave;ng sẽ h&agrave;i l&ograve;ng khi sử dụng c&aacute;c sản phẩm v&agrave; dịch vụ do ch&uacute;ng t&ocirc;i cung cấp.</span></span></p>
<p style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); font-family: arial; font-size: 13px; text-align: justify;">
	&nbsp;</p>
<p style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); font-family: arial; font-size: 13px; text-align: justify;">
	<span style="color:#000000;"><u style="font-family: tahoma, geneva, sans-serif; font-size: 14px; margin: 0px; padding: 0px;"><strong style="margin: 0px; padding: 0px;">Li&ecirc;n hệ:&nbsp;</strong></u></span></p>
<p style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); font-family: arial; font-size: 13px; text-align: justify;">
	<br style="margin: 0px; padding: 0px;" />
	<span style="color:#000000;"><span style="margin: 0px; padding: 0px; font-size: 14px;"><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;">Số 145 L&aacute;ng Hạ, Đống Đa, H&agrave; Nội<br style="margin: 0px; padding: 0px;" />
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			'meta_key' => 'Chuyên cung cấp máy định vị vệ tinh GPS RTK, máy thủy bình, máy toàn đạc điện tử, UAV, ống nhòm, máy định vị GPS cầm tay, ... chính hãng, uy tín, giá tốt hàng đầu tại Việt Nam! Hotline: 0913051734!',
			'meta_des' => 'Chuyên cung cấp máy định vị vệ tinh GPS RTK, máy thủy bình, máy toàn đạc điện tử, UAV, ống nhòm, máy định vị GPS cầm tay, ... chính hãng, uy tín, giá tốt hàng đầu tại Việt Nam! Hotline: 0913051734!',
			'created' => '2021-09-09',
			'modified' => '2026-02-01',
			'status' => '1',
			'view' => '24657',
			'slug' => 'cung-tim-hieu-ve-cao-do-trong-khao-sat-va-xay-dung',
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			'title_seo' => 'tin tức trắc địa, cập nhật xu hướng đo đạc mới, công nghệ đo đạc, thiết bị đo đạc hiện đại, mẹo kỹ thuật trắc địa, sai số đo đạc, hệ tọa độ VN-2000, GNSS, RTK, GPS trắc địa, phần mềm trắc địa, phần mềm GIS, SurPad, LandStar, Magnet Field, Leica Captivate, Trimble Access',
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	(int) 8 => array(
		'Post' => array(
			'id' => '648',
			'name' => 'Lựa chọn phương án đo RTK phù hợp cho dự án của bạn!',
			'code' => null,
			'alias' => 'lua-chon-phuong-an-do-rtk-phu-hop-cho-du-an-cua-ban',
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			'type' => 'new',
			'shortdes' => '<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Bạn đang băn khoăn về việc lựa chọn phương &aacute;n đo RTK n&agrave;o ph&ugrave; hợp nhất cho dự &aacute;n của bạn. C&ugrave;ng tham khảo một v&agrave;i &yacute; kiến của ch&uacute;ng t&ocirc;i nh&eacute;!</span></span>',
			'content' => '<h2>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>I. </strong><span id="cke_bm_372S" style="display: none;">&nbsp;</span><span style="display: none;">&nbsp;</span>Một v&agrave;i so s&aacute;nh giữa&nbsp;</span></span><strong style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">phương &aacute;n đo&nbsp;Radio với&nbsp;phương &aacute;n đo <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">tr</span></span></strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">ạm</span></span>&nbsp;<strong style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">CORS</strong></h2>
<h3>
	<br />
	<strong style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">1. Về phương &aacute;n đo Radio</strong></h3>
<p>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">- Radio c&oacute; những ưu điểm nổi bật sau:<br />
	&nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp;+ Độ trễ thu thấp<br />
	&nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp;+ T&iacute;n hiệu đo khỏe hơn đối với những vị tr&iacute; kh&oacute;, rậm rạp<br />
	&nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp;+ Đạt độ ch&iacute;nh x&aacute;c cao hơn về cao độ<br />
	&nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp;+ Đo được ở những vị tr&iacute; kh&ocirc;ng c&oacute; s&oacute;ng 3G, kh&ocirc;ng phụ thuộc v&agrave;o mạng, c&oacute; thể hoạt động độc lập<br />
	- Nhược điểm:<br />
	&nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp;+ Phải đầu tư th&ecirc;m trạm Base<br />
	&nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp;+ Khoảng c&aacute;ch đo bị giới hạn hơn (b&aacute;n k&iacute;nh từ 10-15km)</span></span><br />
	&nbsp;</p>
<h3>
	<strong style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">2. Về phương &aacute;n đo trạm CORS</strong></h3>
<p>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">- Ưu điểm của trạm CORS:<br />
	&nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp;+ Chỉ cần đầu tư 01 m&aacute;y Rover<br />
	&nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp;+ Kh&ocirc;ng giới hạn khoảng c&aacute;ch, c&oacute; thể đo được mọi vị tr&iacute; c&oacute; s&oacute;ng 3G v&agrave; c&oacute; t&iacute;n hiệu trạm CORS phủ đến<br />
	- Nhược điểm của trạm CORS:<br />
	&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp; + T&iacute;n hiệu đo kh&ocirc;ng khỏe bằng đo Radio<br />
	&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp; + Độ ch&iacute;nh x&aacute;c về độ cao thấp hơn đo Radio<br />
	&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp; + Chỉ đo được ở khu vực c&oacute; s&oacute;ng 3G v&agrave; c&oacute; t&iacute;n hiệu trạm CORS<br />
	&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp; + Phải trả ph&iacute; (trong tương lai, hiện tại đang cho miễn ph&iacute;)</span></span></p>
<h2>
	<br />
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>II. T&igrave;nh h&igrave;nh ph&acirc;n bổ trạm CORS hiện nay</strong></span></span></h2>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Theo đ&aacute;nh gi&aacute; của kh&aacute;ch h&agrave;ng th&igrave; hiện nay hệ thống trạm CORS Cục tương đối ổn định, t&iacute;n hiệu rất tốt. V&ugrave;ng phủ s&oacute;ng cũng tương đối rộng. Tuy nhi&ecirc;n độ ch&iacute;nh x&aacute;c tốt chỉ nằm trong c&aacute;c khu vực c&oacute; s&oacute;ng mạng lưới VRS hoặc IMAX. Độ ch&iacute;nh x&aacute;c về độ cao cũng chưa được tốt lắm. Nếu c&ocirc;ng tr&igrave;nh ở mức độ kh&ocirc;ng y&ecirc;u cầu qu&aacute; cao về cao độ th&igrave; d&ugrave;ng rất ổn.<br />
<br />
Dưới đ&acirc;y l&agrave; sơ đồ ph&acirc;n bố hệ thống trạm CORS Cục bản đồ.</span></span><br />
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/he-thong-tram-cors-viet-nam-2020(1).jpg" style="width: 600px; height: 800px;" /><br />
&nbsp;<br />
&gt;&gt;&gt; Tr&ecirc;n đ&acirc;y l&agrave; một v&agrave;i ph&acirc;n t&iacute;ch về ưu, nhược điểm của hai phương &aacute;n. Để lựa chọn th&igrave; anh (chị) n&ecirc;n c&acirc;n nhắc dựa tr&ecirc;n c&aacute;c ph&acirc;n t&iacute;ch tr&ecirc;n. Cụ thể:</span></span><br />
<br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trường hợp nhu cầu c&ocirc;ng việc kh&ocirc;ng y&ecirc;u cầu qu&aacute; cao về độ ch&iacute;nh x&aacute;c cao độ (đo địa ch&iacute;nh, địa h&igrave;nh tỷ lệ nhỏ); c&ocirc;ng tr&igrave;nh ở khu vực kh&ocirc;ng qu&aacute; kh&oacute; khăn th&igrave; lựa chọn Rover đo trạm CORS l&agrave; một giải ph&aacute;p hợp l&yacute;</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trường hợp c&aacute;c c&ocirc;ng tr&igrave;nh, dự &aacute;n ở khu vực kh&oacute; khăn, kh&ocirc;ng c&oacute; mạng 3G, 4G, kh&ocirc;ng nằm trong v&ugrave;ng phủ s&oacute;ng trạm CORS; hoặc y&ecirc;u cầu độ ch&iacute;nh x&aacute;c cao về độ cao (khảo s&aacute;t tuyến giao th&ocirc;ng, thủy lợi, đo bản đồ địa h&igrave;nh tỷ lệ lớn),.. th&igrave; lựa chọn đo Radio sẽ ph&ugrave; hợp hơn.</span></span></li>
</ul>
<h2>
	<br />
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">III.&nbsp;<span style="color: rgb(51, 51, 51); text-align: justify;">Địa chỉ mua m</span>&aacute;y định&nbsp; vị vệ tinh GNSS RTK<span style="color: rgb(51, 51, 51); text-align: justify;">&nbsp;uy t&iacute;n</span></span></span></h2>
<br style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); font-family: arial; font-size: 13px; text-align: justify;" />
<span style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); font-family: arial; text-align: justify; font-size: 14px;"><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;">C&Ocirc;NG TY CP C&Ocirc;NG NGHỆ V&Agrave; TM TH&Agrave;NH ĐẠT chuy&ecirc;n nhập khẩu, cung cấp v&agrave; chuyển giao c&ocirc;ng nghệ c&aacute;c loại m&aacute;y định vị vệ tinh GNSS RTK của c&aacute;c h&atilde;ng <strong>Leica, Topcon, Sokkia, E-Survey, Hi- Target, Foif,....</strong>&nbsp;phục vụ c&ocirc;ng t&aacute;c khảo s&aacute;t, đo vẽ bản đồ uy t&iacute;n l&acirc;u năm tr&ecirc;n to&agrave;n quốc. C&aacute;c loại m&aacute;y định vị vệ tinh GNSS RTk m&agrave; ch&uacute;ng t&ocirc;i ph&acirc;n phối phong ph&uacute; về chủng loại, đa dạng về mẫu m&atilde; ph&ugrave; hợp với từng đối tượng kh&aacute;ch h&agrave;ng.</span></span><br />
<br />
<span style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); font-family: arial; text-align: justify; font-size: 14px;"><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;">Với hơn 20 năm kinh nghiệm c&ugrave;ng</span></span><span style="color: rgb(51, 51, 51); font-family: arial; font-size: 13px; text-align: justify;">&nbsp;</span><span style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); font-family: arial; text-align: justify; font-size: 14px;"><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;">đội ngũ nh&acirc;n vi&ecirc;n, kỹ thuật vi&ecirc;n năng động, c&oacute; tr&igrave;nh độ cao&nbsp;</span></span><span style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); text-align: justify; font-family: tahoma, geneva, sans-serif; font-size: 14px;">ch&uacute;ng t&ocirc;i&nbsp;tự h&agrave;o v&agrave; tin tưởng Qu&yacute; kh&aacute;ch h&agrave;ng sẽ h&agrave;i l&ograve;ng khi sử dụng c&aacute;c sản phẩm v&agrave; dịch vụ do ch&uacute;ng t&ocirc;i cung cấp.</span><br style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); font-family: arial; font-size: 13px; text-align: justify;" />
<br style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); font-family: arial; font-size: 13px; text-align: justify;" />
<div style="margin: 0px; padding: 0px; line-height: 20px;">
	<u style="font-family: tahoma, geneva, sans-serif; color: rgb(51, 51, 51); font-size: 14px; text-align: justify; margin: 0px; padding: 0px;"><strong style="margin: 0px; padding: 0px;">Li&ecirc;n hệ:&nbsp;</strong></u></div>
<br style="margin: 0px; padding: 0px;" />
<span style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); font-family: arial; text-align: justify; font-size: 14px;"><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;">Số 50 L&aacute;ng Hạ, Đống Đa, H&agrave; Nội<br style="margin: 0px; padding: 0px;" />
Số 5/161 Nguyễn Tu&acirc;n. Thanh Xu&acirc;n, H&agrave; Nội<br style="margin: 0px; padding: 0px;" />
Tel: 024.37764930<br style="margin: 0px; padding: 0px;" />
Hotline: 0913051734 (call/imesage/zalo)<br style="margin: 0px; padding: 0px;" />
Website:&nbsp;<a href="http://www.tracdiathanhdat.vn/?fbclid=IwAR3altI5BIG46Mm2_6oxBl-TQxXGfXGEm4M1GUGsoDeNELr3WrYUlO7g2jk" style="margin: 0px; padding: 0px; color: rgb(74, 75, 75); text-decoration-line: none; transition: color 0.2s linear 0s; font-size: 13px;" target="_blank">www.tracdiathanhdat.vn</a><br style="margin: 0px; padding: 0px;" />
Email: tracdiathanhdat@gmail.com</span></span><br style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); font-family: arial; font-size: 13px; text-align: justify;" />
<span style="color: rgb(51, 51, 51); font-family: arial; font-size: 13px; text-align: justify;">&nbsp;</span><br style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); font-family: arial; font-size: 13px; text-align: justify;" />
<span style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); font-family: arial; text-align: justify; font-size: 14px;"><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;"><strong style="margin: 0px; padding: 0px;">@ Lu&ocirc;n&nbsp;đồng h&agrave;nh c&ugrave;ng bạn!</strong></span></span><br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">&nbsp;</span></span>',
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			'title_seo' => 'tin tức trắc địa, cập nhật xu hướng đo đạc mới, công nghệ đo đạc, thiết bị đo đạc hiện đại, mẹo kỹ thuật trắc địa, sai số đo đạc, hệ tọa độ VN-2000, GNSS, RTK, GPS trắc địa, phần mềm trắc địa, phần mềm GIS, SurPad, LandStar, Magnet Field, Leica Captivate, Trimble Access',
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			'meta_des' => 'phần mềm máy đo đạc, phần mềm GIS, phần mềm trút dữ liệu',
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	(int) 9 => array(
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			'id' => '644',
			'name' => 'GNSS RTK',
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			'shortdes' => '<span style="font-family:tahoma,geneva,sans-serif;"><span style="box-sizing: border-box; margin: 0px; padding: 0px; border: 0px; background-image: initial; background-position: 0px 0px; background-size: initial; background-repeat: initial; background-attachment: initial; background-origin: initial; background-clip: initial; outline: 0px; vertical-align: top; color: rgb(0, 0, 0); font-size: 14px; text-align: justify; font-weight: 700 !important;">GNSS RTK</span><span style="color: rgb(0, 0, 0); font-size: 14px; text-align: justify;">&nbsp;được biết đến l&agrave; thiết bị d&ugrave;ng trong c&ocirc;ng t&aacute;c trắc địa gi&uacute;p hỗ trợ qu&aacute; tr&igrave;nh khảo s&aacute;t địa h&igrave;nh. Với khả năng tự động vẽ v&agrave; lưu lại c&aacute;c khu vực khảo s&aacute;t gi&uacute;p nhanh ch&oacute;ng ho&agrave;n thiện c&aacute;c bản vẽ đầy đủ, ch&iacute;nh x&aacute;c với c&aacute;c th&ocirc;ng số kỹ thuật cần thiết. Đ&acirc;y l&agrave; thiết bị hỗ trợ đắc lực cho những người l&agrave;m c&ocirc;ng t&aacute;c trắc địa để c&oacute; thể ho&agrave;n th&agrave;nh c&ocirc;ng việc nhanh ch&oacute;ng, tiết kiệm thời gian v&agrave; chi ph&iacute; với độ ch&iacute;nh x&aacute;c cao.</span></span>',
			'content' => '<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tr&ecirc;n thị trường hiện nay c&oacute; rất nhiều d&ograve;ng m&aacute;y GNSS RTK với&nbsp;sự đa dạng về kiểu d&aacute;ng thiết kế, c&aacute;c t&iacute;nh năng cũng như k&iacute;ch thước cho kh&aacute;ch h&agrave;ng lựa chọn. Với mỗi sản phẩm sẽ c&oacute; những đặc t&iacute;nh cũng như c&ocirc;ng năng ri&ecirc;ng ph&ugrave; hợp với nhu cầu sử dụng của từng đối tượng kh&aacute;ch h&agrave;ng cũng như t&iacute;nh chất c&ocirc;ng việc. C&ugrave;ng t&igrave;m hiểu&nbsp;ưu v&agrave; nhược&nbsp;điểm của m&aacute;y GNSS RTK&nbsp;để c&oacute; c&aacute;i nh&igrave;n tổng quan về n&oacute; trước khi bạn lựa chọn&nbsp;đầu tư cho dự&nbsp;&aacute;n của m&igrave;nh.</span></span><br />
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> <strong>Ưu điểm nổi bật của&nbsp;m&aacute;y GNSS RTK&nbsp;</strong><br />
<br />
Đảm bảo độ ch&iacute;nh x&aacute;c cao nhất trong qu&aacute; tr&igrave;nh l&agrave;m việc. Đối với c&ocirc;ng t&aacute;c trắc địa th&igrave; độ ch&iacute;nh x&aacute;c l&agrave; th&ocirc;ng số quan trọng nhất cần hướng tới trong qu&aacute; tr&igrave;nh l&agrave;m việc do đ&oacute; c&aacute;c thiết bị hỗ trợ cũng cần tối ưu h&oacute;a được yếu tố n&agrave;y. Với việc &aacute;p dụng c&ocirc;ng nghệ RTK cũng như CORS&nbsp;Network c&aacute;c mẫu m&aacute;y n&agrave;y đảm bảo mang đến c&aacute;c th&ocirc;ng số chuẩn nhất để cung cấp dữ liệu cho qu&aacute; tr&igrave;nh vẽ cũng như h&igrave;nh th&agrave;nh c&aacute;c dữ liệu chung.<br />
&nbsp;<br />
Trong việc sử dụng c&ocirc;ng nghệ GNSS th&igrave; CORS l&agrave; trạm tham chiếu hoạt động li&ecirc;n tục để tạo sự li&ecirc;n kết c&aacute;c thiết bị với đường truyền t&iacute;n hiệu. C&ocirc;ng nghệ n&agrave;y gi&uacute;p khoảng c&aacute;ch tối&nbsp;đa giữa trạm gốc v&agrave; m&aacute;y định vị GNSS được thiết lập khoảng 10 - 15km,&nbsp; gi&uacute;p tăng khoảng c&aacute;ch cho hoạt động của m&aacute;y. Điều n&agrave;y gi&uacute;p giảm nh&acirc;n c&ocirc;ng cũng như chi ph&iacute; trong qu&aacute; tr&igrave;nh l&agrave;m việc.<br />
<br />
Với thiết kế nhỏ gọn, dễ d&agrave;ng di chuyển gi&uacute;p mang đến sự tiện lợi tối đa trong qu&aacute; tr&igrave;nh sử dụng.&nbsp;<br />
<br />
Một ưu điểm phải kế đến của loại m&aacute;y GNSS RTK đ&oacute; l&agrave; việc t&iacute;ch hợp nhiều t&iacute;nh năng th&ocirc;ng minh trong c&ugrave;ng thiết bị. C&aacute;c t&iacute;nh năng điều khiển bằng giọng n&oacute;i, bảng điều khiển điện tử, việc thay đổi k&iacute;ch thước m&aacute;y được t&iacute;ch hợp &hellip;gi&uacute;p dễ d&agrave;ng sử dụng cũng như c&oacute; thể thực hiện được nhiều chức năng kh&aacute;c nhau c&ugrave;ng l&uacute;c.<br />
<br />
Bộ nhớ trong lớn gi&uacute;p tăng khả năng lưu trữ th&ocirc;ng tin c&ugrave;ng với đ&oacute; l&agrave; khả năng kết nối với m&aacute;y t&iacute;nh, điện thoại, bluetooth hay 3G, 4G gi&uacute;p n&acirc;ng cao tối đa được c&aacute;c c&ocirc;ng năng cũng như sự tiện lợi trong qu&aacute; tr&igrave;nh sử dụng.<br />
&nbsp;<br />
Khả năng kết nối với c&aacute;c thiết bị kh&aacute;c tối ưu c&ugrave;ng với hệ thống CORS.<br />
<br />
Với chất liệu cao cấp c&oacute; khả năng chống va đập cũng như hạn chế tối đa c&aacute;c t&aacute;c động của c&aacute;c yếu tố b&ecirc;n ngo&agrave;i gi&uacute;p mang đến sản phẩm bền đẹp l&acirc;u d&agrave;i theo thời gian sử dụng.<br />
<br />
<img alt="" src="/admin/webroot/upload/image/images/phân phối máy định vị vệ tinh 2 tần số rtk (1).png" style="width: 850px; height: 604px;" /><br />
<br />
<strong>Nhược điểm của m&aacute;y GNSS RTK</strong><br />
<br />
Hiện nay,&nbsp;m&aacute;y GPS &ndash;GNSS RTK&nbsp;chất lượng d&ugrave; đ&atilde; được t&iacute;ch hợp đầy đủ c&aacute;c t&iacute;nh năng nhưng để c&oacute; được độ ch&iacute;nh x&aacute;c tuyệt đối c&ugrave;ng với vi</span>ệc</span>&nbsp;<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">thực hiện th&ecirc;m nhiều c&ocirc;ng việc kh&aacute;c c&aacute;c bạn cần phải c&oacute; sự kết nối th&ecirc;m c&aacute;c thiết bị kh&aacute;c để sử dụng.<br />
<br />
Giới hạn l&agrave;m việc của m&aacute;y trong một phạm vi nhất định cũng l&agrave; một kh&oacute; khăn trong qu&aacute; tr&igrave;nh sử dụng. Do đ&oacute;, cần t&igrave;m hiểu đầy đủ c&aacute;c th&ocirc;ng số của m&aacute;y trước khi lựa chọn để ph&ugrave; hợp với đặc điểm c&ocirc;ng việc.<br />
<br />
Gi&aacute; th&agrave;nh cao cũng l&agrave; một nhược điểm cần t&iacute;nh đến khi quyết định đầu tư.&nbsp;<br />
<br />
<img alt="" src="/admin/webroot/upload/image/images/Máy RTK.png" style="width: 850px; height: 680px;" /><br />
<br />
</span></span>',
			'images' => '2021081816133230412c34d3b16d2ec66a3d1eba4d0d89.jpg',
			'images_multi' => '',
			'pos' => null,
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			'title_seo' => 'Máy RTK',
			'meta_key' => 'Máy RTK, máy định vị vệ tinh RTK, máy GPS RTK, máy định vị vệ tinh GNSS RTK, máy RTK giá rẻ, máy RTK tốt nhất',
			'meta_des' => 'Chuyên cung cấp máy định vị vệ tinh GPS RTK, máy thủy bình, máy toàn đạc điện tử, UAV, ống nhòm, máy định vị GPS cầm tay, ... chính hãng, uy tín, giá tốt hàng đầu tại Việt Nam! Hotline: 0913051734!',
			'created' => '2021-08-18',
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			'status' => '1',
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			'name' => 'Blogs',
			'parent_id' => null,
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			'images' => '',
			'lft' => '103',
			'rght' => '104',
			'pos' => '5',
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			'title_seo' => 'tin tức trắc địa, cập nhật xu hướng đo đạc mới, công nghệ đo đạc, thiết bị đo đạc hiện đại, mẹo kỹ thuật trắc địa, sai số đo đạc, hệ tọa độ VN-2000, GNSS, RTK, GPS trắc địa, phần mềm trắc địa, phần mềm GIS, SurPad, LandStar, Magnet Field, Leica Captivate, Trimble Access',
			'meta_key' => 'tin tức trắc địa, cập nhật xu hướng đo đạc mới, công nghệ đo đạc, thiết bị đo đạc hiện đại, mẹo kỹ thuật trắc địa, sai số đo đạc, hệ tọa độ VN-2000, GNSS, RTK, GPS trắc địa, phần mềm trắc địa, phần mềm GIS, SurPad, LandStar, Magnet Field, Leica Captivate, Trimble Access',
			'meta_des' => 'phần mềm máy đo đạc, phần mềm GIS, phần mềm trút dữ liệu',
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)
$detailNews = array(
	'Post' => array(
		'id' => '721',
		'name' => 'Định vị công trình bằng máy toàn đạc điện tử',
		'code' => null,
		'alias' => 'dinh-vi-cong-trinh-bang-may-toan-dac-dien-tu',
		'cat_id' => '40',
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		'shortdes' => '<p style="margin: 0in 0in 15.6pt; text-align: justify; background-image: initial; background-position: initial; background-size: initial; background-repeat: initial; background-attachment: initial; background-origin: initial; background-clip: initial;">
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="color: rgb(51, 51, 51);">Định vị thi c&ocirc;ng c&ocirc;ng tr&igrave;nh l&agrave; c&ocirc;ng t&aacute;c trắc địa nhằm x&aacute;c định vị tr&iacute; mặt&nbsp;<span style="box-sizing: border-box; touch-action: manipulation; color: rgb(51, 72, 98);">bằng</span>&nbsp;của c&aacute;c điểm, c&aacute;c đường thẳng, c&aacute;c điểm chi tiết của c&ocirc;ng tr&igrave;nh x&acirc;y dựng tr&ecirc;n đất liền cũng như tr&ecirc;n mặt nước theo đ&uacute;ng thiết kế.</span></span></span><span style="font-size:11.5pt;
font-family:Montserrat;color:#333333"><o:p></o:p></span></p>
',
		'content' => '<h2>
	<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>I. T&igrave;m hiểu về định vị thi c&ocirc;ng c&ocirc;ng tr&igrave;nh&nbsp;</strong></span></span></span></h2>
<br />
<p>
	<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Định vị thi c&ocirc;ng c&ocirc;ng tr&igrave;nh l&agrave; c&ocirc;ng t&aacute;c trắc địa nhằm x&aacute;c định vị tr&iacute; mặt&nbsp;bằng&nbsp;của c&aacute;c điểm, c&aacute;c đường thẳng, c&aacute;c điểm chi tiết của c&ocirc;ng tr&igrave;nh x&acirc;y dựng tr&ecirc;n đất liền cũng như tr&ecirc;n mặt nước theo đ&uacute;ng thiết kế.<br />
	<br />
	Định vị c&ocirc;ng tr&igrave;nh bằng m&aacute;y to&agrave;n đạc c&oacute; thể hiểu l&agrave; thao t&aacute;c sử dụng m&aacute;y to&agrave;n đạc để khảo s&aacute;t, x&aacute;c định vị tr&iacute; tọa độ c&ocirc;ng tr&igrave;nh chi tiết, nhanh ch&oacute;ng v&agrave; ch&iacute;nh x&aacute;c. C&aacute;c kỹ sư sẽ nhập c&aacute;c tham số tr&ecirc;n bản vẽ v&agrave;o m&aacute;y. Sau đ&oacute;, c&aacute;c thuật to&aacute;n của m&aacute;y to&agrave;n đạc sẽ xử l&yacute; những số liệu n&agrave;y. Cuối c&ugrave;ng, m&aacute;y to&agrave;n đạc&nbsp;sẽ khảo s&aacute;t, x&aacute;c định chi tiết v&agrave; x&aacute;c thực những vị tr&iacute; điểm ra thực địa.&nbsp;<br />
	<br />
	Chỉ cần tr&iacute;ch xuất những vị tr&iacute; tọa độ ch&iacute;nh x&aacute;c điểm tr&ecirc;n bản vẽ sang&nbsp;<strong><a href="https://tracdiathanhdat.vn/may-toan-dac-dien-tu">m&aacute;y to&agrave;n đạc điện tử</a> , </strong>&nbsp;m&aacute;y sẽ xử l&yacute; c&aacute;c th&ocirc;ng số n&agrave;y. Sau đ&oacute;, m&aacute;y triển khai vị tr&iacute; những tim trục tr&ecirc;n bản đồ l&ecirc;n thực địa. Nhờ vậy, sẽ định vị được x&aacute;c thực tim trục của nền m&oacute;ng cho những bước thi c&ocirc;ng tiếp theo.</span></span></span></p>
<p style="text-align: center;">
	<br />
	<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/dinh-vi-cong-trinh-bang-may-toan-dac.jpg" style="width: 620px; height: 360px;" /></span></span></span></p>
<h2>
	<br />
	<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>II. Phương ph&aacute;p thực hiện định vị c&ocirc;ng tr&igrave;nh bằng m&aacute;y to&agrave;n đạc điện tử</strong></span></span></span></h2>
<p style="text-align: center;">
	<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">&nbsp; &nbsp; &nbsp;&nbsp;<img alt="" 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" style="height: 411px; width: 620px;" /></span></span></span></p>
<p style="text-align: center;">
	<em><span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">&nbsp; &nbsp; &nbsp;Bản vẽ mặt bằng mộtt nh&agrave; xưởng</span></span></span></em><br />
	&nbsp;</p>
<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Reference Line (Định ᴠị c&ocirc;ng tr&igrave;nh theo đường chuẩn l&agrave; đường thẳng): một đường chuẩn c&oacute; thể được х&aacute;c định bằng c&aacute;ch tham chiếu tới 1 đường thẳng gốc đ&atilde; biết.&nbsp;<br />
<br />
1. X&aacute;c định đường gốc<br />
<br />
Một đường gốc được gắn ᴠới 2 điểm gốc ᴠ&agrave; được х&aacute;c định theo 3 c&aacute;ch: Đo đến điểm gốc; Nhập toạ độ bằng taу; Gọi điểm từ bộ nhớ.<br />
<br />
a) Đo tới điểm gốc. Nhập t&ecirc;n điểm <strong>PtID</strong> ᴠ&agrave; đo bằng ph&iacute;m&nbsp;<br />
b) Với điểm gốc đ&atilde; biết toạ độ t&igrave;m kiếm điểm <strong>PtID</strong> trong bộ nhớ. Nhập toạ độ bằng taу. Hiển thị những điểm ѕẵn trong m&aacute;у.<br />
&nbsp; &nbsp; (1) Điểm gốc trang bị 1&nbsp;<br />
&nbsp; &nbsp; (2) Điểm gốc thứ hai.<br />
&nbsp; &nbsp; (3) Đường gốc.<br />
&nbsp; &nbsp; (4) Đường chuẩn.<br />
<br />
2. Dịch chuуển/Quaу đường gốc<br />
Đường gốc được dịch chuуển ѕong ѕong, chiều dọc, chiều đứng hoặc l&agrave; quaу. Tất cả c&aacute;c kết quả đo ѕau đ&oacute; ѕẽ ảnh hưởng đến đường chuẩn.<br />
&nbsp; &nbsp; <strong>BP</strong>: Điểm gốc.<br />
&nbsp; &nbsp; <strong>BL</strong>: Đường gốc.<br />
&nbsp; &nbsp; <strong>RP</strong>: Điểm chuẩn.<br />
&nbsp; &nbsp; <strong>RL</strong>: Đường chuẩn.<br />
&nbsp; &nbsp; <strong>Off</strong>: Dịch chuуển ѕong ѕong.<br />
&nbsp; &nbsp; <strong>L</strong>: Dịch chuуển theo chiều dọc.<br />
&nbsp; &nbsp; <strong>R</strong>: Th&ocirc;ng ѕố quaу.<br />
<br />
Nhập th&ocirc;ng ѕố: Sử dụng ph&iacute;m n&agrave;у để chuуển con trỏ đến trường th&ocirc;ng ѕố bắt buộc nhập.&nbsp;Ta c&oacute; thể nhập c&aacute;c th&ocirc;ng ѕố như ѕau:<br />
&nbsp; &nbsp; <strong>Offѕet</strong>: Dịch chuуển đường chuẩn ѕong ѕong ᴠề ph&iacute;a b&ecirc;n cần của đường gốc, ᴠ&agrave;o hướng của đường gốc (BP1-BP2).<br />
&nbsp; &nbsp; <strong>Line</strong>: Dịch chuуển đường chuẩn theo chiều dọc t&iacute;nh từ điểm gốc trước ti&ecirc;n theo hướng từ điểm gốc đầu ti&ecirc;n tới điểm gốc vật dụng hai.<br />
&nbsp; &nbsp; <strong>Rotate</strong>: Quaу đường chuẩn theo chiều kim đồng hồ хung quanh điểm gốc.<br />
&nbsp; &nbsp; <strong>Height</strong>: Đường chuẩn cao hơn đường gốc.<br />
&nbsp; &nbsp; <strong>Ref.Hgt:Point1:</strong> Ch&ecirc;nh cao ѕo ᴠới điểm gốc chuẩn nhất.<br />
&nbsp; &nbsp; <strong>Point 2</strong>: Ch&ecirc;nh cao ѕo ᴠới điểm gốc chuẩn hai.<br />
&nbsp; &nbsp; <strong>Interpolated:</strong> Ch&ecirc;nh cao dọc theo đường chuẩn.<br />
&nbsp; &nbsp; <strong>No height</strong>: Ch&ecirc;nh cao kh&ocirc;ng được t&iacute;nh to&aacute;n ᴠ&agrave; hiển thị.<br />
<br />
3. Tiến h&agrave;nh đo hoặc chuуển ѕang chế độ chuуển điểm bề ngo&agrave;i ra thực địa. Tiến h&agrave;nh đo đến điểm đ&iacute;ch. Chuуển ѕang chế độ chuуển điểm bề ngo&agrave;i ra thực địa.<br />
<br />
4. Ứng dụng tương trợ &ldquo;Line&amp;Offѕet&rdquo;:&nbsp;t&iacute;nh to&aacute;n ra ᴠị tr&iacute; của điểm đo ѕo ᴠới đường chuẩn bằng c&aacute;ch hiển thị c&aacute;c lệch dọc trục, lệch ngang, ch&ecirc;nh cao&hellip;<br />
&nbsp;</span></span></span><br />
<p style="box-sizing: border-box; margin-bottom: 1.3em; margin-top: 0px; color: rgb(66, 66, 66); font-family: Roboto, sans-serif; font-size: 15px; text-align: justify;">
	<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trắc đạc c&ocirc;ng tr&igrave;nh hay đo đạc c&ocirc;ng tr&igrave;nh l&agrave; khảo s&aacute;t v&agrave; khai triển bản vẽ thiết kế của c&ocirc;ng tr&igrave;nh ra thực địa, d&ugrave;ng cho thi c&ocirc;ng v&agrave; gi&aacute;m s&aacute;t x&acirc;y dựng c&ocirc;ng tr&igrave;nh đ&uacute;ng bản vẽ thiết kế. Quan trắc dịch chuyển của c&ocirc;ng tr&igrave;nh ra thực địa, chuy&ecirc;n dụng cho thi c&ocirc;ng v&agrave; gi&aacute;m s&aacute;t x&acirc;y dựng c&ocirc;ng tr&igrave;nh đ&uacute;ng bản vẽ thiết kế. C&ocirc;ng cụ đo bằng những mẫu m&aacute;y đo đạc như m&aacute;y kinh vĩ, m&aacute;y thủy b&igrave;nh,m&aacute;y đo khoảng c&aacute;ch laser, m&aacute;y to&agrave;n đạc điện tử&nbsp;&hellip;&nbsp;</span></span></span></p>
<p style="box-sizing: border-box; margin-bottom: 1.3em; margin-top: 0px; color: rgb(66, 66, 66); font-family: Roboto, sans-serif; font-size: 15px; text-align: justify;">
	<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Nhiệm vụ chủ đạo của c&ocirc;ng t&aacute;c trắc địa trong x&acirc;y dựng l&agrave; đảm bảo cho c&ocirc;ng tr&igrave;nh được x&acirc;y dựng đ&uacute;ng k&iacute;ch thước h&igrave;nh học v&agrave; đ&uacute;ng vị tr&iacute; thiết kế. Chỉ khi hai y&ecirc;u cầu n&agrave;y được đ&aacute;p ứng th&igrave; c&ocirc;ng tr&igrave;nh mới mang thể vận h&agrave;nh an to&agrave;n.&nbsp;</span></span></span></p>
<h2 style="box-sizing: border-box; margin-bottom: 1.3em; margin-top: 0px; color: rgb(66, 66, 66); font-family: Roboto, sans-serif; font-size: 15px; text-align: justify;">
	<span style="font-weight: var(--h2_typography-font-weight); font-family: tahoma, geneva, sans-serif; font-size: 14px; color: rgb(0, 0, 0);">III. Những thiết bị được sử dụng trong định vị thi c&ocirc;ng c&ocirc;ng tr&igrave;nh</span></h2>
<ul style="box-sizing: border-box; color: rgb(73, 73, 73); font-family: &quot;Open Sans&quot;, Arial, Helvetica, sans-serif; font-size: 15px;">
	<li style="box-sizing: border-box;">
		<span style="color:#ff0000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><a href="https://tracdiathanhdat.vn/may-thuy-binh-tu-dong"><strong>M&aacute;y thủy b&igrave;nh tự động, m&aacute;y thủy b&igrave;nh điện tử</strong></a></span></span></span><span style="color:#000080;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">:</span></span></span><span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> X&aacute;c định cao độ, dẫn mốc cao độ, đo ch&ecirc;nh cao, quan trắc l&uacute;n&hellip;</span></span></span></li>
</ul>
<ul style="box-sizing: border-box; color: rgb(73, 73, 73); font-family: &quot;Open Sans&quot;, Arial, Helvetica, sans-serif; font-size: 15px;">
	<li style="box-sizing: border-box;">
		<span style="color:#000080;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="box-sizing: border-box; font-weight: bolder;"><a href="https://tracdiathanhdat.vn/may-toan-dac-dien-tu">M&aacute;y to&agrave;n đạc điện tử</a></span></span></span></span><span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="box-sizing: border-box; font-weight: bolder;">:</span>&nbsp;Bố tr&iacute; tr&iacute; tọa độ thiết kế ra thực địa; t&iacute;nh to&aacute;n khoảng c&aacute;ch ngang, đứng, g&oacute;c phương vị của đường, tọa độ điểm, diện t&iacute;ch v&agrave; bố tr&iacute; đường thẳng, đường cong; dẫn lưới lập mốc đường chuyền&hellip;</span></span></span></li>
</ul>
<ul style="box-sizing: border-box; color: rgb(73, 73, 73); font-family: &quot;Open Sans&quot;, Arial, Helvetica, sans-serif; font-size: 15px;">
	<li style="box-sizing: border-box;">
		<span style="color:#000080;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="box-sizing: border-box; font-weight: bolder;"><a href="https://tracdiathanhdat.vn/may-dinh-vi-ve-tinh-gps-2-tan-so-rtk">M&aacute;y định vị GNSS</a></span></span></span></span><span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="box-sizing: border-box; font-weight: bolder;">:</span>&nbsp;Khảo s&aacute;t th&agrave;nh lập lưới khống chế tọa độ; bố tr&iacute; điểm phục vụ cho c&ocirc;ng t&aacute;c chuyển điểm thiết kế ra thực địa; giao hội, bố tr&iacute; đường cong, t&iacute;nh diện t&iacute;ch&hellip;</span></span></span></li>
</ul>
<p style="box-sizing: border-box; margin-bottom: 1.3em; margin-top: 0px; color: rgb(66, 66, 66); font-family: Roboto, sans-serif; font-size: 15px; text-align: center;">
	<span style="color:#000000;"><img alt="" src="/admin/webroot/upload/image/images/Banner (665 × 295 px) (31).png" style="width: 665px; height: 295px;" /></span></p>
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		'title_seo' => 'tin tức trắc địa, cập nhật xu hướng đo đạc mới, công nghệ đo đạc, thiết bị đo đạc hiện đại, mẹo kỹ thuật trắc địa, sai số đo đạc, hệ tọa độ VN-2000, GNSS, RTK, GPS trắc địa, phần mềm trắc địa, phần mềm GIS, SurPad, LandStar, Magnet Field, Leica Captivate, Trimble Access',
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	'id' => '1',
	'name' => 'Công ty CP Công nghệ và Thương mại Thành Đạt',
	'title' => 'Chuyên phân phối máy đo đạc, trắc địa: Máy GPS RTK, máy thủy bình, máy toàn đạc, máy scanner, UAV chính hãng (LEICA, TOPCON, NIKON, TRIMPLE, SOKKIA, DJI, PENTAX, GARMIN,...)',
	'address_eng' => '',
	'address' => '<p>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong><u>Văn ph&ograve;ng</u></strong></span></span><span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">: Số 157&nbsp;Đặng Văn Ngữ, Phường Kim Li&ecirc;n, H&agrave; Nội</span></span></p>
<p>
	<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">MST:<strong><a href="javascript: void(0)" style="font-size:11px;"><span style="color:#ffffff;"> 0103764857 </span></a></strong>do Sở KHĐT TP. H&agrave; Nội cấp ng&agrave;y 28-04-2009<br />
	Điện thoại:&nbsp;<a href="javascript: void(0)" style="font-family: tahoma, geneva, sans-serif;font-size:11px;"><span style="color: rgb(255, 255, 255);"><strong style="font-family: arial, helvetica, sans-serif;">(</strong><strong style="font-family: arial, helvetica, sans-serif;">024) 3776 4930</strong></span></a></span></span></p>
<div>
	<p>
		<strong style="font-size: 14px; font-family: tahoma, geneva, sans-serif;"><u>Cửa h&agrave;ng</u></strong><span style="font-size: 14px; font-family: tahoma, geneva, sans-serif;">:</span></p>
</div>
<p>
	<span style="font-family: tahoma, geneva, sans-serif;">- <span style="font-size:12px;">Số <strong><span style="font-size:14px;">145 </span></strong></span></span><span style="font-size:12px;"><span style="font-family: tahoma, geneva, sans-serif;">L&aacute;ng Hạ, Phường L&aacute;ng Hạ, H&agrave; Nội</span></span></p>
<p>
	<span style="font-size:12px;"><span style="font-family: tahoma, geneva, sans-serif;">- Số 5/161 Nguyễn Tu&acirc;n, Phường Thanh Xu&acirc;n, H&agrave; Nội</span></span><br />
	<br />
	&nbsp;</p>
',
	'contactinfo_eng' => '',
	'taikhoan' => '<strong><span style="color:#04529a;">Số T&agrave;i&nbsp; khoản c&aacute;c ng&acirc;n h&agrave;ng của c&ocirc;ng ty T&acirc;n &Aacute;</span></strong><br />
<br />
1. 13022-0506-5430 - Nguyễn Văn Hiệu - Agribank - CN Trung Y&ecirc;n, HN<br />
2. 0011-00404-0367 - Nguyễn Văn Hiệu - Vietcombank - CN Sở Giao dịch, HN<br />
3. 711A-6202-9713 - Nguyễn Văn Hiệu - Vietinbank - CN Thanh Xu&acirc;n, HN<br />
4. 190-256-018-210-13 - Nguyễn Văn Hiệu - Techcombank, H&agrave; Nội<br />
5. 1231-0000-368-767 - Nguyễn Văn Hiệu - BIDV CN Quang Trung, H&agrave; Nội',
	'contactinfo' => '<div dir="rtl" style="text-align: left;">
	<u style="font-family: tahoma, geneva, sans-serif; font-size: 14px;"><strong>Văn Ph&ograve;ng</strong></u></div>
<div style="">
	<br />
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Địa chỉ:&nbsp; Số 157 Đặng Văn Ngữ, Phường Kim Li&ecirc;n, H&agrave; Nội, Việt Nam<br />
	Tel:&nbsp; &nbsp; &nbsp; &nbsp; (024) 3776 4930 &nbsp; &nbsp;<br />
	Fax:&nbsp; &nbsp; &nbsp; &nbsp;(024) 3776 5908<br />
	Email:&nbsp; &nbsp; thanhdatsurvey.JSC@gmail.com/ tracdiathanhdat@gmail.com<br />
	Hotline:&nbsp; <strong>0913 051 734</strong><br />
	<br />
	<strong><u>C</u></strong><strong><u>ửa h&agrave;ng</u></strong></span></span><br />
	<br />
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">- Số 145 L&aacute;ng Hạ, Phường L&aacute;ng Hạ, H&agrave; Nội</span></span><br />
	<img alt="" src="data:image/png;base64,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" style="height: 12px; width: 16px;" /><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">&nbsp;<strong>0942 288 388</strong></span><br />
	&nbsp;</div>
<div style="">
	<span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">- Số 5/161 Nguyễn Tu&acirc;n, Phường Thanh Xu&acirc;n, H&agrave; Nội</span></div>
<div style="">
	<img alt="" src="data:image/png;base64,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" style="height: 12px; width: 16px;" /><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">&nbsp;<strong>0949 322 456</strong></span></div>
<div style="">
	<br />
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong><u>VPĐD tại Tp. Hồ Ch&iacute; Minh</u></strong><br />
	<br />
	- 1/56 Nguyễn Th&aacute;i Sơn, Phường Hạnh Th&ocirc;ng, Hồ Ch&iacute; Minh</span></span><br />
	<img alt="" src="data:image/png;base64,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" style="height: 12px; width: 16px;" /><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">&nbsp;<strong>0904 925 936</strong></span></div>
',
	'telephone' => '01659 014592',
	'hotline' => '0913051734',
	'email' => 'tracdiathanhdat@yahoo.com',
	'url' => '',
	'meta_key' => 'Leica Geosystems, Máy RTK, máy định vị GPS, GNSS, vngeonet, máy laser, thước đo, Yamayo, máy toàn đạc điện tử, máy toàn đạc robotic, máy toàn đạc tự động, Leica, Sokkia, Nikon, Trimple, Nikon, Spectra, Topcon, ống nhòm, máy bộ đàm, thước đo Yamayo, Máy toàn đạc điện tử, Máy toàn đạc Leica, Máy toàn đạc Sokkia, máy toàn đạc Nikon, Máy toàn đạc Geomax,	Máy toàn đạc Topcon, Máy toàn đạc Trimble, Máy thủy bình tự động, Máy thủy bình leica, Máy thủy bình sokkia, Máy thủy bình Nikon, Máy thủy bình Topcon, Máy thủy bình pentax, Máy thủy bình điện tử, Máy cân bằng laser, Máy kinh vĩ nikon, Máy kinh vĩ Topcon, Máy kinh vĩ sokkia, Máy kinh vĩ geomax, Máy cân bằng laser sabaru, Máy cân bằng laser sincon, Máy cân bằng laser fukuda, Máy cân bằng laser acuza, Máy đo khoảng cách laser leica, Máy đo khoảng cách laser sincon, Máy đo khoảng cách laser bosch, Máy định vị gps 2 tần, Máy định vị gps cầm tay, Máy đo sâu, Máy bộ đàm, Phụ kiện trắc địa, Máy định vị GPS RTK GNSS, Máy định vị GPS RTK Trimble, Máy định vị GPS RTK Sokkia, Máy định vị GPS RTK Sanding, Máy định vị GPS RTK CHC, Máy định vị GPS RTK Comnav, Máy định vị GPS RTK Efix, Máy định vị GPS RTK FOIF, Máy định vị GPS RTK Geomax, Máy định vị GPS RTK Topcon, Máy định vị GPS RTK Nikon, Máy định vị GPS RTK South, Máy định vị GPS RTK Ruide, Máy định vị GPS RTK Kolida, Máy định vị GPS RTK Leica, máy định vị điểm, đo đạc, khảo sát, bản đồ, RINEX, CORS, ',
	'meta_des' => 'Chuyên cung cấp máy định vị vệ tinh GNSS RTK, máy thủy bình, máy toàn đạc, máy laser, máy GPS cầm tay, UAV, ống nhòm (LEICA, TOPCON, NIKON, TRIMPLE, SOKKIA, DJI, PENTAX, GARMIN,...). Uy tín, chất lượng, giá tốt hàng đầu tại Việt Nam!',
	'created' => '2012-06-05',
	'modified' => '1769758152',
	'youtube' => 'http://youtube.com',
	'twitter' => 'https://twitter.com/',
	'myspace' => 'https://myspace.com/',
	'facebook' => 'https://www.facebook.com/thanhdatsurvey.jsc/',
	'email2' => 'duycuong7640',
	'skype' => 'hothihuyen.hn',
	'yahoo' => 'duycuong7640',
	'yahoo1' => 'duycuong7640',
	'content' => 'Thanks for your interest in Vn Discoverytours. For a fast response, please submit this basic Quick Enquiry form below by clicking &ldquo;Submit&rdquo;, and we&rsquo;ll get back to you by e-mail within 12 to 24 hours (in working days). For urgent booking, call us at +84 974 839 873',
	'video' => '<iframe width="1280" height="720" src="https://www.youtube.com/embed/mR4kOuAkEtY" title="YouTube video player" frameborder="0" allow="accelerometer; autoplay; clipboard-write; encrypted-media; gyroscope; picture-in-picture" allowfullscreen></iframe>',
	'slogan' => 'trung tâm sửa chữa và bảo hành máy giặt electrolux',
	'slogan_eng' => '',
	'printer' => '',
	'googleplus' => '',
	'bando' => '<p>
	<iframe allowfullscreen="" frameborder="0" height="410" src="https://www.google.com/maps/embed?pb=!1m18!1m12!1m3!1d1680.2372398112452!2d105.81212934716025!3d21.01437303922492!2m3!1f0!2f0!3f0!3m2!1i1024!2i768!4f13.1!3m3!1m2!1s0x3135ab63b645b665%3A0xa6797ac6008687bf!2zQ-G7rWEgSMOgbmcgVHLhuq9jIMSQ4buLYQ!5e0!3m2!1svi!2s!4v1449908805279" style="border:0" width="600"></iframe></p>
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	'gioithieu' => '<p style="text-align: center;">
	<img alt="" src="/admin/webroot/upload/image/images/gioithieu.png" /></p>
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	'thongtincongty' => 'Sửa máy lạnh tại nhà
Sửa máy lạnh tại HCM
Sửa tủ lạnh
Bơm ga máy lạnh ',
	'trogiupkh' => 'Tai nghe Iphone
Sua may tinh tai nha
Máy Ozone Z755',
	'dichvuft' => 'Sửa máy lạnh
Bảo dưỡng máy lạnh
Vệ sinh máy lạnh
Lắp đặt máy lạnh',
	'bb' => '',
	'zing' => '',
	'hotline2' => '0912 35 65 75',
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	'theh1' => 'thanhdatsurvey.JSC',
	'hanoi' => '<div>
	<strong>C&Ocirc;NG TY CỔ PHẦN THƯƠNG MẠI HMH VIỆT NAM</strong></div>
<div>
	<strong>Địa chỉ</strong> &nbsp;: Số 51 - Trần Duy Hưng, Trung H&ograve;a, Cầu Giấy, H&agrave; Nội</div>
<div>
	<strong>Điện thoại </strong>: (04) 3641.7498 - <strong>Fax</strong>: (04) 3543.0479</div>
<div>
	<strong>Email </strong>: info@ifes.vn</div>
',
	'tphcm' => '<div>
	<strong>C&Ocirc;NG TY CỔ PHẦN THƯƠNG MẠI HMH VIỆT NAM</strong></div>
<div>
	<strong>Địa chỉ</strong>&nbsp;&nbsp;: Số 51 - Trần Duy Hưng, Trung H&ograve;a, Cầu Giấy, H&agrave; Nội</div>
<div>
	<strong>Điện thoại&nbsp;</strong>: (04) 3641.7498 -&nbsp;<strong>Fax</strong>: (04) 3543.0479</div>
<div>
	<strong>Email&nbsp;</strong>: info@ifes.vn</div>
',
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	'bandohaiphong' => '<iframe frameborder="0" height="450" src="https://www.google.com/maps/embed?pb=!1m14!1m8!1m3!1d3724.958946511035!2d105.8172709!3d20.9942827!3m2!1i1024!2i768!4f13.1!3m3!1m2!1s0x3135ac91e206c757%3A0xf0f7a088bc4c72a2!2zMTg2IEtoxrDGoW5nIFRydW5nLCBUaGFuaCBYdcOibiwgSMOgIE7hu5lpLCBWaeG7h3QgTmFt!5e0!3m2!1svi!2s!4v1419913280809" style="border:0" width="600"></iframe>',
	'gt' => '<p style="text-align: justify;">
	<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">L&agrave; c&ocirc;ng ty chuy&ecirc;n nhập khẩu,&nbsp;cung cấp v&agrave; chuyển giao c&ocirc;ng nghệ c&aacute;c loại m&aacute;y đo đạc,&nbsp;trắc địa phục vụ khảo s&aacute;t thiết kế, x&acirc;y dựng v&agrave; đo vẽ bản đồ của c&aacute;c h&atilde;ng nổi tiếng tr&ecirc;n thế giới như: LEICA, TOPCON, NIKON, PENTAX, SOKKIA, GLUNZ, TRIMPLE, SPECTRA, GEOMAX, GARMIN..., ch&uacute;ng t&ocirc;i cam kết mang tới cho kh&aacute;ch h&agrave;ng những sản phẩm ch&iacute;nh h&atilde;ng chất lượng tốt nhất, gi&aacute; cả hợp l&yacute;, hỗ trợ tư vấn, chuyển giao c&ocirc;ng nghệ miễn ph&iacute;, dịch vụ chăm s&oacute;c kh&aacute;ch h&agrave;ng tận t&acirc;m 24/7!&nbsp; </span><br />
	<br />
	<span style="font-family: tahoma, geneva, sans-serif;">Với hơn 20 năm kinh nghiệm c&ugrave;ng</span>&nbsp;<span style="font-family: tahoma, geneva, sans-serif;">đội ngũ nh&acirc;n vi&ecirc;n, kỹ thuật vi&ecirc;n năng động, c&oacute; tr&igrave;nh độ cao ch&uacute;ng t&ocirc;i&nbsp;tự h&agrave;o v&agrave; tin tưởng Qu&yacute; kh&aacute;ch h&agrave;ng sẽ h&agrave;i l&ograve;ng khi sử dụng c&aacute;c sản phẩm v&agrave; dịch vụ do ch&uacute;ng t&ocirc;i cung cấp!</span></span><br />
	&nbsp;</p>
<div style="text-align: justify;">
	<span style="color:#ff9966;"><span style="font-family:comic sans ms,cursive;"><span style="font-size:14px;"><strong style="font-family: tahoma, geneva, sans-serif;">Hỗ trợ 24/7:</strong>&nbsp;<strong>0942 288 388/</strong></span><span style="font-size: 14px;"><strong>0949 322 456</strong>&nbsp;(Zalo)&nbsp;</span></span></span></div>
',
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			'name' => 'Hướng dẫn mua hàng',
			'code' => null,
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			'cat_id' => '4',
			'price' => '0',
			'type' => 'new',
			'shortdes' => '',
			'content' => '<p>
	<span style="color:#000000;"><b><span style="font-size: 10.5pt; line-height: 107%; font-family: Verdana, sans-serif;">Cảm ơn Qu&yacute; kh&aacute;ch đ&atilde; tin tưởng lựa chọn sản phẩm v&agrave; dịch vụ vủa ch&uacute;ng t&ocirc;i!</span></b><br />
	<span style="font-size: 10.5pt; line-height: 107%; font-family: Tahoma, sans-serif;"> </span></span><span style="font-size: 10.5pt; line-height: 107%; font-family: Tahoma, sans-serif;"><!--[if !supportLineBreakNewLine]--><!--[endif]--></span></p>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="line-height: 107%;"><!--[if !supportLineBreakNewLine]--><!--[endif]--></span></span></span>
<p>
	<br />
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="color:#000000;">Qu&yacute; kh&aacute;ch c&oacute; thể mua h&agrave;ng theo những c&aacute;ch sau:</span></span></span><br />
	&nbsp;</p>
<p>
	<span style="color: rgb(0, 0, 0); font-size: 14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>1. C&aacute;ch 1: </strong>Đặt h&agrave;ng trực tiếp tại mục ĐẶT H&Agrave;NG (Th&ecirc;m v&agrave;o giỏ h&agrave;ng) tr&ecirc;n website:&nbsp;</span></span><span style="font-size: 14px;"><span style="font-family:tahoma,geneva,sans-serif;"><a href="https://maytracdiasaoviet.vn/" target="_blank"><span style="color:#000000;">https://tracdiathanhdat.vn/</span></a></span></span><span style="color: rgb(0, 0, 0); font-size: 14px;"><span style="font-family:tahoma,geneva,sans-serif;">.</span></span></p>
<p>
	<br />
	<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Ngay&nbsp;sau khi tiếp nhận th&ocirc;ng tin đặt h&agrave;ng, nh&acirc;n vi&ecirc;n kinh doanh c&ocirc;ng ty sẽ gọi điện cho qu&yacute; kh&aacute;ch để x&aacute;c nhận đơn h&agrave;ng v&agrave; tiến h&agrave;nh giao h&agrave;ng cho qu&yacute; kh&aacute;ch ngay trong ng&agrave;y.</span></span></span></p>
<br />
<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>2. C&aacute;ch 2: </strong>Đặt h&agrave;ng trực tiếp qua số hotline của c&ocirc;ng ty&nbsp;<br />
<br />
&ndash; Tại trụ sở H&agrave; Nội:&nbsp;<strong>0913 051 734&nbsp;</strong></span></span></span><span style="color: rgb(0, 0, 0); font-family: tahoma, geneva, sans-serif; font-size: 14px;">(Zalo/Call)</span><br />
<br />
<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">&ndash; Tại VPGD Hồ Ch&iacute; Minh:<strong>&nbsp;0904 925 936&nbsp;</strong></span></span></span><span style="color: rgb(0, 0, 0); font-family: tahoma, geneva, sans-serif; font-size: 14px;">(Zalo/Call)</span><br />
<br />
<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>3. C&aacute;ch 3:&nbsp;</strong>Qu&yacute; kh&aacute;ch mua h&agrave;ng trực tiếp tại địa chỉ sau:<br />
<br />
<strong>C&Ocirc;NG TY CP C&Ocirc;NG NGHỆ V&Agrave; THƯƠNG MẠI TH&Agrave;NH ĐẠT</strong></span></span></span><br />
<div style="margin: 0px; padding: 0px; color: rgb(0, 0, 0); font-family: arial; font-size: 13px; text-align: justify;">
	<br style="margin: 0px; padding: 0px;" />
	<span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">- 145 L&aacute;ng Hạ, Đống Đa, H&agrave; Nội</span><br />
	<br />
	<span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">- 5/161 Nguyễn Tu&acirc;n, Thanh Xu&acirc;n, H&agrave; Nội</span></div>
<div style="margin: 0px; padding: 0px; color: rgb(0, 0, 0); font-family: arial; font-size: 13px; text-align: justify;">
	&nbsp;</div>
<div style="margin: 0px; padding: 0px; color: rgb(0, 0, 0); font-family: arial; font-size: 13px; text-align: justify;">
	<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="margin: 0px; padding: 0px;"><span style="margin: 0px; padding: 0px;">- 1/56 Nguyễn Th&aacute;i Sơn, Phường 3, Quận G&ograve; Vấp, Hồ Ch&iacute; Minh</span></span><br style="margin: 0px; padding: 0px;" />
	<br />
	Rất mong được hợp t&aacute;c với Qu&yacute; kh&aacute;ch h&agrave;ng tr&ecirc;n cả nước.<br />
	<br />
	Tr&acirc;n trọng!</span></span></span></div>
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			'cat_id' => '4',
			'price' => '0',
			'type' => 'new',
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			'content' => '<p style="margin: 0px 0px 1.3em; padding: 0px; text-align: justify; box-sizing: border-box; color: rgb(66, 66, 66); font-family: Roboto, sans-serif; font-size: 16px;">
	<span style="color:#000000;"><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif; font-size: 14px;"><b><span style="font-size: 10.5pt; line-height: 107%; font-family: Verdana, sans-serif;">Cảm ơn Qu&yacute; kh&aacute;ch đ&atilde; tin tưởng lựa chọn sản phẩm v&agrave; dịch vụ vủa ch&uacute;ng t&ocirc;i!</span></b><br />
	<br />
	<span style="font-size: 10.5pt; line-height: 107%; font-family: Tahoma, sans-serif;"> <!--[if !supportLineBreakNewLine]--><!--[endif]--></span>&nbsp;</span><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif; font-size: 14px;">Ch&uacute;ng t&ocirc;i c</span><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">hấp nhận c&aacute;c h&igrave;nh thức thanh to&aacute;n bằng tiền mặt, chuyển khoản theo đ&uacute;ng quy định ph&aacute;p luật.&nbsp;</span></span></p>
<p style="margin: 0px 0px 1.3em; padding: 0px; box-sizing: border-box; color: rgb(66, 66, 66); font-family: Roboto, sans-serif; font-size: 16px;">
	<img alt="" src="/admin/webroot/upload/image/images/Thiết kế chưa có tên (22).png" style="width: 320px; height: 183px;" /></p>
<p style="margin: 0px 0px 1.3em; padding: 0px; text-align: justify; box-sizing: border-box; color: rgb(66, 66, 66); font-family: Roboto, sans-serif; font-size: 16px;">
	<span style="color:#000000;"><span style="margin: 0px; padding: 0px; font-size: 14px;"><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;">Qu&yacute; kh&aacute;ch c&oacute; thể chọn c&aacute;c phương thức thanh to&aacute;n sau đ&acirc;y:</span></span><br />
	<br />
	<strong><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">I. Thanh to&aacute;n trực tiếp tại cửa h&agrave;ng<br />
	<br />
	II. Thanh to&aacute;n qua h&igrave;nh thức chuyển khoản</span></strong><br />
	<br />
	<span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">Th&ocirc;ng tin t&agrave;i khoản:</span></span></p>
<p style="margin: 0px 0px 1.3em; padding: 0px; box-sizing: border-box; color: rgb(66, 66, 66); font-family: Roboto, sans-serif; font-size: 16px;">
	<strong style="color: rgb(0, 0, 0); margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif; font-size: 14px; text-align: justify;"><em>Chủ t&agrave;i khoản</em>: C&Ocirc;NG TY CP C&Ocirc;NG NGHỆ V&Agrave; THƯƠNG MẠI TH&Agrave;NH ĐẠT</strong></p>
<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><em style="margin: 0px; padding: 0px;"><strong>Số t&agrave;i khoản</strong></em><em style="margin: 0px; padding: 0px;">: <strong>0611001648635</strong> tại Ng&acirc;n h&agrave;ng TMCP Ngoại thương Việt Nam, chi nh&aacute;nh Ba Đ&igrave;nh<br />
<br />
<strong>Nội dung chuyển khoản</strong>: T&ecirc;n c&ocirc;ng ty - Th&ocirc;ng tin sản phẩm đ&atilde; mua &ndash; Số điện thoại người chuyển tiền</em></span></span></span><br />
<br />
<p style="margin: 0px 0px 1.3em; padding: 0px; text-align: justify; box-sizing: border-box; color: rgb(66, 66, 66); font-family: Roboto, sans-serif; font-size: 16px;">
	<span style="color:#000000;"><span style="margin: 0px; padding: 0px; font-size: 14px;"><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;">Sau khi chuyển khoản h&atilde;y th&ocirc;ng b&aacute;o lại cho ch&uacute;ng t&ocirc;i để ch&uacute;ng t&ocirc;i kiểm tra v&agrave; x&aacute;c nhận lại cho Qu&yacute; kh&aacute;ch.</span></span><br />
	<br />
	<strong><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">III. Thanh to&aacute;n khi nh&acirc;n vi&ecirc;n đến giao nhận h&agrave;ng</span></strong></span></p>
<p style="margin: 0px 0px 1.3em; padding: 0px; text-align: justify; box-sizing: border-box; color: rgb(66, 66, 66);">
	<span style="color:#000000;"><font face="tahoma, geneva, sans-serif"><span style="font-size: 14px;">Qu&yacute; kh&aacute;ch h&agrave;ng thanh to&aacute;n trực tiếp bằng tiền mặt cho nh&acirc;n vi&ecirc;n giao h&agrave;ng của ch&uacute;ng t&ocirc;i ngay khi kiểm tra v&agrave; nhận h&agrave;ng.<br />
	<br />
	Mọi phản hồi v&agrave; thắc mắc về việc thanh to&aacute;n, Qu&yacute; kh&aacute;ch li&ecirc;n hệ <strong>0942 288 388</strong>&nbsp;để được tư vấn.</span></font><br />
	<br />
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tr&acirc;n trọng!</span></span></span></p>
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			'title_seo' => 'Trắc địa Thành Đạt - nơi cung cấp các loại máy móc ngành đo đạc',
			'meta_key' => 'Máy toàn đạc, máy thủy chuẩn, máy kinh vĩ, máy laser, máy GPS, máy RTK,...',
			'meta_des' => 'Trắc địa Thành Đạt chuyên cung cấp các máy toàn đạc, máy GNSS RTK, máy thủy bình, UAV, máy kinh vĩ, phụ kiện trắc địathiết bị máy trắc địa chất lượng cao, giá tốt nhất, hỗ trợ tư vấn 24/7, chuyển giao công nghệ tận chân công trình!',
			'created' => '2015-12-02',
			'modified' => '2025-10-29',
			'slug' => 'chinh-sach-ban-hang-1',
			'cate' => '4',
			'link' => 'dich-vu',
			'name_eng' => 'Sales Policy',
			'name_tq' => '',
			'type' => 'new',
			'hot' => '0',
			'content' => '',
			'display' => '0',
			'content_eng' => null
		)
	),
	(int) 2 => array(
		'Post' => array(
			'id' => '587',
			'name' => 'Chính sách vận chuyển',
			'code' => null,
			'alias' => 'chinh-sach-van-chuyen',
			'cat_id' => '4',
			'price' => '0',
			'type' => 'new',
			'shortdes' => '',
			'content' => '<div>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong><span style="font-family:verdana,geneva,sans-serif;">Cảm ơn Qu&yacute; kh&aacute;ch đ&atilde; tin tưởng lựa chọn sản phẩm v&agrave; dịch vụ vủa ch&uacute;ng t&ocirc;i!</span></strong><br />
	<br />
	Ch&uacute;ng t&ocirc;i hỗ trợ giao h&agrave;ng to&agrave;n quốc cho Qu&yacute; kh&aacute;ch mua h&agrave;ng tại hệ thống cửa h&agrave;ng của ch&uacute;ng t&ocirc;i.</span></span><br />
	&nbsp;</div>
<div>
	<p style="margin: 0in 0in 7.5pt; padding: 0px; color: rgb(51, 51, 51); font-family: arial; font-size: 13px; text-align: justify; background-image: initial; background-position: initial; background-size: initial; background-repeat: initial; background-attachment: initial; background-origin: initial; background-clip: initial;">
		<span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;"><span style="margin: 0px; padding: 0px; font-size: 14px;">Sau khi nhận được th&ocirc;ng tin đặt h&agrave;ng ch&uacute;ng t&ocirc;i sẽ lập tức xử l&yacute; đơn h&agrave;ng v&agrave; phản hồi lại th&ocirc;ng tin cho kh&aacute;ch h&agrave;ng về việc thanh to&aacute;n v&agrave; giao nhận.<br />
		<br />
		<strong>&gt; Thời gian giao h&agrave;ng&nbsp;</strong><br />
		<br />
		- Trong v&ograve;ng 24 giờ&nbsp;nếu địa điểm giao h&agrave;ng&nbsp;<b style="color: rgb(74, 74, 74); box-sizing: border-box;">&le; 20 km</b>&nbsp;t&iacute;nh từ cửa h&agrave;ng của ch&uacute;ng t&ocirc;i.</span></span></p>
	<p style="margin-top: 0in; background-image: initial; background-position: initial; background-size: initial; background-repeat: initial; background-attachment: initial; background-origin: initial; background-clip: initial; box-sizing: border-box; margin-bottom: 1rem;">
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">-&nbsp;Trong v&ograve;ng 1-2 ng&agrave;y&nbsp;nếu địa điểm giao h&agrave;ng nằm trong phạm vi&nbsp;<b style="box-sizing: border-box">50 - 100 km</b>&nbsp;</span></span><span style="font-family: Arial, sans-serif;"><o:p></o:p></span><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">t&iacute;nh từ cửa h&agrave;ng của ch&uacute;ng t&ocirc;i.<br />
		<br />
		-&nbsp;Trong v&ograve;ng 3-5 ng&agrave;y</span></span><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">&nbsp;nếu địa điểm giao h&agrave;ng từ <strong>20</strong></span><b style="font-family: tahoma, geneva, sans-serif; font-size: 14px; box-sizing: border-box;">0 km</b><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">&nbsp;trở l&ecirc;n&nbsp;</span><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">t&iacute;nh từ cửa h&agrave;ng của ch&uacute;ng t&ocirc;i.</span></p>
	<p style="margin-top: 0in; background-image: initial; background-position: initial; background-size: initial; background-repeat: initial; background-attachment: initial; background-origin: initial; background-clip: initial; box-sizing: border-box; margin-bottom: 1rem;">
		<span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">Trước khi vận chuyển, bộ phận giao nhận sẽ li&ecirc;n lạc với Qu&yacute; kh&aacute;ch h&agrave;ng để x&aacute;c nhận khoảng thời gian v&agrave; địa điểm giao h&agrave;ng cụ thể.</span></p>
	<p style="margin-top: 0in; background-image: initial; background-position: initial; background-size: initial; background-repeat: initial; background-attachment: initial; background-origin: initial; background-clip: initial; box-sizing: border-box; margin-bottom: 1rem;">
		<strong style="font-family: tahoma, geneva, sans-serif; font-size: 14px; text-align: justify;">&gt; Ph&iacute; vận chuyển</strong><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px; text-align: justify;"> sẽ được t&iacute;nh theo từng gi&aacute; trị đơn h&agrave;ng v&agrave; được thoả thuận giữa hai b&ecirc;n ngay trước khi giao h&agrave;ng.&nbsp;</span></p>
	<p style="margin: 0in 0in 7.5pt; padding: 0px; color: rgb(51, 51, 51); font-family: arial; font-size: 13px; text-align: justify; background-image: initial; background-position: initial; background-size: initial; background-repeat: initial; background-attachment: initial; background-origin: initial; background-clip: initial;">
		<span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;"><span style="margin: 0px; padding: 0px; font-size: 14px;"><span style="margin: 0px; padding: 0px;">Mọi thắc mắc li&ecirc;n quan đến việc giao h&agrave;ng, Qu&yacute; kh&aacute;ch h&agrave;ng li&ecirc;n hệ số điện thoại&nbsp;<strong>0942 288 388</strong>&nbsp;để được giải đ&aacute;p v&agrave; giải quyết kịp thời.<br />
		<br />
		Tr&acirc;n trọng!</span></span></span></p>
</div>
',
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			'hot' => '1',
			'saleoff' => null,
			'title_seo' => 'Trắc địa Thành Đạt',
			'meta_key' => 'Chuyên cung cấp máy định vị vệ tinh GPS RTK, máy thủy bình, máy toàn đạc điện tử, UAV, ống nhòm, máy định vị GPS cầm tay, ... chính hãng, uy tín, giá tốt hàng đầu tại Việt Nam! Hotline: 0913051734!',
			'meta_des' => 'Chuyên cung cấp máy định vị vệ tinh GPS RTK, máy thủy bình, máy toàn đạc điện tử, UAV, ống nhòm, máy định vị GPS cầm tay, ... chính hãng, uy tín, giá tốt hàng đầu tại Việt Nam! Hotline: 0913051734!',
			'created' => '2021-04-07',
			'modified' => '2026-02-01',
			'status' => '1',
			'view' => '3322',
			'slug' => 'chinh-sach-van-chuyen',
			'name_eng' => '',
			'shortdes_eng' => '',
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			'namdi' => null,
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			'thoigiandi_eng' => null,
			'videoyou' => null,
			'nt' => null,
			'duration' => null,
			'duration_eng' => null,
			'twodaypro' => null,
			'twodaypro_eng' => null,
			'threedaypro' => null,
			'threedaypro_eng' => null,
			'photo' => null,
			'lft' => '141',
			'rght' => '142',
			'vat' => null,
			'hangsx' => null,
			'baohanh' => null,
			'tinhtrang' => '1',
			'tailieu' => null,
			'tag' => null
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		'Catproduct' => array(
			'id' => '4',
			'name' => 'Chính sách bán hàng',
			'parent_id' => null,
			'alias' => 'chinh-sach-ban-hang',
			'images' => '',
			'lft' => '47',
			'rght' => '48',
			'pos' => '3',
			'status' => '0',
			'title_seo' => 'Trắc địa Thành Đạt - nơi cung cấp các loại máy móc ngành đo đạc',
			'meta_key' => 'Máy toàn đạc, máy thủy chuẩn, máy kinh vĩ, máy laser, máy GPS, máy RTK,...',
			'meta_des' => 'Trắc địa Thành Đạt chuyên cung cấp các máy toàn đạc, máy GNSS RTK, máy thủy bình, UAV, máy kinh vĩ, phụ kiện trắc địathiết bị máy trắc địa chất lượng cao, giá tốt nhất, hỗ trợ tư vấn 24/7, chuyển giao công nghệ tận chân công trình!',
			'created' => '2015-12-02',
			'modified' => '2025-10-29',
			'slug' => 'chinh-sach-ban-hang-1',
			'cate' => '4',
			'link' => 'dich-vu',
			'name_eng' => 'Sales Policy',
			'name_tq' => '',
			'type' => 'new',
			'hot' => '0',
			'content' => '',
			'display' => '0',
			'content_eng' => null
		)
	),
	(int) 3 => array(
		'Post' => array(
			'id' => '585',
			'name' => 'Chính sách đổi trả',
			'code' => null,
			'alias' => 'chinh-sach-doi-tra',
			'cat_id' => '4',
			'price' => '0',
			'type' => 'new',
			'shortdes' => '',
			'content' => '<span style="color:#000000;"><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px; text-align: justify;">Ch&uacute;ng t&ocirc;i hỗ trợ đổi trả sản phẩm trong v&ograve;ng 07 ng&agrave;y nếu lỗi ph&aacute;t sinh do nh&agrave; sản xuất.<br />
<br />
Trong thời gian đổi trả, C&ocirc;ng ty CP C&ocirc;ng nghệ v&agrave; Thương mại Th&agrave;nh Đạt&nbsp; sẽ hỗ trợ cung cấp m&aacute;y m&oacute;c thay thế kịp thời để c&ocirc;ng việc khảo s&aacute;t, đo đạc của Qu&yacute; kh&aacute;ch kh&ocirc;ng bị gi&aacute;n đoạn. Chi ph&iacute; vận chuyển cho việc đổi trả do hai b&ecirc;n tự thoả thuận.</span><br style="margin: 0px; padding: 0px; color: rgb(66, 66, 66); font-family: tahoma, geneva, sans-serif; font-size: 14px; text-align: justify;" />
<br />
<strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">&gt; Điều kiện&nbsp;đổi trả:&nbsp;</span></span></strong></span><br />
<ul>
	<li style="box-sizing: border-box;">
		<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Sản phẩm phải c&ograve;n nguy&ecirc;n tem m&aacute;c.</span></span></span></li>
	<li style="box-sizing: border-box;">
		<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Sản phẩm&nbsp;bị lỗi do nh&agrave; sản xuất.</span></span></span></li>
	<li style="box-sizing: border-box;">
		<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Sản phẩm kh&ocirc;ng đ&uacute;ng như đơn đặt h&agrave;ng.</span></span></span></li>
	<li style="box-sizing: border-box;">
		<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Số lần đổi trả cho 1 sản phẩm l&agrave; 1 lần</span></span></span></li>
</ul>
<br />
<div style="text-align: start;">
	<span style="color:#000000;"><strong><span style="text-align: justify;"><font face="tahoma, geneva, sans-serif"><span style="font-size: 14px;">&gt;&nbsp;</span></font><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">Việc đổi trả sẽ kh&ocirc;ng được chấp nhận nếu:</span>&nbsp;<span style="font-size: 14px; font-family: tahoma, geneva, sans-serif;">&nbsp;</span></span></strong></span></div>
<ul>
	<li>
		<span style="color:#000000;"><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px; text-align: justify;">Trong qu&aacute; tr&igrave;nh sử dụng sản phẩm Qu&yacute; kh&aacute;ch kh&ocirc;ng tu&acirc;n thủ c&aacute;c chỉ dẫn của Nh&agrave; sản xuất.</span></span></li>
	<li>
		<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="text-align: justify;">S</span>ản phẩm bị trầy xước, kh&ocirc;ng nguy&ecirc;n vẹn</span></span></span></li>
</ul>
<br />
<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Ngo&agrave;i ra, ch&uacute;ng t&ocirc;i cũng hỗ trợ đổi trả sản phẩm v&igrave; l&yacute; do chủ quan của Qu&yacute; kh&aacute;ch h&agrave;ng ( muốn đổi sang sản phẩm c&ugrave;ng chủng loại nhưng kh&aacute;c về m&agrave;u sắc, h&atilde;ng sản xuất hay th&ocirc;ng số kỹ thuật). Chi ph&iacute; cho việc đổi trả n&agrave;y do Qu&yacute; kh&aacute;ch h&agrave;ng chịu.</span></span><br />
<br />
<span style="margin: 0px; padding: 0px; font-family: arial; text-align: justify; font-size: 14px;"><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;"><strong style="margin: 0px; padding: 0px;"><img alt="" src="https://tracdiathanhdat.vn/admin/webroot/upload/image/images/lien-he.jpg" style="margin: 0px; padding: 8px 0px; height: 36px; max-width: 100%; vertical-align: middle; border: 0px; opacity: 1; font-size: 13px; width: 38px;" /><span style="margin: 0px; padding: 0px; font-size: 13px;">&nbsp;</span></strong></span></span><span style="margin: 0px; padding: 0px; font-family: arial; text-align: justify; font-size: 14px;"><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;"><strong style="margin: 0px; padding: 0px;">&nbsp;</strong></span></span><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px; text-align: justify;">Li&ecirc;n hệ hotline <strong>0913 051 734</strong> để được tư vấn đổi trả theo đ&uacute;ng qui định.</span></span>',
			'images' => '202104071223177d9b7f6e319f9fa90078c7c61ed9bd19.jpg',
			'images_multi' => '',
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			'hot' => '1',
			'saleoff' => null,
			'title_seo' => 'Trắc địa Thành Đạt',
			'meta_key' => 'Chuyên cung cấp máy định vị vệ tinh GPS RTK, máy thủy bình, máy toàn đạc điện tử, UAV, ống nhòm, máy định vị GPS cầm tay, ... chính hãng, uy tín, giá tốt hàng đầu tại Việt Nam! Hotline: 0913051734!',
			'meta_des' => 'Chuyên cung cấp máy định vị vệ tinh GPS RTK, máy thủy bình, máy toàn đạc điện tử, UAV, ống nhòm, máy định vị GPS cầm tay, ... chính hãng, uy tín, giá tốt hàng đầu tại Việt Nam! Hotline: 0913051734!',
			'created' => '2021-04-07',
			'modified' => '2026-02-02',
			'status' => '1',
			'view' => '3317',
			'slug' => 'chinh-sach-doi-tra',
			'name_eng' => '',
			'shortdes_eng' => '',
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			'threedaypro_eng' => null,
			'photo' => null,
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			'rght' => '138',
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			'name' => 'Chính sách bán hàng',
			'parent_id' => null,
			'alias' => 'chinh-sach-ban-hang',
			'images' => '',
			'lft' => '47',
			'rght' => '48',
			'pos' => '3',
			'status' => '0',
			'title_seo' => 'Trắc địa Thành Đạt - nơi cung cấp các loại máy móc ngành đo đạc',
			'meta_key' => 'Máy toàn đạc, máy thủy chuẩn, máy kinh vĩ, máy laser, máy GPS, máy RTK,...',
			'meta_des' => 'Trắc địa Thành Đạt chuyên cung cấp các máy toàn đạc, máy GNSS RTK, máy thủy bình, UAV, máy kinh vĩ, phụ kiện trắc địathiết bị máy trắc địa chất lượng cao, giá tốt nhất, hỗ trợ tư vấn 24/7, chuyển giao công nghệ tận chân công trình!',
			'created' => '2015-12-02',
			'modified' => '2025-10-29',
			'slug' => 'chinh-sach-ban-hang-1',
			'cate' => '4',
			'link' => 'dich-vu',
			'name_eng' => 'Sales Policy',
			'name_tq' => '',
			'type' => 'new',
			'hot' => '0',
			'content' => '',
			'display' => '0',
			'content_eng' => null
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	),
	(int) 4 => array(
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			'id' => '583',
			'name' => 'Chính sách bảo hành',
			'code' => null,
			'alias' => 'chinh-sach-bao-hanh',
			'cat_id' => '4',
			'price' => '0',
			'type' => 'new',
			'shortdes' => '',
			'content' => '<div>
	<span style="font-family:tahoma,geneva,sans-serif;"><span style="font-size:14px;"><span style="color: rgb(66, 66, 66); text-align: justify;">Tất cả c&aacute;c sản phẩm mua tại hệ thống cửa h&agrave;ng của ch&uacute;ng t&ocirc;i đều được bảo h&agrave;nh ch&iacute;nh h&atilde;ng theo quy định của nh&agrave; sản xuất.&nbsp;</span><br style="margin: 0px; padding: 0px; color: rgb(66, 66, 66); font-family: tahoma, geneva, sans-serif; font-size: 14px; text-align: justify;" />
	<br style="margin: 0px; padding: 0px; color: rgb(66, 66, 66); font-family: tahoma, geneva, sans-serif; font-size: 14px; text-align: justify;" />
	<span style="color: rgb(66, 66, 66); text-align: justify;">Ch&uacute;ng t&ocirc;i hỗ trợ kỹ thuật 24/7 qua số hotline <strong>0913 051 734</strong> trong suốt qu&aacute; tr&igrave;nh Qu&yacute; kh&aacute;ch sử dụng sản phẩm.</span></span></span></div>
<div>
	<br />
	<strong><span style="font-family:tahoma,geneva,sans-serif;"><span style="font-size:14px;">1. Sản phẩm được bảo h&agrave;nh miễn ph&iacute;:&nbsp;</span></span></strong><br />
	<br />
	<ul>
		<li>
			<span style="font-family:tahoma,geneva,sans-serif;"><span style="font-size:14px;">Sản phẩm sẽ được bảo h&agrave;nh miễn ph&iacute; nếu sản phẩm đ&oacute; c&ograve;n thời hạn bảo h&agrave;nh (được t&iacute;nh kể từ ng&agrave;y mua h&agrave;ng).</span></span></li>
		<li>
			<span style="font-family:tahoma,geneva,sans-serif;"><span style="font-size:14px;">Thời hạn bảo h&agrave;nh được ghi tr&ecirc;n Tem Bảo H&agrave;nh v&agrave; theo quy định của từng Nh&agrave; sản xuất đối với tất cả c&aacute;c sự cố về mặt kỹ thuật.</span></span></li>
		<li>
			<span style="font-family:tahoma,geneva,sans-serif;"><span style="font-size:14px;">C&oacute; Tem bảo h&agrave;nh tr&ecirc;n sản phẩm.</span></span></li>
		<li>
			<span style="font-family:tahoma,geneva,sans-serif;"><span style="font-size:14px;">Khi sản phẩm c&oacute; sự cố kĩ thuật ch&uacute;ng t&ocirc;i sẽ trực tiếp khắc phục sự cố tại cửa h&agrave;ng&nbsp;hoặc thay mặt kh&aacute;ch h&agrave;ng&nbsp;mang sản phẩm tới Trung T&acirc;m Bảo H&agrave;nh của h&atilde;ng.</span></span></li>
	</ul>
	<br />
	<strong><span style="font-family:tahoma,geneva,sans-serif;"><span style="font-size:14px;">2. Những trường hợp kh&ocirc;ng được bảo h&agrave;nh (sửa chữa c&oacute; t&iacute;nh ph&iacute;):&nbsp;</span></span></strong><br />
	<br />
	<ul>
		<li>
			<span style="font-family:tahoma,geneva,sans-serif;"><span style="font-size:14px;">Sản phẩm đ&atilde; qu&aacute; thời hạn bảo h&agrave;nh hoặc kh&ocirc;ng c&oacute; Tem bảo h&agrave;nh tr&ecirc;n m&aacute;y.</span></span></li>
		<li>
			<span style="font-family:tahoma,geneva,sans-serif;"><span style="font-size:14px;">Sản phẩm bị hư hỏng do t&aacute;c động cơ học l&agrave;m rơi, vỡ, va đập, trầy xước, m&oacute;p m&eacute;o, ẩm ướt, hoen rỉ, chảy nước hoặc do hỏa hoạn, thi&ecirc;n tai g&acirc;y n&ecirc;n.</span></span></li>
		<li>
			<span style="font-family:tahoma,geneva,sans-serif;"><span style="font-size:14px;">Sản phẩm bị hỏng do sử dụng kh&ocirc;ng đ&uacute;ng c&aacute;ch, sử dụng sai điện &aacute;p quy định.</span></span></li>
		<li>
			<span style="font-family:tahoma,geneva,sans-serif;"><span style="font-size:14px;">Tự &yacute; th&aacute;o dỡ, sửa chữa sản phẩm</span></span></li>
	</ul>
	<br />
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tr&acirc;n trọng!</span></span><br />
	<span style="font-family:tahoma,geneva,sans-serif;"><span style="font-size:14px;">&nbsp;</span></span></div>
',
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			'title_seo' => 'Trắc địa Thành Đạt',
			'meta_key' => 'Chuyên cung cấp máy định vị vệ tinh GPS RTK, máy thủy bình, máy toàn đạc điện tử, UAV, ống nhòm, máy định vị GPS cầm tay, ... chính hãng, uy tín, giá tốt hàng đầu tại Việt Nam! Hotline: 0913051734!',
			'meta_des' => 'Chuyên cung cấp máy định vị vệ tinh GPS RTK, máy thủy bình, máy toàn đạc điện tử, UAV, ống nhòm, máy định vị GPS cầm tay, ... chính hãng, uy tín, giá tốt hàng đầu tại Việt Nam! Hotline: 0913051734!',
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			'thoigiandi_eng' => null,
			'videoyou' => null,
			'nt' => null,
			'duration' => null,
			'duration_eng' => null,
			'twodaypro' => null,
			'twodaypro_eng' => null,
			'threedaypro' => null,
			'threedaypro_eng' => null,
			'photo' => null,
			'lft' => '133',
			'rght' => '134',
			'vat' => null,
			'hangsx' => null,
			'baohanh' => null,
			'tinhtrang' => '1',
			'tailieu' => null,
			'tag' => null
		),
		'Catproduct' => array(
			'id' => '4',
			'name' => 'Chính sách bán hàng',
			'parent_id' => null,
			'alias' => 'chinh-sach-ban-hang',
			'images' => '',
			'lft' => '47',
			'rght' => '48',
			'pos' => '3',
			'status' => '0',
			'title_seo' => 'Trắc địa Thành Đạt - nơi cung cấp các loại máy móc ngành đo đạc',
			'meta_key' => 'Máy toàn đạc, máy thủy chuẩn, máy kinh vĩ, máy laser, máy GPS, máy RTK,...',
			'meta_des' => 'Trắc địa Thành Đạt chuyên cung cấp các máy toàn đạc, máy GNSS RTK, máy thủy bình, UAV, máy kinh vĩ, phụ kiện trắc địathiết bị máy trắc địa chất lượng cao, giá tốt nhất, hỗ trợ tư vấn 24/7, chuyển giao công nghệ tận chân công trình!',
			'created' => '2015-12-02',
			'modified' => '2025-10-29',
			'slug' => 'chinh-sach-ban-hang-1',
			'cate' => '4',
			'link' => 'dich-vu',
			'name_eng' => 'Sales Policy',
			'name_tq' => '',
			'type' => 'new',
			'hot' => '0',
			'content' => '',
			'display' => '0',
			'content_eng' => null
		)
	),
	(int) 5 => array(
		'Post' => array(
			'id' => '584',
			'name' => 'Chính sách bảo mật thông tin',
			'code' => null,
			'alias' => 'chinh-sach-bao-mat-thong-tin',
			'cat_id' => '4',
			'price' => '0',
			'type' => 'new',
			'shortdes' => '',
			'content' => '<div>
	<h2 style="text-align: justify;">
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); text-align: justify;"><span style="margin: 0px; padding: 0px;">1. Mục đ&iacute;ch thu nhập th&ocirc;ng tin c&aacute; nh&acirc;n</span></span></span></span></h2>
	<p style="text-align: justify;">
		<br />
		<span style="font-family: tahoma, geneva, sans-serif; font-size: 14px; color: rgb(51, 51, 51);">Th&ocirc;ng tin c&aacute; nh&acirc;n m&agrave; ch&uacute;ng t&ocirc;i thu thập bao gồm: họ t&ecirc;n, địa chỉ giao h&agrave;ng, địa chỉ email, số điện thoại cố định, số điện thoại di động, cookies.</span></p>
	<ul style="margin: 0px; padding: 0px 0px 0px 15px; color: rgb(51, 51, 51); font-family: arial; font-size: 13px; text-align: justify;">
		<li style="margin: 0px; padding: 0px; line-height: 20px;">
			<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="margin: 0px; padding: 0px;"><span style="margin: 0px; padding: 0px;">Đối với c&aacute;c giao dịch thanh to&aacute;n qua cổng thanh to&aacute;n trực tuyến, Ch&uacute;ng t&ocirc;i kh&ocirc;ng lưu trữ th&ocirc;ng tin số t&agrave;i khoản, số thẻ ng&acirc;n h&agrave;ng của kh&aacute;ch h&agrave;ng, những th&ocirc;ng tin n&agrave;y sẽ được cổng thanh to&aacute;n lưu trữ để phục vụ việc đối so&aacute;t giao dịch.</span></span></span></span></li>
		<li style="margin: 0px; padding: 0px; line-height: 20px;">
			<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="margin: 0px; padding: 0px;"><span style="margin: 0px; padding: 0px;">Th&ocirc;ng tin c&aacute; nh&acirc;n kh&aacute;ch h&agrave;ng sẽ được sử dụng cho một hoặc tất cả c&aacute;c mục đ&iacute;ch sau đ&acirc;y:</span></span></span></span>
			<ul style="margin: 0px; padding: 0px 0px 0px 15px;">
				<li style="margin: 0px; padding: 0px; line-height: 20px;">
					<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="margin: 0px; padding: 0px;"><span style="margin: 0px; padding: 0px;">Giao h&agrave;ng cho qu&yacute; kh&aacute;ch đ&atilde; mua h&agrave;ng</span></span></span></span></li>
				<li style="margin: 0px; padding: 0px; line-height: 20px;">
					<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="margin: 0px; padding: 0px;"><span style="margin: 0px; padding: 0px;">Th&ocirc;ng b&aacute;o về việc giao h&agrave;ng v&agrave; hỗ trợ kh&aacute;ch h&agrave;ng</span></span></span></span></li>
				<li style="margin: 0px; padding: 0px; line-height: 20px;">
					<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="margin: 0px; padding: 0px;"><span style="margin: 0px; padding: 0px;">Cung cấp th&ocirc;ng tin li&ecirc;n quan đến sản phẩm</span></span></span></span></li>
			</ul>
		</li>
		<li style="margin: 0px; padding: 0px; line-height: 20px;">
			<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="margin: 0px; padding: 0px;"><span style="margin: 0px; padding: 0px;">Ngo&agrave;i ra, ch&uacute;ng t&ocirc;i sẽ sử dụng th&ocirc;ng tin của qu&yacute; kh&aacute;ch cung cấp để hỗ trợ quản l&yacute; t&agrave;i khoản kh&aacute;ch h&agrave;ng (nếu c&oacute;); x&aacute;c nhận v&agrave; thực hiện c&aacute;c giao dịch t&agrave;i ch&iacute;nh li&ecirc;n quan đến c&aacute;c khoản thanh to&aacute;n trực tuyến của qu&yacute; kh&aacute;ch;</span></span></span></span></li>
		<li style="margin: 0px; padding: 0px; line-height: 20px;">
			<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="margin: 0px; padding: 0px;"><span style="margin: 0px; padding: 0px;">Ch&uacute;ng t&ocirc;i kh&ocirc;ng được ph&eacute;p thu nhập th&ocirc;ng tin nếu kh&aacute;ch h&agrave;ng kh&ocirc;ng tự nguyện, cũng kh&ocirc;ng sử dụng phương thức thu thập th&ocirc;ng tin kh&aacute;ch h&agrave;ng bằng c&aacute;c h&igrave;nh thức bất hợp ph&aacute;p.</span></span></span></span></li>
	</ul>
	<p style="text-align: justify;">
		&nbsp;</p>
	<h2 style="text-align: justify;">
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); text-align: justify;"><span style="margin: 0px; padding: 0px;">2. Phạm vi sử dụng th&ocirc;ng tin</span></span></span></span></h2>
	<br />
	<ul style="margin: 0px; padding: 0px 0px 0px 15px; color: rgb(51, 51, 51); font-family: arial; font-size: 13px; text-align: justify;">
		<li style="margin: 0px; padding: 0px; line-height: 20px;">
			<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="margin: 0px; padding: 0px;"><span style="margin: 0px; padding: 0px;">Th&ocirc;ng tin c&aacute; nh&acirc;n thu thập được sẽ chỉ được sử dụng trong nội bộ c&ocirc;ng ty.</span></span></span></span></li>
		<li style="margin: 0px; padding: 0px; line-height: 20px;">
			<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="margin: 0px; padding: 0px;"><span style="margin: 0px; padding: 0px;">Ch&uacute;ng t&ocirc;i c&oacute; thể chia sẻ t&ecirc;n v&agrave; địa chỉ của qu&yacute; kh&aacute;ch cho dịch vụ chuyển ph&aacute;t nhanh c&oacute; uy t&iacute;n để giao h&agrave;ng cho qu&yacute; kh&aacute;ch theo cam kết.</span></span></span></span></li>
	</ul>
	<p style="text-align: justify;">
		&nbsp;</p>
	<h2 style="text-align: justify;">
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); text-align: justify;"><span style="margin: 0px; padding: 0px;">3. Thời gian lưu trữ th&ocirc;ng tin</span></span></span></span></h2>
	<p style="text-align: justify;">
		<br />
		<span style="font-family: tahoma, geneva, sans-serif; font-size: 14px; color: rgb(51, 51, 51); text-align: justify;">Th&ocirc;ng tin kh&aacute;ch h&agrave;ng được lưu trữ nội bộ cho đến khi c&oacute; y&ecirc;u cầu x&oacute;a th&ocirc;ng tin từ ph&iacute;a kh&aacute;ch h&agrave;ng.</span></p>
	<div style="margin: 0px; padding: 0px; line-height: 20px;">
		<div>
			<div style="text-align: justify;">
				&nbsp;</div>
			<h2 style="text-align: justify;">
				<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">4. Những người hoặc tổ chức c&oacute; thể được tiếp cận với th&ocirc;ng tin&nbsp;</span></span></h2>
			<br />
			<div style="text-align: justify;">
				<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đối tượng được tiếp cận với th&ocirc;ng tin c&aacute; nh&acirc;n của kh&aacute;ch h&agrave;ng thuộc một trong những trường hợp sau:</span></span><br />
				&nbsp;</div>
			<div style="text-align: justify;">
				<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">- Nh&acirc;n vi&ecirc;n của C&ocirc;ng ty Cổ phần C&ocirc;ng nghệ v&agrave; thương mại Th&agrave;nh Đạt</span></span></div>
			<div style="text-align: justify;">
				<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">- C&aacute;c đối t&aacute;c c&oacute; k&yacute; hợp đồng thực hiện 1 phần dịch vụ của C&ocirc;ng ty. C&aacute;c đối t&aacute;c n&agrave;y sẽ nhận được những th&ocirc;ng tin theo thỏa thuận hợp đồng (c&oacute; thể 1 phần hoặc to&agrave;n bộ th&ocirc;ng tin tuy theo điều khoản hợp đồng) để tiến h&agrave;nh hỗ trợ người d&ugrave;ng sử dụng dịch vụ do C&ocirc;ng ty cung cấp.</span></span></div>
			<div style="text-align: justify;">
				&nbsp;</div>
			<h2 style="text-align: justify;">
				<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">5. Địa chỉ của đơn vị thu thập v&agrave; quản l&yacute; th&ocirc;ng tin</span></span></h2>
			<div style="text-align: justify;">
				<em><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">(bao gồm c&aacute;ch thức li&ecirc;n lạc để người ti&ecirc;u d&ugrave;ng c&oacute; thể hỏi về hoạt động thu thập, xử l&yacute; th&ocirc;ng tin li&ecirc;n quan đến c&aacute; nh&acirc;n m&igrave;nh)</span></span></em></div>
			<div style="text-align: justify;">
				<br />
				<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Địa chỉ của đơn vị thu thập v&agrave; quản l&yacute; th&ocirc;ng tin:</span></span><br />
				&nbsp;</div>
			<div style="text-align: justify;">
				<strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">- C&ocirc;ng ty Cổ phần C&ocirc;ng nghệ v&agrave; thương mại Th&agrave;nh Đạt&nbsp;</span></span></strong></div>
			<div style="text-align: justify;">
				<strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">- Địa chỉ: số 157 phố Đặng Văn Ngữ, P. Phương Li&ecirc;n, Q. Đống Đa, Tp. H&agrave; Nội</span></span></strong></div>
			<div style="text-align: justify;">
				<strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">- Điện thoại: 0243 7764930</span></span></strong></div>
			<div style="text-align: justify;">
				<strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">- Email: tracdiathanhdat@gmail.com<span style="white-space: pre;"> </span></span></span></strong></div>
		</div>
	</div>
	<p style="text-align: justify;">
		<br />
		<span style="color: rgb(51, 51, 51); font-family: tahoma, geneva, sans-serif; font-size: 14px; text-align: justify;">Người d&ugrave;ng c&oacute; thể gọi điện tới tổng đ&agrave;i hỗ trợ v&agrave; chăm s&oacute;c kh&aacute;ch h&agrave;ng&nbsp;</span><strong style="color: rgb(51, 51, 51); font-family: tahoma, geneva, sans-serif; font-size: 14px; text-align: justify; margin: 0px; padding: 0px;">0949 322 456</strong><span style="color: rgb(51, 51, 51); font-family: tahoma, geneva, sans-serif; font-size: 14px; text-align: justify;">&nbsp;để điều chỉnh hoặc x&oacute;a đi dữ liệu c&aacute; nh&acirc;n của m&igrave;nh.</span><br />
		&nbsp;</p>
	<h2 style="text-align: justify;">
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); text-align: justify;"><span style="margin: 0px; padding: 0px;">6. Cam kết bảo mật th&ocirc;ng tin c&aacute; nh&acirc;n kh&aacute;ch h&agrave;ng</span></span></span></span></h2>
	<br />
	<ul style="margin: 0px; padding: 0px 0px 0px 15px; color: rgb(51, 51, 51); font-family: arial; font-size: 13px; text-align: justify;">
		<li style="margin: 0px; padding: 0px; line-height: 20px;">
			<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="margin: 0px; padding: 0px;"><span style="margin: 0px; padding: 0px;">Kh&ocirc;ng b&aacute;n, chia sẻ hay trao đổi th&ocirc;ng tin c&aacute; nh&acirc;n của kh&aacute;ch h&agrave;ng thu thập tr&ecirc;n trang web cho một b&ecirc;n thứ ba n&agrave;o kh&aacute;c.</span></span></span></span></li>
		<li style="margin: 0px; padding: 0px; line-height: 20px;">
			<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="margin: 0px; padding: 0px;"><span style="margin: 0px; padding: 0px;">Ngoại trừ c&aacute;c trường hợp về sử dụng th&ocirc;ng tin c&aacute; nh&acirc;n như đ&atilde; n&ecirc;u trong ch&iacute;nh s&aacute;ch n&agrave;y,ch&uacute;ng t&ocirc;i cam kết kh&ocirc;ng tiết lộ th&ocirc;ng tin c&aacute; nh&acirc;n của bạn ra ngo&agrave;i. Trong một số trường hợp, ch&uacute;ng t&ocirc;i c&oacute; thể thu&ecirc; một đơn vị độc lập để tiến h&agrave;nh c&aacute;c dự &aacute;n nghi&ecirc;n cứu thị trường v&agrave; khi đ&oacute; th&ocirc;ng tin của bạn sẽ được cung cấp cho đơn vị n&agrave;y để tiến h&agrave;nh dự &aacute;n. B&ecirc;n thứ ba n&agrave;y sẽ bị r&agrave;ng buộc bởi một thỏa thuận về bảo mật m&agrave; theo đ&oacute; họ chỉ được ph&eacute;p sử dụng những th&ocirc;ng tin được cung cấp cho mục đ&iacute;ch ho&agrave;n th&agrave;nh dự &aacute;n.</span></span></span></span></li>
		<li style="margin: 0px; padding: 0px; line-height: 20px;">
			<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="margin: 0px; padding: 0px;"><span style="margin: 0px; padding: 0px;">Ch&uacute;ng t&ocirc;i c&oacute; thể tiết lộ hoặc cung cấp th&ocirc;ng tin c&aacute; nh&acirc;n của bạn trong c&aacute;c trường hợp thật sự cần thiết như sau: (a) khi c&oacute; y&ecirc;u cầu của c&aacute;c cơ quan ph&aacute;p luật; (b) trong trường hợp m&agrave; ch&uacute;ng t&ocirc;i tin rằng điều đ&oacute; sẽ gi&uacute;p ch&uacute;ng t&ocirc;i bảo vệ quyền lợi ch&iacute;nh đ&aacute;ng của m&igrave;nh trước ph&aacute;p luật.</span></span></span></span></li>
	</ul>
	<p style="text-align: justify;">
		&nbsp;</p>
	<h2 style="text-align: justify;">
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); text-align: justify;"><span style="margin: 0px; padding: 0px;">7. Thay đổi về ch&iacute;nh s&aacute;ch</span></span></span></span></h2>
	<p style="text-align: justify;">
		<br style="margin: 0px; padding: 0px;" />
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); text-align: justify;"><span style="margin: 0px; padding: 0px;">Nội dung của &ldquo;Ch&iacute;nh s&aacute;ch bảo mật&rdquo; n&agrave;y c&oacute; thể thay đổi để ph&ugrave; hợp với c&aacute;c nhu cầu của C&ocirc;ng Ty CP C&ocirc;ng nghệ v&agrave; Thương Mại Th&agrave;nh Đạt cũng như nhu cầu v&agrave; sự phản hồi từ kh&aacute;ch h&agrave;ng (nếu c&oacute;).&nbsp;</span></span></span></span></p>
</div>
<div style="text-align: justify;">
	<br />
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Ch&uacute;ng t&ocirc;i&nbsp;hiểu rằng quyền lợi của bạn trong việc bảo vệ th&ocirc;ng tin c&aacute; nh&acirc;n cũng ch&iacute;nh l&agrave; tr&aacute;ch nhiệm của ch&uacute;ng t&ocirc;i n&ecirc;n trong bất kỳ trường hợp c&oacute; thắc mắc, g&oacute;p &yacute; n&agrave;o li&ecirc;n quan đến ch&iacute;nh s&aacute;ch bảo mật, việc th&ocirc;ng tin c&aacute; nh&acirc;n bị sử dụng sai mục đ&iacute;ch vui l&ograve;ng li&ecirc;n hệ qua số điện thoại <strong>0949 322 456</strong> hoặc gửi phản hồi về&nbsp;địa chỉ email: <em><strong>tracdiathanhdat@gmail.com.</strong></em><br />
	<br />
	Tr&acirc;n trọng!</span></span></div>
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$chiasekinhnghiem = array()
$list_menu_footer = array()
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			'name' => 'Sản phẩm',
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$danhmuc = array(
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			'slug' => 'san-pham-1'
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			'name' => 'Hãng sản xuất',
			'slug' => 'hang-san-xuat'
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			'name' => 'Liên hệ',
			'slug' => 'lien-he'
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)
$support = array(
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			'name' => 'Co so Ha noi',
			'phone' => '098 987 678',
			'yahoo' => 'duycuong7640',
			'skype' => 'duycuong7640',
			'pos' => '0',
			'created' => '2013-09-13',
			'modified' => '2015-05-05',
			'status' => '1',
			'yahoo1' => 'duycuong7640',
			'skype1' => '',
			'hotline' => '0987 654 999',
			'email' => '',
			'name1' => ''
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	),
	(int) 1 => array(
		'Support' => array(
			'id' => '16',
			'name' => 'Co so TP.HCM',
			'phone' => '3252  436 432',
			'yahoo' => 'duycuong7640',
			'skype' => 'tuvantubep',
			'pos' => '0',
			'created' => '2014-01-15',
			'modified' => '2015-05-05',
			'status' => '1',
			'yahoo1' => 'duycuong7640',
			'skype1' => '',
			'hotline' => '0987 654 999',
			'email' => '',
			'name1' => ''
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)
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                12:00:00&nbsp;&nbsp;
                <span>30/05/2023</span>
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    '
$scripts_for_layout = ''
$count = (int) 0
$price = (int) 0
$sl = (int) 0
$cap1 = array(
	'Catproduct' => array(
		'id' => '40',
		'name' => 'Blogs',
		'slug' => 'blogs'
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)
$dm_c2 = array()
$cap2 = array(
	'Catproduct' => array(
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		'name' => 'Hãng Khác',
		'parent_id' => '20',
		'alias' => 'hang-khac',
		'images' => null,
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include - APP/View/Elements/menu.ctp, line 56
View::_evaluate() - CORE/Cake/View/View.php, line 920
View::_render() - CORE/Cake/View/View.php, line 883
View::element() - CORE/Cake/View/View.php, line 424
include - APP/View/Layouts/home.ctp, line 169
View::_evaluate() - CORE/Cake/View/View.php, line 920
View::_render() - CORE/Cake/View/View.php, line 883
View::renderLayout() - CORE/Cake/View/View.php, line 539
View::render() - CORE/Cake/View/View.php, line 483
Controller::render() - CORE/Cake/Controller/Controller.php, line 957
ProductController::chitiet() - APP/Controller/ProductController.php, line 135
ReflectionMethod::invokeArgs() - [internal], line ??
Controller::invokeAction() - CORE/Cake/Controller/Controller.php, line 485
Dispatcher::_invoke() - CORE/Cake/Routing/Dispatcher.php, line 186
Dispatcher::dispatch() - CORE/Cake/Routing/Dispatcher.php, line 161
[main] - APP/webroot/index.php, line 92

Notice (8): Undefined index: name_eng [APP/View/Elements/menu.ctp, line 56]
Code Context
                        <div class="accordion-heading">

                            <a class="accordion-toggle" <?php if(!empty($dm_c2)){?>data-toggle="collapse" data-parent="#accordion2" href="#collapse<?php echo $cap1['Catproduct']['id'];?>" title="<?php echo $cap1['Catproduct']['name'.LANGUAGE];?>"<?php }else{?>href="<?php echo DOMAIN.$cap1['Catproduct']['slug'];?>"<?php }?>>

                                <?php echo $cap1['Catproduct']['name'.LANGUAGE];?>
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			'name' => 'Blogs',
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			'images' => '',
			'lft' => '103',
			'rght' => '104',
			'pos' => '5',
			'status' => '1',
			'title_seo' => 'tin tức trắc địa, cập nhật xu hướng đo đạc mới, công nghệ đo đạc, thiết bị đo đạc hiện đại, mẹo kỹ thuật trắc địa, sai số đo đạc, hệ tọa độ VN-2000, GNSS, RTK, GPS trắc địa, phần mềm trắc địa, phần mềm GIS, SurPad, LandStar, Magnet Field, Leica Captivate, Trimble Access',
			'meta_key' => 'tin tức trắc địa, cập nhật xu hướng đo đạc mới, công nghệ đo đạc, thiết bị đo đạc hiện đại, mẹo kỹ thuật trắc địa, sai số đo đạc, hệ tọa độ VN-2000, GNSS, RTK, GPS trắc địa, phần mềm trắc địa, phần mềm GIS, SurPad, LandStar, Magnet Field, Leica Captivate, Trimble Access',
			'meta_des' => 'phần mềm máy đo đạc, phần mềm GIS, phần mềm trút dữ liệu',
			'created' => '2015-12-16',
			'modified' => '2025-10-29',
			'slug' => 'blogs',
			'cate' => '4',
			'link' => 'tin-tuc',
			'name_eng' => '',
			'name_tq' => '',
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			'hot' => '0',
			'content' => '',
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			'content_eng' => null
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	'title_for_layout' => 'Máy toàn đạc điện tử',
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			'name' => 'Định vị công trình bằng máy toàn đạc điện tử',
			'code' => null,
			'alias' => 'dinh-vi-cong-trinh-bang-may-toan-dac-dien-tu',
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			'shortdes' => '<p style="margin: 0in 0in 15.6pt; text-align: justify; background-image: initial; background-position: initial; background-size: initial; background-repeat: initial; background-attachment: initial; background-origin: initial; background-clip: initial;">
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="color: rgb(51, 51, 51);">Định vị thi c&ocirc;ng c&ocirc;ng tr&igrave;nh l&agrave; c&ocirc;ng t&aacute;c trắc địa nhằm x&aacute;c định vị tr&iacute; mặt&nbsp;<span style="box-sizing: border-box; touch-action: manipulation; color: rgb(51, 72, 98);">bằng</span>&nbsp;của c&aacute;c điểm, c&aacute;c đường thẳng, c&aacute;c điểm chi tiết của c&ocirc;ng tr&igrave;nh x&acirc;y dựng tr&ecirc;n đất liền cũng như tr&ecirc;n mặt nước theo đ&uacute;ng thiết kế.</span></span></span><span style="font-size:11.5pt;
font-family:Montserrat;color:#333333"><o:p></o:p></span></p>
',
			'content' => '<h2>
	<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>I. T&igrave;m hiểu về định vị thi c&ocirc;ng c&ocirc;ng tr&igrave;nh&nbsp;</strong></span></span></span></h2>
<br />
<p>
	<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Định vị thi c&ocirc;ng c&ocirc;ng tr&igrave;nh l&agrave; c&ocirc;ng t&aacute;c trắc địa nhằm x&aacute;c định vị tr&iacute; mặt&nbsp;bằng&nbsp;của c&aacute;c điểm, c&aacute;c đường thẳng, c&aacute;c điểm chi tiết của c&ocirc;ng tr&igrave;nh x&acirc;y dựng tr&ecirc;n đất liền cũng như tr&ecirc;n mặt nước theo đ&uacute;ng thiết kế.<br />
	<br />
	Định vị c&ocirc;ng tr&igrave;nh bằng m&aacute;y to&agrave;n đạc c&oacute; thể hiểu l&agrave; thao t&aacute;c sử dụng m&aacute;y to&agrave;n đạc để khảo s&aacute;t, x&aacute;c định vị tr&iacute; tọa độ c&ocirc;ng tr&igrave;nh chi tiết, nhanh ch&oacute;ng v&agrave; ch&iacute;nh x&aacute;c. C&aacute;c kỹ sư sẽ nhập c&aacute;c tham số tr&ecirc;n bản vẽ v&agrave;o m&aacute;y. Sau đ&oacute;, c&aacute;c thuật to&aacute;n của m&aacute;y to&agrave;n đạc sẽ xử l&yacute; những số liệu n&agrave;y. Cuối c&ugrave;ng, m&aacute;y to&agrave;n đạc&nbsp;sẽ khảo s&aacute;t, x&aacute;c định chi tiết v&agrave; x&aacute;c thực những vị tr&iacute; điểm ra thực địa.&nbsp;<br />
	<br />
	Chỉ cần tr&iacute;ch xuất những vị tr&iacute; tọa độ ch&iacute;nh x&aacute;c điểm tr&ecirc;n bản vẽ sang&nbsp;<strong><a href="https://tracdiathanhdat.vn/may-toan-dac-dien-tu">m&aacute;y to&agrave;n đạc điện tử</a> , </strong>&nbsp;m&aacute;y sẽ xử l&yacute; c&aacute;c th&ocirc;ng số n&agrave;y. Sau đ&oacute;, m&aacute;y triển khai vị tr&iacute; những tim trục tr&ecirc;n bản đồ l&ecirc;n thực địa. Nhờ vậy, sẽ định vị được x&aacute;c thực tim trục của nền m&oacute;ng cho những bước thi c&ocirc;ng tiếp theo.</span></span></span></p>
<p style="text-align: center;">
	<br />
	<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/dinh-vi-cong-trinh-bang-may-toan-dac.jpg" style="width: 620px; height: 360px;" /></span></span></span></p>
<h2>
	<br />
	<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>II. Phương ph&aacute;p thực hiện định vị c&ocirc;ng tr&igrave;nh bằng m&aacute;y to&agrave;n đạc điện tử</strong></span></span></span></h2>
<p style="text-align: center;">
	<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">&nbsp; &nbsp; &nbsp;&nbsp;<img alt="" 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" style="height: 411px; width: 620px;" /></span></span></span></p>
<p style="text-align: center;">
	<em><span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">&nbsp; &nbsp; &nbsp;Bản vẽ mặt bằng mộtt nh&agrave; xưởng</span></span></span></em><br />
	&nbsp;</p>
<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Reference Line (Định ᴠị c&ocirc;ng tr&igrave;nh theo đường chuẩn l&agrave; đường thẳng): một đường chuẩn c&oacute; thể được х&aacute;c định bằng c&aacute;ch tham chiếu tới 1 đường thẳng gốc đ&atilde; biết.&nbsp;<br />
<br />
1. X&aacute;c định đường gốc<br />
<br />
Một đường gốc được gắn ᴠới 2 điểm gốc ᴠ&agrave; được х&aacute;c định theo 3 c&aacute;ch: Đo đến điểm gốc; Nhập toạ độ bằng taу; Gọi điểm từ bộ nhớ.<br />
<br />
a) Đo tới điểm gốc. Nhập t&ecirc;n điểm <strong>PtID</strong> ᴠ&agrave; đo bằng ph&iacute;m&nbsp;<br />
b) Với điểm gốc đ&atilde; biết toạ độ t&igrave;m kiếm điểm <strong>PtID</strong> trong bộ nhớ. Nhập toạ độ bằng taу. Hiển thị những điểm ѕẵn trong m&aacute;у.<br />
&nbsp; &nbsp; (1) Điểm gốc trang bị 1&nbsp;<br />
&nbsp; &nbsp; (2) Điểm gốc thứ hai.<br />
&nbsp; &nbsp; (3) Đường gốc.<br />
&nbsp; &nbsp; (4) Đường chuẩn.<br />
<br />
2. Dịch chuуển/Quaу đường gốc<br />
Đường gốc được dịch chuуển ѕong ѕong, chiều dọc, chiều đứng hoặc l&agrave; quaу. Tất cả c&aacute;c kết quả đo ѕau đ&oacute; ѕẽ ảnh hưởng đến đường chuẩn.<br />
&nbsp; &nbsp; <strong>BP</strong>: Điểm gốc.<br />
&nbsp; &nbsp; <strong>BL</strong>: Đường gốc.<br />
&nbsp; &nbsp; <strong>RP</strong>: Điểm chuẩn.<br />
&nbsp; &nbsp; <strong>RL</strong>: Đường chuẩn.<br />
&nbsp; &nbsp; <strong>Off</strong>: Dịch chuуển ѕong ѕong.<br />
&nbsp; &nbsp; <strong>L</strong>: Dịch chuуển theo chiều dọc.<br />
&nbsp; &nbsp; <strong>R</strong>: Th&ocirc;ng ѕố quaу.<br />
<br />
Nhập th&ocirc;ng ѕố: Sử dụng ph&iacute;m n&agrave;у để chuуển con trỏ đến trường th&ocirc;ng ѕố bắt buộc nhập.&nbsp;Ta c&oacute; thể nhập c&aacute;c th&ocirc;ng ѕố như ѕau:<br />
&nbsp; &nbsp; <strong>Offѕet</strong>: Dịch chuуển đường chuẩn ѕong ѕong ᴠề ph&iacute;a b&ecirc;n cần của đường gốc, ᴠ&agrave;o hướng của đường gốc (BP1-BP2).<br />
&nbsp; &nbsp; <strong>Line</strong>: Dịch chuуển đường chuẩn theo chiều dọc t&iacute;nh từ điểm gốc trước ti&ecirc;n theo hướng từ điểm gốc đầu ti&ecirc;n tới điểm gốc vật dụng hai.<br />
&nbsp; &nbsp; <strong>Rotate</strong>: Quaу đường chuẩn theo chiều kim đồng hồ хung quanh điểm gốc.<br />
&nbsp; &nbsp; <strong>Height</strong>: Đường chuẩn cao hơn đường gốc.<br />
&nbsp; &nbsp; <strong>Ref.Hgt:Point1:</strong> Ch&ecirc;nh cao ѕo ᴠới điểm gốc chuẩn nhất.<br />
&nbsp; &nbsp; <strong>Point 2</strong>: Ch&ecirc;nh cao ѕo ᴠới điểm gốc chuẩn hai.<br />
&nbsp; &nbsp; <strong>Interpolated:</strong> Ch&ecirc;nh cao dọc theo đường chuẩn.<br />
&nbsp; &nbsp; <strong>No height</strong>: Ch&ecirc;nh cao kh&ocirc;ng được t&iacute;nh to&aacute;n ᴠ&agrave; hiển thị.<br />
<br />
3. Tiến h&agrave;nh đo hoặc chuуển ѕang chế độ chuуển điểm bề ngo&agrave;i ra thực địa. Tiến h&agrave;nh đo đến điểm đ&iacute;ch. Chuуển ѕang chế độ chuуển điểm bề ngo&agrave;i ra thực địa.<br />
<br />
4. Ứng dụng tương trợ &ldquo;Line&amp;Offѕet&rdquo;:&nbsp;t&iacute;nh to&aacute;n ra ᴠị tr&iacute; của điểm đo ѕo ᴠới đường chuẩn bằng c&aacute;ch hiển thị c&aacute;c lệch dọc trục, lệch ngang, ch&ecirc;nh cao&hellip;<br />
&nbsp;</span></span></span><br />
<p style="box-sizing: border-box; margin-bottom: 1.3em; margin-top: 0px; color: rgb(66, 66, 66); font-family: Roboto, sans-serif; font-size: 15px; text-align: justify;">
	<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trắc đạc c&ocirc;ng tr&igrave;nh hay đo đạc c&ocirc;ng tr&igrave;nh l&agrave; khảo s&aacute;t v&agrave; khai triển bản vẽ thiết kế của c&ocirc;ng tr&igrave;nh ra thực địa, d&ugrave;ng cho thi c&ocirc;ng v&agrave; gi&aacute;m s&aacute;t x&acirc;y dựng c&ocirc;ng tr&igrave;nh đ&uacute;ng bản vẽ thiết kế. Quan trắc dịch chuyển của c&ocirc;ng tr&igrave;nh ra thực địa, chuy&ecirc;n dụng cho thi c&ocirc;ng v&agrave; gi&aacute;m s&aacute;t x&acirc;y dựng c&ocirc;ng tr&igrave;nh đ&uacute;ng bản vẽ thiết kế. C&ocirc;ng cụ đo bằng những mẫu m&aacute;y đo đạc như m&aacute;y kinh vĩ, m&aacute;y thủy b&igrave;nh,m&aacute;y đo khoảng c&aacute;ch laser, m&aacute;y to&agrave;n đạc điện tử&nbsp;&hellip;&nbsp;</span></span></span></p>
<p style="box-sizing: border-box; margin-bottom: 1.3em; margin-top: 0px; color: rgb(66, 66, 66); font-family: Roboto, sans-serif; font-size: 15px; text-align: justify;">
	<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Nhiệm vụ chủ đạo của c&ocirc;ng t&aacute;c trắc địa trong x&acirc;y dựng l&agrave; đảm bảo cho c&ocirc;ng tr&igrave;nh được x&acirc;y dựng đ&uacute;ng k&iacute;ch thước h&igrave;nh học v&agrave; đ&uacute;ng vị tr&iacute; thiết kế. Chỉ khi hai y&ecirc;u cầu n&agrave;y được đ&aacute;p ứng th&igrave; c&ocirc;ng tr&igrave;nh mới mang thể vận h&agrave;nh an to&agrave;n.&nbsp;</span></span></span></p>
<h2 style="box-sizing: border-box; margin-bottom: 1.3em; margin-top: 0px; color: rgb(66, 66, 66); font-family: Roboto, sans-serif; font-size: 15px; text-align: justify;">
	<span style="font-weight: var(--h2_typography-font-weight); font-family: tahoma, geneva, sans-serif; font-size: 14px; color: rgb(0, 0, 0);">III. Những thiết bị được sử dụng trong định vị thi c&ocirc;ng c&ocirc;ng tr&igrave;nh</span></h2>
<ul style="box-sizing: border-box; color: rgb(73, 73, 73); font-family: &quot;Open Sans&quot;, Arial, Helvetica, sans-serif; font-size: 15px;">
	<li style="box-sizing: border-box;">
		<span style="color:#ff0000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><a href="https://tracdiathanhdat.vn/may-thuy-binh-tu-dong"><strong>M&aacute;y thủy b&igrave;nh tự động, m&aacute;y thủy b&igrave;nh điện tử</strong></a></span></span></span><span style="color:#000080;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">:</span></span></span><span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> X&aacute;c định cao độ, dẫn mốc cao độ, đo ch&ecirc;nh cao, quan trắc l&uacute;n&hellip;</span></span></span></li>
</ul>
<ul style="box-sizing: border-box; color: rgb(73, 73, 73); font-family: &quot;Open Sans&quot;, Arial, Helvetica, sans-serif; font-size: 15px;">
	<li style="box-sizing: border-box;">
		<span style="color:#000080;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="box-sizing: border-box; font-weight: bolder;"><a href="https://tracdiathanhdat.vn/may-toan-dac-dien-tu">M&aacute;y to&agrave;n đạc điện tử</a></span></span></span></span><span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="box-sizing: border-box; font-weight: bolder;">:</span>&nbsp;Bố tr&iacute; tr&iacute; tọa độ thiết kế ra thực địa; t&iacute;nh to&aacute;n khoảng c&aacute;ch ngang, đứng, g&oacute;c phương vị của đường, tọa độ điểm, diện t&iacute;ch v&agrave; bố tr&iacute; đường thẳng, đường cong; dẫn lưới lập mốc đường chuyền&hellip;</span></span></span></li>
</ul>
<ul style="box-sizing: border-box; color: rgb(73, 73, 73); font-family: &quot;Open Sans&quot;, Arial, Helvetica, sans-serif; font-size: 15px;">
	<li style="box-sizing: border-box;">
		<span style="color:#000080;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="box-sizing: border-box; font-weight: bolder;"><a href="https://tracdiathanhdat.vn/may-dinh-vi-ve-tinh-gps-2-tan-so-rtk">M&aacute;y định vị GNSS</a></span></span></span></span><span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="box-sizing: border-box; font-weight: bolder;">:</span>&nbsp;Khảo s&aacute;t th&agrave;nh lập lưới khống chế tọa độ; bố tr&iacute; điểm phục vụ cho c&ocirc;ng t&aacute;c chuyển điểm thiết kế ra thực địa; giao hội, bố tr&iacute; đường cong, t&iacute;nh diện t&iacute;ch&hellip;</span></span></span></li>
</ul>
<p style="box-sizing: border-box; margin-bottom: 1.3em; margin-top: 0px; color: rgb(66, 66, 66); font-family: Roboto, sans-serif; font-size: 15px; text-align: center;">
	<span style="color:#000000;"><img alt="" src="/admin/webroot/upload/image/images/Banner (665 × 295 px) (31).png" style="width: 665px; height: 295px;" /></span></p>
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			'lft' => '103',
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			'title_seo' => 'tin tức trắc địa, cập nhật xu hướng đo đạc mới, công nghệ đo đạc, thiết bị đo đạc hiện đại, mẹo kỹ thuật trắc địa, sai số đo đạc, hệ tọa độ VN-2000, GNSS, RTK, GPS trắc địa, phần mềm trắc địa, phần mềm GIS, SurPad, LandStar, Magnet Field, Leica Captivate, Trimble Access',
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		'title' => 'Chuyên phân phối máy đo đạc, trắc địa: Máy GPS RTK, máy thủy bình, máy toàn đạc, máy scanner, UAV chính hãng (LEICA, TOPCON, NIKON, TRIMPLE, SOKKIA, DJI, PENTAX, GARMIN,...)',
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		'address' => '<p>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong><u>Văn ph&ograve;ng</u></strong></span></span><span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">: Số 157&nbsp;Đặng Văn Ngữ, Phường Kim Li&ecirc;n, H&agrave; Nội</span></span></p>
<p>
	<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">MST:<strong><a href="javascript: void(0)" style="font-size:11px;"><span style="color:#ffffff;"> 0103764857 </span></a></strong>do Sở KHĐT TP. H&agrave; Nội cấp ng&agrave;y 28-04-2009<br />
	Điện thoại:&nbsp;<a href="javascript: void(0)" style="font-family: tahoma, geneva, sans-serif;font-size:11px;"><span style="color: rgb(255, 255, 255);"><strong style="font-family: arial, helvetica, sans-serif;">(</strong><strong style="font-family: arial, helvetica, sans-serif;">024) 3776 4930</strong></span></a></span></span></p>
<div>
	<p>
		<strong style="font-size: 14px; font-family: tahoma, geneva, sans-serif;"><u>Cửa h&agrave;ng</u></strong><span style="font-size: 14px; font-family: tahoma, geneva, sans-serif;">:</span></p>
</div>
<p>
	<span style="font-family: tahoma, geneva, sans-serif;">- <span style="font-size:12px;">Số <strong><span style="font-size:14px;">145 </span></strong></span></span><span style="font-size:12px;"><span style="font-family: tahoma, geneva, sans-serif;">L&aacute;ng Hạ, Phường L&aacute;ng Hạ, H&agrave; Nội</span></span></p>
<p>
	<span style="font-size:12px;"><span style="font-family: tahoma, geneva, sans-serif;">- Số 5/161 Nguyễn Tu&acirc;n, Phường Thanh Xu&acirc;n, H&agrave; Nội</span></span><br />
	<br />
	&nbsp;</p>
',
		'contactinfo_eng' => '',
		'taikhoan' => '<strong><span style="color:#04529a;">Số T&agrave;i&nbsp; khoản c&aacute;c ng&acirc;n h&agrave;ng của c&ocirc;ng ty T&acirc;n &Aacute;</span></strong><br />
<br />
1. 13022-0506-5430 - Nguyễn Văn Hiệu - Agribank - CN Trung Y&ecirc;n, HN<br />
2. 0011-00404-0367 - Nguyễn Văn Hiệu - Vietcombank - CN Sở Giao dịch, HN<br />
3. 711A-6202-9713 - Nguyễn Văn Hiệu - Vietinbank - CN Thanh Xu&acirc;n, HN<br />
4. 190-256-018-210-13 - Nguyễn Văn Hiệu - Techcombank, H&agrave; Nội<br />
5. 1231-0000-368-767 - Nguyễn Văn Hiệu - BIDV CN Quang Trung, H&agrave; Nội',
		'contactinfo' => '<div dir="rtl" style="text-align: left;">
	<u style="font-family: tahoma, geneva, sans-serif; font-size: 14px;"><strong>Văn Ph&ograve;ng</strong></u></div>
<div style="">
	<br />
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Địa chỉ:&nbsp; Số 157 Đặng Văn Ngữ, Phường Kim Li&ecirc;n, H&agrave; Nội, Việt Nam<br />
	Tel:&nbsp; &nbsp; &nbsp; &nbsp; (024) 3776 4930 &nbsp; &nbsp;<br />
	Fax:&nbsp; &nbsp; &nbsp; &nbsp;(024) 3776 5908<br />
	Email:&nbsp; &nbsp; thanhdatsurvey.JSC@gmail.com/ tracdiathanhdat@gmail.com<br />
	Hotline:&nbsp; <strong>0913 051 734</strong><br />
	<br />
	<strong><u>C</u></strong><strong><u>ửa h&agrave;ng</u></strong></span></span><br />
	<br />
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">- Số 145 L&aacute;ng Hạ, Phường L&aacute;ng Hạ, H&agrave; Nội</span></span><br />
	<img alt="" src="data:image/png;base64,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" style="height: 12px; width: 16px;" /><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">&nbsp;<strong>0942 288 388</strong></span><br />
	&nbsp;</div>
<div style="">
	<span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">- Số 5/161 Nguyễn Tu&acirc;n, Phường Thanh Xu&acirc;n, H&agrave; Nội</span></div>
<div style="">
	<img alt="" src="data:image/png;base64,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" style="height: 12px; width: 16px;" /><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">&nbsp;<strong>0949 322 456</strong></span></div>
<div style="">
	<br />
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong><u>VPĐD tại Tp. Hồ Ch&iacute; Minh</u></strong><br />
	<br />
	- 1/56 Nguyễn Th&aacute;i Sơn, Phường Hạnh Th&ocirc;ng, Hồ Ch&iacute; Minh</span></span><br />
	<img alt="" src="data:image/png;base64,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" style="height: 12px; width: 16px;" /><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">&nbsp;<strong>0904 925 936</strong></span></div>
',
		'telephone' => '01659 014592',
		'hotline' => '0913051734',
		'email' => 'tracdiathanhdat@yahoo.com',
		'url' => '',
		'meta_key' => 'Leica Geosystems, Máy RTK, máy định vị GPS, GNSS, vngeonet, máy laser, thước đo, Yamayo, máy toàn đạc điện tử, máy toàn đạc robotic, máy toàn đạc tự động, Leica, Sokkia, Nikon, Trimple, Nikon, Spectra, Topcon, ống nhòm, máy bộ đàm, thước đo Yamayo, Máy toàn đạc điện tử, Máy toàn đạc Leica, Máy toàn đạc Sokkia, máy toàn đạc Nikon, Máy toàn đạc Geomax,	Máy toàn đạc Topcon, Máy toàn đạc Trimble, Máy thủy bình tự động, Máy thủy bình leica, Máy thủy bình sokkia, Máy thủy bình Nikon, Máy thủy bình Topcon, Máy thủy bình pentax, Máy thủy bình điện tử, Máy cân bằng laser, Máy kinh vĩ nikon, Máy kinh vĩ Topcon, Máy kinh vĩ sokkia, Máy kinh vĩ geomax, Máy cân bằng laser sabaru, Máy cân bằng laser sincon, Máy cân bằng laser fukuda, Máy cân bằng laser acuza, Máy đo khoảng cách laser leica, Máy đo khoảng cách laser sincon, Máy đo khoảng cách laser bosch, Máy định vị gps 2 tần, Máy định vị gps cầm tay, Máy đo sâu, Máy bộ đàm, Phụ kiện trắc địa, Máy định vị GPS RTK GNSS, Máy định vị GPS RTK Trimble, Máy định vị GPS RTK Sokkia, Máy định vị GPS RTK Sanding, Máy định vị GPS RTK CHC, Máy định vị GPS RTK Comnav, Máy định vị GPS RTK Efix, Máy định vị GPS RTK FOIF, Máy định vị GPS RTK Geomax, Máy định vị GPS RTK Topcon, Máy định vị GPS RTK Nikon, Máy định vị GPS RTK South, Máy định vị GPS RTK Ruide, Máy định vị GPS RTK Kolida, Máy định vị GPS RTK Leica, máy định vị điểm, đo đạc, khảo sát, bản đồ, RINEX, CORS, ',
		'meta_des' => 'Chuyên cung cấp máy định vị vệ tinh GNSS RTK, máy thủy bình, máy toàn đạc, máy laser, máy GPS cầm tay, UAV, ống nhòm (LEICA, TOPCON, NIKON, TRIMPLE, SOKKIA, DJI, PENTAX, GARMIN,...). Uy tín, chất lượng, giá tốt hàng đầu tại Việt Nam!',
		'created' => '2012-06-05',
		'modified' => '1769758152',
		'youtube' => 'http://youtube.com',
		'twitter' => 'https://twitter.com/',
		'myspace' => 'https://myspace.com/',
		'facebook' => 'https://www.facebook.com/thanhdatsurvey.jsc/',
		'email2' => 'duycuong7640',
		'skype' => 'hothihuyen.hn',
		'yahoo' => 'duycuong7640',
		'yahoo1' => 'duycuong7640',
		'content' => 'Thanks for your interest in Vn Discoverytours. For a fast response, please submit this basic Quick Enquiry form below by clicking &ldquo;Submit&rdquo;, and we&rsquo;ll get back to you by e-mail within 12 to 24 hours (in working days). For urgent booking, call us at +84 974 839 873',
		'video' => '<iframe width="1280" height="720" src="https://www.youtube.com/embed/mR4kOuAkEtY" title="YouTube video player" frameborder="0" allow="accelerometer; autoplay; clipboard-write; encrypted-media; gyroscope; picture-in-picture" allowfullscreen></iframe>',
		'slogan' => 'trung tâm sửa chữa và bảo hành máy giặt electrolux',
		'slogan_eng' => '',
		'printer' => '',
		'googleplus' => '',
		'bando' => '<p>
	<iframe allowfullscreen="" frameborder="0" height="410" src="https://www.google.com/maps/embed?pb=!1m18!1m12!1m3!1d1680.2372398112452!2d105.81212934716025!3d21.01437303922492!2m3!1f0!2f0!3f0!3m2!1i1024!2i768!4f13.1!3m3!1m2!1s0x3135ab63b645b665%3A0xa6797ac6008687bf!2zQ-G7rWEgSMOgbmcgVHLhuq9jIMSQ4buLYQ!5e0!3m2!1svi!2s!4v1449908805279" style="border:0" width="600"></iframe></p>
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		'gioithieu' => '<p style="text-align: center;">
	<img alt="" src="/admin/webroot/upload/image/images/gioithieu.png" /></p>
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		'thongtincongty' => 'Sửa máy lạnh tại nhà
Sửa máy lạnh tại HCM
Sửa tủ lạnh
Bơm ga máy lạnh ',
		'trogiupkh' => 'Tai nghe Iphone
Sua may tinh tai nha
Máy Ozone Z755',
		'dichvuft' => 'Sửa máy lạnh
Bảo dưỡng máy lạnh
Vệ sinh máy lạnh
Lắp đặt máy lạnh',
		'bb' => '',
		'zing' => '',
		'hotline2' => '0912 35 65 75',
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		'theh1' => 'thanhdatsurvey.JSC',
		'hanoi' => '<div>
	<strong>C&Ocirc;NG TY CỔ PHẦN THƯƠNG MẠI HMH VIỆT NAM</strong></div>
<div>
	<strong>Địa chỉ</strong> &nbsp;: Số 51 - Trần Duy Hưng, Trung H&ograve;a, Cầu Giấy, H&agrave; Nội</div>
<div>
	<strong>Điện thoại </strong>: (04) 3641.7498 - <strong>Fax</strong>: (04) 3543.0479</div>
<div>
	<strong>Email </strong>: info@ifes.vn</div>
',
		'tphcm' => '<div>
	<strong>C&Ocirc;NG TY CỔ PHẦN THƯƠNG MẠI HMH VIỆT NAM</strong></div>
<div>
	<strong>Địa chỉ</strong>&nbsp;&nbsp;: Số 51 - Trần Duy Hưng, Trung H&ograve;a, Cầu Giấy, H&agrave; Nội</div>
<div>
	<strong>Điện thoại&nbsp;</strong>: (04) 3641.7498 -&nbsp;<strong>Fax</strong>: (04) 3543.0479</div>
<div>
	<strong>Email&nbsp;</strong>: info@ifes.vn</div>
',
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			'id' => '802',
			'name' => 'Dữ liệu RINEX – Nền tảng cốt lõi của hạ tầng trắc địa hiện đại',
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			'alias' => 'du-lieu-rinex-–-nen-tang-cot-loi-cua-ha-tang-trac-dia-hien-dai',
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			'price' => '0',
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			'shortdes' => '<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trong hạ tầng trắc địa hiện đại, RINEX kh&ocirc;ng phải dữ liệu phụ, m&agrave; l&agrave; nền m&oacute;ng kỹ thuật của hệ tọa độ quốc gia.&nbsp;RTK gi&uacute;p đo nhanh h&ocirc;m nay,&nbsp;nhưng RINEX mới l&agrave; yếu tố đảm bảo bản đồ, mốc v&agrave; c&ocirc;ng tr&igrave;nh đứng vững trong nhiều năm tới.</span></span>',
			'content' => '<p>
	<em><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">Trong những năm gần đ&acirc;y, c&ocirc;ng nghệ GNSS RTK c&ugrave;ng c&aacute;c mạng trạm CORS ph&aacute;t triển mạnh mẽ, gi&uacute;p c&ocirc;ng t&aacute;c đo đạc, thi c&ocirc;ng v&agrave; bố tr&iacute; c&ocirc;ng tr&igrave;nh đạt được kết quả gần như tức thời với độ ch&iacute;nh x&aacute;c cao.</span></em></p>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><em>Tuy nhi&ecirc;n, nếu nh&igrave;n ở g&oacute;c độ x&acirc;y dựng v&agrave; duy tr&igrave; hạ tầng trắc địa quốc gia d&agrave;i hạn, nhiều quốc gia ph&aacute;t triển như Mỹ, ch&acirc;u &Acirc;u, Nhật Bản đều c&oacute; chung một quan điểm:&nbsp;RTK l&agrave; lớp ứng dụng đo nhanh ngo&agrave;i hiện trường,&nbsp;trong khi RINEX &ndash; dữ liệu GNSS đo tĩnh &ndash; mới l&agrave; lớp nền cốt l&otilde;i của hệ tọa độ.</em><br />
<br />
<em>RTK cho ph&eacute;p định vị nhanh theo thời gian thực, nhưng độ ổn định v&agrave; khả năng kiểm chứng của kết quả RTK phụ thuộc mạnh v&agrave;o điều kiện truyền cải ch&iacute;nh tại thời điểm đo.&nbsp;Ngược lại, dữ liệu RINEX cho ph&eacute;p xử l&yacute; hậu kỳ, kiểm chứng, đối so&aacute;t v&agrave; duy tr&igrave; độ ổn định tọa độ trong thời gian d&agrave;i.<br />
&nbsp;</em></span></span>
<h2>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">1. RINEX l&agrave; g&igrave;?</span></span></h2>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">RINEX (<em>Receiver Independent Exchange Format</em>) l&agrave; định dạng dữ liệu GNSS th&ocirc; chuẩn quốc tế, được ph&aacute;t triển v&agrave; duy tr&igrave; bởi cộng đồng GNSS to&agrave;n cầu dưới sự điều phối&nbsp;của c&aacute;c tổ chức quốc tế như IGS (International GNSS Service) v&agrave; RTCM SC-104.</span></span><br />
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">RINEX cho ph&eacute;p trao đổi dữ liệu GNSS giữa c&aacute;c thiết bị v&agrave; phần mềm kh&aacute;c nhau, kh&ocirc;ng phụ thuộc h&atilde;ng sản xuất, v&agrave; được sử dụng rộng r&atilde;i tr&ecirc;n to&agrave;n thế giới cho c&aacute;c mục đ&iacute;ch kỹ thuật chuy&ecirc;n s&acirc;u.&nbsp;Dữ liệu RINEX cho ph&eacute;p:</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Xử l&yacute; hậu kỳ GNSS (Static / PPK)</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">B&igrave;nh sai mạng lưới GNSS</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kiểm so&aacute;t chất lượng v&agrave; truy xuất nguồn gốc số liệu</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Duy tr&igrave; v&agrave; kiểm chứng hệ tọa độ theo thời gian d&agrave;i</span></span></li>
</ul>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">RTK cho kết quả nhanh &ndash; RINEX cho kết quả bền v&agrave; kiểm chứng được.<br />
&nbsp;</span></span>
<h2>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">2. C&aacute;ch c&aacute;c quốc gia khai th&aacute;c RINEX trong hạ tầng trắc địa</span></span></h2>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tại nhiều quốc gia, mạng CORS quốc gia kh&ocirc;ng chỉ phục vụ RTK thời gian thực m&agrave; c&ograve;n coi dữ liệu RINEX li&ecirc;n tục l&agrave; t&agrave;i sản dữ liệu cốt l&otilde;i.&nbsp;M&ocirc; h&igrave;nh khai th&aacute;c phổ biến:</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Lưu trữ dữ liệu GNSS 24/7.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Cho ph&eacute;p tải RINEX theo c&aacute;c khoảng thời gian:</span></span>
		<ul>
			<li>
				<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">15 ph&uacute;t</span></span></li>
			<li>
				<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">1 giờ</span></span></li>
			<li>
				<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">6 giờ</span></span></li>
			<li>
				<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">24 giờ</span></span></li>
		</ul>
	</li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Cung cấp đầy đủ metadata:</span></span>
		<ul>
			<li>
				<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Th&ocirc;ng tin trạm GNSS</span></span></li>
			<li>
				<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Thời gian quan s&aacute;t</span></span></li>
			<li>
				<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Chu kỳ ghi (1s, 15s, 30s&hellip;)</span></span></li>
			<li>
				<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hệ quy chiếu v&agrave; m&ocirc; h&igrave;nh tham chiếu.</span></span></li>
		</ul>
	</li>
</ul>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">&gt; V&iacute; dụ ti&ecirc;u biểu:</span></span><br />
<br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Mỹ: NOAA CORS Network cung cấp dữ liệu RINEX phục vụ đo tĩnh v&agrave; xử l&yacute; hậu kỳ.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Ch&acirc;u &Acirc;u: EUREF Permanent Network (EPN) lưu trữ dữ liệu RINEX cho b&igrave;nh sai lưới khu vực.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Nhật Bản: GEONET do GSI vận h&agrave;nh, cung cấp dữ liệu RINEX cho xử l&yacute; hậu kỳ v&agrave; nghi&ecirc;n cứu GNSS.</span></span></li>
</ul>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Điểm chung của c&aacute;c m&ocirc; h&igrave;nh n&agrave;y l&agrave; coi RINEX li&ecirc;n tục mới l&agrave; nền tảng bền vững của hệ tọa độ quốc gia.<br />
&nbsp;</span></span>
<p style="text-align: center;">
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/ncn_agol.png" style="width: 800px; height: 511px;" /></span></span></p>
<h2>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">3. Vai tr&ograve; của RINEX trong hệ thống trắc địa hiện đại</span></span></h2>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Nhiều quốc gia đang triển khai m&ocirc; h&igrave;nh tổng hợp:</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">GNSS CORS + RINEX &rarr; lớp khống chế nền, duy tr&igrave; hệ tọa độ d&agrave;i hạn</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Mốc khống chế vật l&yacute; &rarr; đối tượng kiểm chứng v&agrave; cơ sở ph&aacute;p l&yacute;</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">RTK &rarr; c&ocirc;ng cụ đo nhanh ngo&agrave;i hiện trường</span></span></li>
</ul>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đ&acirc;y kh&ocirc;ng phải xu hướng &ldquo;bỏ mốc&rdquo;, m&agrave; l&agrave;:</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Giảm phụ thuộc v&agrave;o việc chạy mốc thủ c&ocirc;ng tốn thời gian</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Chuyển vai tr&ograve; mốc từ nguồn gốc duy nhất sang đối tượng kiểm chứng</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tăng vai tr&ograve; của dữ liệu GNSS chuẩn h&oacute;a trong duy tr&igrave; hệ tọa độ</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">&nbsp;</span></span>
<h2>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">4. RINEX gi&uacute;p ổn định v&agrave; kiểm so&aacute;t hệ tọa độ theo thời gian như thế n&agrave;o?</span></span></h2>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Dữ liệu RINEX cho ph&eacute;p xử l&yacute; hậu kỳ v&agrave; b&igrave;nh sai mạng lưới, nhờ đ&oacute;:</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Giảm ảnh hưởng của thời điểm đo</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hạn chế t&aacute;c động của điều kiện kh&iacute; quyển v&agrave; m&ocirc;i trường</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tăng khả năng đối so&aacute;t v&agrave; truy nguy&ecirc;n số liệu</span></span></li>
</ul>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kh&aacute;i niệm &ldquo;ổn định&rdquo; ở đ&acirc;y được hiểu theo nghĩa kỹ thuật: Cho ph&eacute;p t&aacute;i xử l&yacute;, kiểm chứng v&agrave; so s&aacute;nh tọa độ tại c&aacute;c thời điểm kh&aacute;c nhau, tr&aacute;nh sai lệch t&iacute;ch lũy do đo nhanh tức thời.<br />
&nbsp;</span></span>
<h2>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">5. Ứng dụng thực tế của dữ liệu RINEX v&agrave; lợi &iacute;ch khai th&aacute;c RINEX hiệu quả</span></span></h2>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Dữ liệu RINEX hiện được sử dụng rộng r&atilde;i trong:</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Lập mốc khống chế GNSS</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">B&igrave;nh sai lưới quốc gia v&agrave; khu vực</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Quan trắc dịch chuyển c&ocirc;ng tr&igrave;nh, địa chất</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">L&agrave;m cơ sở kỹ thuật v&agrave; ph&aacute;p l&yacute; d&agrave;i hạn cho bản đồ v&agrave; hạ tầng kỹ thuật</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">&nbsp;<br />
Khai th&aacute;c RINEX b&agrave;i bản mang lại:</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Giảm thời gian v&agrave; chi ph&iacute; thiết lập lưới khống chế</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">N&acirc;ng cao độ ổn định v&agrave; khả năng kiểm chứng số liệu</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Ph&ugrave; hợp với dự &aacute;n lớn, triển khai d&agrave;i hạn, y&ecirc;u cầu ph&aacute;p l&yacute; cao</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Chủ động khi RTK kh&ocirc;ng ổn định hoặc mất hiệu chỉnh</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">&nbsp;</span></span>
<h2>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">6. Cấu tr&uacute;c dữ liệu RINEX gồm những g&igrave;?</span></span></h2>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Dữ liệu RINEX kh&ocirc;ng phải l&agrave; một file đơn lẻ, m&agrave; l&agrave; tập hợp nhiều file th&agrave;nh phần, mỗi file đảm nhiệm một vai tr&ograve; ri&ecirc;ng.<br />
<br />
6.1. File quan s&aacute;t &ndash; Observation file (*.obs). Bao gồm:</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">S&oacute;ng mang v&agrave; m&atilde; giả</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Dữ liệu GPS, GLONASS, Galileo, BeiDou&hellip;</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Th&ocirc;ng tin thời gian, tần số, t&iacute;n hiệu</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">File bắt buộc khi xử l&yacute; GNSS hậu kỳ v&agrave; b&igrave;nh sai.<br />
&nbsp;<br />
6.2. File quỹ đạo vệ tinh &ndash; Navigation file (*.nav, *.gnav&hellip;) c&oacute; chứa q</span></span><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">uỹ đạo vệ tinh (broadcast ephemeris) - d</span><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">ữ liệu cần thiết để t&iacute;nh vị tr&iacute; vệ tinh theo thời gian.<br />
<br />
T&ugrave;y phi&ecirc;n bản RINEX v&agrave; hệ vệ tinh, file điều hướng (Navigation file) c&oacute; thể được đặt t&ecirc;n kh&aacute;c nhau.<br />
Trong c&aacute;c hệ thống v&agrave; phần mềm cũ (RINEX 2.x), file điều hướng thường được t&aacute;ch theo từng hệ GNSS, với c&aacute;c đu&ocirc;i phổ biến như:</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">GPS: .N</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">GLONASS: .G</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">BeiDou: .C</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Galileo: .E</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trong c&aacute;c hệ thống hiện đại sử dụng RINEX 3.x trở l&ecirc;n, file điều hướng thường được gộp đa hệ GNSS v&agrave; sử dụng chung đu&ocirc;i .nav (hoặc .rnx), trong đ&oacute; chứa đồng thời dữ liệu GPS, GLONASS, Galileo, BeiDou&hellip;</span></span><br />
&nbsp;<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">6.3. File đồng hồ vệ tinh &ndash; Clock file (*.clk)</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hiệu chỉnh sai số đồng hồ vệ tinh v&agrave; trạm</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Độ ch&iacute;nh x&aacute;c cao hơn dữ liệu quảng b&aacute;</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">D&ugrave;ng cho b&igrave;nh sai ch&iacute;nh x&aacute;c cao v&agrave; nghi&ecirc;n cứu d&agrave;i hạn.<br />
&nbsp;<br />
6.4. File quỹ đạo ch&iacute;nh x&aacute;c &ndash; Precise orbit (*.sp3)</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Quỹ đạo vệ tinh độ ch&iacute;nh x&aacute;c cao</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kết hợp với .clk để n&acirc;ng cao chất lượng xử l&yacute;</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">&nbsp;<br />
6.5. C&aacute;c file phụ trợ</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Metadata trạm, antenna, receiver</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">File kh&iacute; quyển, site log</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Gi&uacute;p n&acirc;ng cao độ tin cậy v&agrave; truy xuất nguồn gốc số liệu.<br />
&nbsp;<br />
&gt;&gt;&gt; Phi&ecirc;n bản RINEX v&agrave; xu hướng hiện nay:</span></span><br />
<br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">RINEX 2.x: cũ, hạn chế hệ GNSS.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">RINEX 3.x: đa hệ, phổ biến hiện nay.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">RINEX 4.x: hỗ trợ t&iacute;n hiệu hiện đại, độ ch&iacute;nh x&aacute;c cao.</span></span></li>
</ul>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trong thực tế xử l&yacute; GNSS hậu kỳ, RINEX 2.11 vẫn được sử dụng rộng r&atilde;i nhờ t&iacute;nh ổn định v&agrave; khả năng tương th&iacute;ch cao. Nhiều lỗi xử l&yacute; hiện nay ph&aacute;t sinh từ việc chuyển đổi RINEX kh&ocirc;ng đ&uacute;ng chuẩn hoặc thiếu dữ liệu đi k&egrave;m.</span></span><br />
<p style="text-align: center;">
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/Bài viết 30_1_26.png" style="width: 800px; height: 526px;" /></span></span></p>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">RINEX 3 &amp; 4 l&agrave; xu hướng ch&iacute;nh trong c&aacute;c hệ thống CORS hiện đại.<br />
&nbsp;<br />
Hiểu đ&uacute;ng v&agrave; khai th&aacute;c đ&uacute;ng dữ liệu RINEX ch&iacute;nh l&agrave; bước chuyển từ đo nhanh sang đo bền vững trong trắc địa hiện đại &ndash; đặc biệt trong bối cảnh Việt Nam đang vận h&agrave;nh c&aacute;c mạng CORS v&agrave; duy tr&igrave; hệ tọa độ VN-2000.<br />
<br />
<em>&gt;&gt;&gt; Nguồn tham khảo:</em></span></span><br />
<ul>
	<li>
		<em><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">IGS &amp; RTCM &ndash; Chuẩn dữ liệu RINEX</span></span></em></li>
	<li>
		<em><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">NOAA CORS Network (Mỹ)</span></span></em></li>
	<li>
		<em><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">EUREF Permanent Network (Ch&acirc;u &Acirc;u)</span></span></em></li>
	<li>
		<em><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">GEONET &ndash; GSI (Nhật Bản)</span></span></em></li>
</ul>
<p style="text-align: center;">
	<img alt="" src="/admin/webroot/upload/image/images/RINEX - GNSS DATA (665 x 295 px).png" style="width: 800px; height: 355px;" /></p>
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			'shortdes' => '<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đo kh&ocirc;ng gương (Non-Prism) tr&ecirc;n m&aacute;y to&agrave;n đạc l&agrave; g&igrave;? Khi n&agrave;o n&ecirc;n d&ugrave;ng, khi n&agrave;o kh&ocirc;ng n&ecirc;n d&ugrave;ng? Ph&acirc;n t&iacute;ch ưu nhược điểm, sai số giao hội v&agrave; khuyến nghị kỹ thuật khi đo Non-Prism tr&ecirc;n m&aacute;y to&agrave;n đạc.</span></span>',
			'content' => '<em><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trong thực tế thi c&ocirc;ng v&agrave; đo đạc, đo kh&ocirc;ng gương (Non-Prism) l&agrave; một t&iacute;nh năng rất hữu &iacute;ch của m&aacute;y to&agrave;n đạc, nhưng cũng tiềm ẩn nhiều rủi ro sai số nếu sử dụng kh&ocirc;ng đ&uacute;ng mục đ&iacute;ch. B&agrave;i viết dưới đ&acirc;y sẽ ph&acirc;n t&iacute;ch bản chất đo Non-Prism, phạm vi ứng dụng, ưu &ndash; nhược điểm, ảnh hưởng đến giao hội v&agrave; c&aacute;c khuyến nghị kỹ thuật cần tu&acirc;n thủ.</span></span></em><br />
<br />
<h2>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">1. Đo kh&ocirc;ng gương (Non-Prism) l&agrave; g&igrave;?</span></span></h2>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trong thực tế đo đạc, kh&ocirc;ng phải l&uacute;c n&agrave;o cũng c&oacute; thể đặt được gương phản xạ. C&aacute;c vị tr&iacute; như tường cao, taluy, v&aacute;ch hầm, kết cấu th&eacute;p, khu vực đang thi c&ocirc;ng hoặc nguy hiểm l&agrave; những trường hợp điển h&igrave;nh.<br />
Đo kh&ocirc;ng gương (Non-Prism) l&agrave; phương ph&aacute;p đo khoảng c&aacute;ch kh&ocirc;ng sử dụng gương phản xạ. M&aacute;y to&agrave;n đạc ph&aacute;t tia laser trực tiếp tới bề mặt mục ti&ecirc;u v&agrave; thu t&iacute;n hiệu phản hồi để x&aacute;c định khoảng c&aacute;ch v&agrave; tọa độ điểm đo.<br />
<br />
Phương ph&aacute;p n&agrave;y cho ph&eacute;p đo c&aacute;c vị tr&iacute;:</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kh&oacute; tiếp cận hoặc kh&ocirc;ng thể đặt gương.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kh&ocirc;ng an to&agrave;n để tiếp cận trực tiếp.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Cần đo nhanh hiện trạng m&agrave; kh&ocirc;ng bố tr&iacute; phụ trợ.</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">&nbsp;</span></span><br />
<h3>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">1.1 Ưu điểm của đo kh&ocirc;ng gương</span></span></h3>
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đo được c&aacute;c vị tr&iacute; &ldquo;bất khả thi&rdquo; với phương ph&aacute;p đo gương.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tăng mức độ an to&agrave;n cho người đo ngo&agrave;i c&ocirc;ng trường.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tiết kiệm thời gian đi gương, giảm nh&acirc;n lực.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Rất hiệu quả khi đo hiện trạng, kiểm tra h&igrave;nh học kết cấu.</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">&nbsp;</span></span>
<h3>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">1.2 Nhược điểm v&agrave; hạn chế kỹ thuật của Non-Prism</span></span></h3>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">B&ecirc;n cạnh ưu điểm, đo kh&ocirc;ng gương tồn tại nhiều hạn chế kỹ thuật cần hiểu r&otilde;:<br />
<br />
<strong>Phụ thuộc mạnh v&agrave;o bề mặt đo</strong></span></span>
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Bề mặt s&aacute;ng, phẳng, kh&ocirc; &rarr; đo xa hơn, ổn định hơn.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Bề mặt tối, th&ocirc;, ẩm, xi&ecirc;n g&oacute;c &rarr; tầm đo giảm r&otilde; rệt, sai số tăng.</span></span></li>
</ul>
<br />
<strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Độ ch&iacute;nh x&aacute;c thấp hơn đo gương</span></span></strong><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kh&ocirc;ng c&oacute; t&acirc;m phản xạ cố định như gương.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Sai số đo khoảng c&aacute;ch lớn hơn v&agrave; k&eacute;m ổn định hơn.</span></span></li>
</ul>
<br />
<strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hao pin hơn</span></span></strong><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đo Non-Prism li&ecirc;n tục ti&ecirc;u thụ pin nhiều hơn so với đo gương.</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">&nbsp;</span></span><br />
<p style="text-align: center;">
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/Thiết kế chưa có tên (40).png" style="width: 800px; height: 671px;" /></span></span></p>
<h3>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">1.3 Những lưu &yacute; quan trọng khi sử dụng đo kh&ocirc;ng gương</span></span></h3>
<br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kh&ocirc;ng sử dụng đo kh&ocirc;ng gương cho mốc khống chế.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kh&ocirc;ng d&ugrave;ng cho dẫn mốc, nghiệm thu ph&aacute;p l&yacute;.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Chỉ d&ugrave;ng cho đo hiện trạng, kiểm tra, tham khảo kỹ thuật.</span></span></li>
</ul>
<h3>
	<br />
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">1.4 Khoảng c&aacute;ch đo kh&ocirc;ng gương của một số d&ograve;ng m&aacute;y phổ biến</span></span></h3>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Khoảng c&aacute;ch c&ocirc;ng bố của nh&agrave; sản xuất thường được đo trong điều kiện ti&ecirc;u chuẩn:</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Leica FlexLine TS03 / TS07 / TS10: ~500 m / ~1000 m (t&ugrave;y cấu h&igrave;nh)</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Nikon N-Series: ~600 m</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Nikon XS-Series: ~800 m</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Topcon GM-100 Series: ~500 m</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Thực tế ngo&agrave;i c&ocirc;ng trường, khoảng c&aacute;ch đo thường ngắn hơn catalogue, phụ thuộc mạnh v&agrave;o bề mặt v&agrave; điều kiện m&ocirc;i trường.<br />
&nbsp;</span></span>
<h3>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">1.5 Khi n&agrave;o n&ecirc;n d&ugrave;ng đo kh&ocirc;ng gương?</span></span></h3>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đo kh&ocirc;ng gương ph&aacute;t huy hiệu quả trong c&aacute;c c&ocirc;ng việc:</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đo chi tiết ho&agrave;n c&ocirc;ng.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đo kiểm tra h&igrave;nh học kết cấu.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đo taluy, v&aacute;ch đứng, v&aacute;ch hầm.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đo c&aacute;c điểm nguy hiểm kh&ocirc;ng thể tiếp cận.</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">&gt; Đo kh&ocirc;ng gương l&agrave; c&ocirc;ng nghệ bổ trợ, kh&ocirc;ng phải để thay thế đo gương.<br />
&nbsp;</span></span>
<h2>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">2. Hỏi v&agrave; Đ&aacute;p: Đo kh&ocirc;ng gương &amp; sai số giao hội</span></span></h2>
<br />
<h3>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">2. 1 V&igrave; sao đo kh&ocirc;ng gương dễ g&acirc;y sai số khi giao hội?</span></span></h3>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">V&igrave; đo Non-Prism phụ thuộc v&agrave;o bề mặt phản xạ, kh&ocirc;ng c&oacute; t&acirc;m phản xạ cố định như gương.<br />
Trong b&agrave;i to&aacute;n giao hội, sai số nhỏ ở từng hướng bắn c&oacute; thể bị ph&oacute;ng đại tại điểm giao, khiến kết quả thiếu ổn định.<br />
&nbsp;</span></span>
<h3>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">2.2 Sai số giao hội khi d&ugrave;ng Non-Prism thường đến từ đ&acirc;u?</span></span></h3>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">C&aacute;c nguy&ecirc;n nh&acirc;n ch&iacute;nh:</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Bề mặt phản xạ kh&ocirc;ng phẳng, kh&ocirc;ng đồng nhất.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tia laser phản xạ kh&ocirc;ng c&ugrave;ng một điểm h&igrave;nh học.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">G&oacute;c bắn xi&ecirc;n, bắn v&agrave;o m&eacute;p cạnh hoặc bề mặt nhỏ.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Sai số đo khoảng c&aacute;ch lớn hơn so với đo gương.</span></span></li>
</ul>
<h3>
	<br />
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">2.3 Đo kh&ocirc;ng gương ảnh hưởng nhiều hơn đến giao hội g&oacute;c hay giao hội cạnh?</span></span></h3>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đo kh&ocirc;ng gương ảnh hưởng mạnh hơn đến giao hội cạnh, v&igrave;:</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Sai số đo khoảng c&aacute;ch của Non-Prism lớn hơn.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trong giao hội cạnh, sai số khoảng c&aacute;ch t&aacute;c động trực tiếp tới vị tr&iacute; điểm giao.</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Với giao hội g&oacute;c, sai số vẫn tồn tại nhưng &iacute;t phụ thuộc hơn v&agrave;o chất lượng phản xạ.<br />
&nbsp;</span></span>
<h3>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">2.4 V&igrave; sao giao hội nghịch đặc biệt nhạy cảm với đo kh&ocirc;ng gương?</span></span></h3>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trong giao hội nghịch:</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Điểm đặt m&aacute;y cần được x&aacute;c định rất ch&iacute;nh x&aacute;c.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kh&ocirc;ng x&aacute;c định được t&acirc;m phản xạ r&otilde; r&agrave;ng.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">C&aacute;c trạm c&oacute; thể &ldquo;nh&igrave;n&rdquo; v&agrave;o những điểm kh&aacute;c nhau tr&ecirc;n c&ugrave;ng một bề mặt.</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Điều n&agrave;y khiến sai số kh&oacute; kiểm so&aacute;t v&agrave; kh&oacute; ph&aacute;t hiện.<br />
&nbsp;</span></span>
<h3>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">2.5 C&oacute; thể giảm sai số khi buộc phải giao hội bằng Non-Prism kh&ocirc;ng?</span></span></h3>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">C&oacute; thể giảm rủi ro, nhưng kh&ocirc;ng loại bỏ ho&agrave;n to&agrave;n, bằng c&aacute;ch:</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Chọn bề mặt phẳng, s&aacute;ng, r&otilde; r&agrave;ng.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tr&aacute;nh bắn v&agrave;o m&eacute;p cạnh hoặc bề mặt nhỏ.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Ngắm vu&ocirc;ng g&oacute;c với bề mặt.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đo lặp nhiều lần để kiểm tra.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kết hợp kiểm tra ch&eacute;o bằng phương ph&aacute;p kh&aacute;c.</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Chỉ &aacute;p dụng cho đo tham khảo, kh&ocirc;ng d&ugrave;ng cho mốc.<br />
&nbsp;</span></span>
<h3>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">2.6&nbsp; Khi n&agrave;o tuyệt đối kh&ocirc;ng n&ecirc;n d&ugrave;ng Non-Prism cho giao hội?</span></span></h3>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kh&ocirc;ng sử dụng trong c&aacute;c trường hợp:</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Dẫn mốc tọa độ.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Thiết lập lưới khống chế.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Mốc ph&aacute;p l&yacute;, nghiệm thu c&ocirc;ng tr&igrave;nh.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">C&ocirc;ng việc y&ecirc;u cầu độ ch&iacute;nh x&aacute;c cao (cm &ndash; mm).</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">&nbsp;</span></span>
<h3>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">2.7 V&igrave; sao đo gương vẫn l&agrave; phương ph&aacute;p chuẩn cho giao hội?</span></span></h3>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">V&igrave; khi đo gương:</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">C&oacute; t&acirc;m phản xạ x&aacute;c định r&otilde; r&agrave;ng.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Sai số đo khoảng c&aacute;ch nhỏ v&agrave; ổn định.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">C&aacute;c trạm c&ugrave;ng x&aacute;c định một điểm h&igrave;nh học duy nhất.</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đ&acirc;y l&agrave; yếu tố then chốt trong c&aacute;c b&agrave;i to&aacute;n giao hội.<br />
&nbsp;</span></span>
<h3>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">2.8 C&oacute; n&ecirc;n coi đo kh&ocirc;ng gương l&agrave; phương ph&aacute;p thay thế đo gương?</span></span></h3>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kh&ocirc;ng. Đo kh&ocirc;ng gương l&agrave; giải ph&aacute;p bổ trợ, kh&ocirc;ng phải phương ph&aacute;p thay thế.<br />
<br />
Khuyến nghị n&ecirc;n tu&acirc;n thủ quy tắc kỹ thuật:</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">C&oacute; thể đặt gương &rarr; ưu ti&ecirc;n đo gương.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kh&ocirc;ng thể đặt gương &rarr; d&ugrave;ng Non-Prism đ&uacute;ng mục đ&iacute;ch.</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">&nbsp;<br />
&gt;&gt;&gt; Đo kh&ocirc;ng gương (Non-Prism) mang lại nhiều tiện lợi trong đo hiện trạng v&agrave; c&aacute;c vị tr&iacute; kh&oacute; tiếp cận, tuy nhi&ecirc;n phương ph&aacute;p n&agrave;y nhạy cảm với sai số, đặc biệt trong c&aacute;c b&agrave;i to&aacute;n giao hội.<br />
Trong thực tế, giao hội thuận c&oacute; thể c&acirc;n nhắc sử dụng đo kh&ocirc;ng gương cho mục đ&iacute;ch tham khảo, khi điều kiện bề mặt cho ph&eacute;p. Ngược lại, giao hội nghịch kh&ocirc;ng được khuyến nghị sử dụng Non-Prism do sai số kh&oacute; kiểm so&aacute;t.&nbsp;Đối với c&aacute;c c&ocirc;ng việc thiết lập lưới khống chế, dẫn mốc tọa độ v&agrave; hồ sơ ph&aacute;p l&yacute;, việc đo bằng gương phản xạ l&agrave; bắt buộc để đảm bảo độ ch&iacute;nh x&aacute;c v&agrave; gi&aacute; trị ph&aacute;p l&yacute; của số liệu.</span></span><br />
<br />
<p style="text-align: center;">
	<img alt="" src="/admin/webroot/upload/image/images/CHỌN ANH TÀI (16).png" style="width: 800px; height: 618px;" /></p>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">&nbsp;</span></span>',
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			'shortdes' => '<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đo kh&ocirc;ng gương (Non-Prism) tr&ecirc;n m&aacute;y to&agrave;n đạc l&agrave; g&igrave;? Khi n&agrave;o n&ecirc;n d&ugrave;ng, khi n&agrave;o kh&ocirc;ng n&ecirc;n d&ugrave;ng? Ph&acirc;n t&iacute;ch ưu nhược điểm, sai số giao hội v&agrave; khuyến nghị kỹ thuật khi đo Non-Prism tr&ecirc;n m&aacute;y to&agrave;n đạc.</span></span>',
			'content' => '<em><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trong thực tế thi c&ocirc;ng v&agrave; đo đạc, đo kh&ocirc;ng gương (Non-Prism) l&agrave; một t&iacute;nh năng rất hữu &iacute;ch của m&aacute;y to&agrave;n đạc, nhưng cũng tiềm ẩn nhiều rủi ro sai số nếu sử dụng kh&ocirc;ng đ&uacute;ng mục đ&iacute;ch. B&agrave;i viết dưới đ&acirc;y sẽ ph&acirc;n t&iacute;ch bản chất đo Non-Prism, phạm vi ứng dụng, ưu &ndash; nhược điểm, ảnh hưởng đến giao hội v&agrave; c&aacute;c khuyến nghị kỹ thuật cần tu&acirc;n thủ.</span></span></em><br />
<h2>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">1. Đo kh&ocirc;ng gương (Non-Prism) l&agrave; g&igrave;?</span></span></h2>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trong thực tế đo đạc, kh&ocirc;ng phải l&uacute;c n&agrave;o cũng c&oacute; thể đặt được gương phản xạ. C&aacute;c vị tr&iacute; như tường cao, taluy, v&aacute;ch hầm, kết cấu th&eacute;p, khu vực đang thi c&ocirc;ng hoặc nguy hiểm l&agrave; những trường hợp điển h&igrave;nh.<br />
Đo kh&ocirc;ng gương (Non-Prism) l&agrave; phương ph&aacute;p đo khoảng c&aacute;ch kh&ocirc;ng sử dụng gương phản xạ. M&aacute;y to&agrave;n đạc ph&aacute;t tia laser trực tiếp tới bề mặt mục ti&ecirc;u v&agrave; thu t&iacute;n hiệu phản hồi để x&aacute;c định khoảng c&aacute;ch v&agrave; tọa độ điểm đo.<br />
<br />
Phương ph&aacute;p n&agrave;y cho ph&eacute;p đo c&aacute;c vị tr&iacute;:</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kh&oacute; tiếp cận hoặc kh&ocirc;ng thể đặt gương.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kh&ocirc;ng an to&agrave;n để tiếp cận trực tiếp.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Cần đo nhanh hiện trạng m&agrave; kh&ocirc;ng bố tr&iacute; phụ trợ.</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">&nbsp;</span></span><br />
<h3>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">1.1 Ưu điểm của đo kh&ocirc;ng gương</span></span></h3>
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đo được c&aacute;c vị tr&iacute; &ldquo;bất khả thi&rdquo; với phương ph&aacute;p đo gương.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tăng mức độ an to&agrave;n cho người đo ngo&agrave;i c&ocirc;ng trường.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tiết kiệm thời gian đi gương, giảm nh&acirc;n lực.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Rất hiệu quả khi đo hiện trạng, kiểm tra h&igrave;nh học kết cấu.</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">&nbsp;</span></span>
<h3>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">1.2 Nhược điểm v&agrave; hạn chế kỹ thuật của Non-Prism</span></span></h3>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">B&ecirc;n cạnh ưu điểm, đo kh&ocirc;ng gương tồn tại nhiều hạn chế kỹ thuật cần hiểu r&otilde;:<br />
<br />
<strong>Phụ thuộc mạnh v&agrave;o bề mặt đo</strong></span></span>
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Bề mặt s&aacute;ng, phẳng, kh&ocirc; &rarr; đo xa hơn, ổn định hơn.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Bề mặt tối, th&ocirc;, ẩm, xi&ecirc;n g&oacute;c &rarr; tầm đo giảm r&otilde; rệt, sai số tăng.</span></span></li>
</ul>
<strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Độ ch&iacute;nh x&aacute;c thấp hơn đo gương</span></span></strong><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kh&ocirc;ng c&oacute; t&acirc;m phản xạ cố định như gương.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Sai số đo khoảng c&aacute;ch lớn hơn v&agrave; k&eacute;m ổn định hơn.</span></span></li>
</ul>
<strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hao pin hơn</span></span></strong><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đo Non-Prism li&ecirc;n tục ti&ecirc;u thụ pin nhiều hơn so với đo gương.</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">&nbsp;</span></span><br />
<p style="text-align: center;">
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/Thiết kế chưa có tên (40).png" style="width: 800px; height: 671px;" /></span></span></p>
<h3>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">1.3 Những lưu &yacute; quan trọng khi sử dụng đo kh&ocirc;ng gương</span></span></h3>
<br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kh&ocirc;ng sử dụng đo kh&ocirc;ng gương cho mốc khống chế.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kh&ocirc;ng d&ugrave;ng cho dẫn mốc, nghiệm thu ph&aacute;p l&yacute;.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Chỉ d&ugrave;ng cho đo hiện trạng, kiểm tra, tham khảo kỹ thuật.</span></span></li>
</ul>
<h3>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">1.4 Khoảng c&aacute;ch đo kh&ocirc;ng gương của một số d&ograve;ng m&aacute;y phổ biến</span></span></h3>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Khoảng c&aacute;ch c&ocirc;ng bố của nh&agrave; sản xuất thường được đo trong điều kiện ti&ecirc;u chuẩn:</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Leica FlexLine TS03 / TS07 / TS10: ~500 m / ~1000 m (t&ugrave;y cấu h&igrave;nh)</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Nikon N-Series: ~600 m</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Nikon XS-Series: ~800 m</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Topcon GM-100 Series: ~500 m</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Thực tế ngo&agrave;i c&ocirc;ng trường, khoảng c&aacute;ch đo thường ngắn hơn catalogue, phụ thuộc mạnh v&agrave;o bề mặt v&agrave; điều kiện m&ocirc;i trường.<br />
&nbsp;</span></span>
<h3>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">1.5 Khi n&agrave;o n&ecirc;n d&ugrave;ng đo kh&ocirc;ng gương?</span></span></h3>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đo kh&ocirc;ng gương ph&aacute;t huy hiệu quả trong c&aacute;c c&ocirc;ng việc:</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đo chi tiết ho&agrave;n c&ocirc;ng.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đo kiểm tra h&igrave;nh học kết cấu.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đo taluy, v&aacute;ch đứng, v&aacute;ch hầm.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đo c&aacute;c điểm nguy hiểm kh&ocirc;ng thể tiếp cận.</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">&gt; Đo kh&ocirc;ng gương l&agrave; c&ocirc;ng nghệ bổ trợ, kh&ocirc;ng phải để thay thế đo gương.<br />
&nbsp;</span></span>
<h2>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">2. Hỏi v&agrave; Đ&aacute;p: Đo kh&ocirc;ng gương &amp; sai số giao hội</span></span></h2>
<h3>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">2. 1 V&igrave; sao đo kh&ocirc;ng gương dễ g&acirc;y sai số khi giao hội?</span></span></h3>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">V&igrave; đo Non-Prism phụ thuộc v&agrave;o bề mặt phản xạ, kh&ocirc;ng c&oacute; t&acirc;m phản xạ cố định như gương.<br />
Trong b&agrave;i to&aacute;n giao hội, sai số nhỏ ở từng hướng bắn c&oacute; thể bị ph&oacute;ng đại tại điểm giao, khiến kết quả thiếu ổn định.<br />
&nbsp;</span></span>
<h3>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">2.2 Sai số giao hội khi d&ugrave;ng Non-Prism thường đến từ đ&acirc;u?</span></span></h3>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">C&aacute;c nguy&ecirc;n nh&acirc;n ch&iacute;nh:</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Bề mặt phản xạ kh&ocirc;ng phẳng, kh&ocirc;ng đồng nhất.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tia laser phản xạ kh&ocirc;ng c&ugrave;ng một điểm h&igrave;nh học.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">G&oacute;c bắn xi&ecirc;n, bắn v&agrave;o m&eacute;p cạnh hoặc bề mặt nhỏ.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Sai số đo khoảng c&aacute;ch lớn hơn so với đo gương.</span></span></li>
</ul>
<h3>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">2.3 Đo kh&ocirc;ng gương ảnh hưởng nhiều hơn đến giao hội g&oacute;c hay giao hội cạnh?</span></span></h3>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đo kh&ocirc;ng gương ảnh hưởng mạnh hơn đến giao hội cạnh, v&igrave;:</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Sai số đo khoảng c&aacute;ch của Non-Prism lớn hơn.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trong giao hội cạnh, sai số khoảng c&aacute;ch t&aacute;c động trực tiếp tới vị tr&iacute; điểm giao.</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Với giao hội g&oacute;c, sai số vẫn tồn tại nhưng &iacute;t phụ thuộc hơn v&agrave;o chất lượng phản xạ.<br />
&nbsp;</span></span>
<h3>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">2.4 V&igrave; sao giao hội nghịch đặc biệt nhạy cảm với đo kh&ocirc;ng gương?</span></span></h3>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trong giao hội nghịch:</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Điểm đặt m&aacute;y cần được x&aacute;c định rất ch&iacute;nh x&aacute;c.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kh&ocirc;ng x&aacute;c định được t&acirc;m phản xạ r&otilde; r&agrave;ng.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">C&aacute;c trạm c&oacute; thể &ldquo;nh&igrave;n&rdquo; v&agrave;o những điểm kh&aacute;c nhau tr&ecirc;n c&ugrave;ng một bề mặt.</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Điều n&agrave;y khiến sai số kh&oacute; kiểm so&aacute;t v&agrave; kh&oacute; ph&aacute;t hiện.<br />
&nbsp;</span></span>
<h3>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">2.5 C&oacute; thể giảm sai số khi buộc phải giao hội bằng Non-Prism kh&ocirc;ng?</span></span></h3>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">C&oacute; thể giảm rủi ro, nhưng kh&ocirc;ng loại bỏ ho&agrave;n to&agrave;n, bằng c&aacute;ch:</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Chọn bề mặt phẳng, s&aacute;ng, r&otilde; r&agrave;ng.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tr&aacute;nh bắn v&agrave;o m&eacute;p cạnh hoặc bề mặt nhỏ.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Ngắm vu&ocirc;ng g&oacute;c với bề mặt.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đo lặp nhiều lần để kiểm tra.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kết hợp kiểm tra ch&eacute;o bằng phương ph&aacute;p kh&aacute;c.</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Chỉ &aacute;p dụng cho đo tham khảo, kh&ocirc;ng d&ugrave;ng cho mốc.<br />
&nbsp;</span></span>
<h3>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">2.6&nbsp; Khi n&agrave;o tuyệt đối kh&ocirc;ng n&ecirc;n d&ugrave;ng Non-Prism cho giao hội?</span></span></h3>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kh&ocirc;ng sử dụng trong c&aacute;c trường hợp:</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Dẫn mốc tọa độ.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Thiết lập lưới khống chế.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Mốc ph&aacute;p l&yacute;, nghiệm thu c&ocirc;ng tr&igrave;nh.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">C&ocirc;ng việc y&ecirc;u cầu độ ch&iacute;nh x&aacute;c cao (cm &ndash; mm).</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">&nbsp;</span></span>
<h3>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">2.7 V&igrave; sao đo gương vẫn l&agrave; phương ph&aacute;p chuẩn cho giao hội?</span></span></h3>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">V&igrave; khi đo gương:</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">C&oacute; t&acirc;m phản xạ x&aacute;c định r&otilde; r&agrave;ng.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Sai số đo khoảng c&aacute;ch nhỏ v&agrave; ổn định.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">C&aacute;c trạm c&ugrave;ng x&aacute;c định một điểm h&igrave;nh học duy nhất.</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đ&acirc;y l&agrave; yếu tố then chốt trong c&aacute;c b&agrave;i to&aacute;n giao hội.<br />
&nbsp;</span></span>
<h3>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">2.8 C&oacute; n&ecirc;n coi đo kh&ocirc;ng gương l&agrave; phương ph&aacute;p thay thế đo gương?</span></span></h3>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kh&ocirc;ng. Đo kh&ocirc;ng gương l&agrave; giải ph&aacute;p bổ trợ, kh&ocirc;ng phải phương ph&aacute;p thay thế.<br />
<br />
Khuyến nghị n&ecirc;n tu&acirc;n thủ quy tắc kỹ thuật:</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">C&oacute; thể đặt gương &rarr; ưu ti&ecirc;n đo gương.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kh&ocirc;ng thể đặt gương &rarr; d&ugrave;ng Non-Prism đ&uacute;ng mục đ&iacute;ch.</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">&nbsp;<br />
&gt;&gt;&gt; Đo kh&ocirc;ng gương (Non-Prism) mang lại nhiều tiện lợi trong đo hiện trạng v&agrave; c&aacute;c vị tr&iacute; kh&oacute; tiếp cận, tuy nhi&ecirc;n phương ph&aacute;p n&agrave;y nhạy cảm với sai số, đặc biệt trong c&aacute;c b&agrave;i to&aacute;n giao hội.<br />
Trong thực tế, giao hội thuận c&oacute; thể c&acirc;n nhắc sử dụng đo kh&ocirc;ng gương cho mục đ&iacute;ch tham khảo, khi điều kiện bề mặt cho ph&eacute;p. Ngược lại, giao hội nghịch kh&ocirc;ng được khuyến nghị sử dụng Non-Prism do sai số kh&oacute; kiểm so&aacute;t.&nbsp;Đối với c&aacute;c c&ocirc;ng việc thiết lập lưới khống chế, dẫn mốc tọa độ v&agrave; hồ sơ ph&aacute;p l&yacute;, việc đo bằng gương phản xạ l&agrave; bắt buộc để đảm bảo độ ch&iacute;nh x&aacute;c v&agrave; gi&aacute; trị ph&aacute;p l&yacute; của số liệu.</span></span><br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">&nbsp;</span></span>',
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			'shortdes' => '<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Leica TS20 l&agrave; d&ograve;ng m&aacute;y to&agrave;n đạc điện tử robot cao cấp của Leica Geosystems, được thiết kế để đ&aacute;p ứng c&aacute;c y&ecirc;u cầu khắt khe trong khảo s&aacute;t, thi c&ocirc;ng hạ tầng, đo vẽ bản đồ v&agrave; x&acirc;y dựng c&ocirc;ng nghiệp. Leica TS20 tập trung v&agrave;o tự động h&oacute;a, độ ổn định v&agrave; độ ch&iacute;nh x&aacute;c cao, gi&uacute;p tối ưu thao t&aacute;c hiện trường v&agrave; n&acirc;ng cao hiệu suất l&agrave;m việc trong mọi điều kiện c&ocirc;ng trường phức tạp.</span></span>',
			'content' => '<p>
	<span style="font-family:tahoma,geneva,sans-serif;"><span style="font-size:14px;"><em>Leica TS20 l&agrave; d&ograve;ng m&aacute;y to&agrave;n đạc điện tử robot cao cấp của Leica Geosystems, được ph&aacute;t triển cho c&aacute;c c&ocirc;ng việc khảo s&aacute;t, thi c&ocirc;ng hạ tầng, đo vẽ bản đồ v&agrave; x&acirc;y dựng c&ocirc;ng nghiệp. D&ograve;ng m&aacute;y n&agrave;y tập trung v&agrave;o tự động h&oacute;a, độ ổn định v&agrave; độ ch&iacute;nh x&aacute;c cao, gi&uacute;p tối ưu thao t&aacute;c hiện trường v&agrave; n&acirc;ng cao hiệu suất l&agrave;m việc trong điều kiện c&ocirc;ng trường phức tạp.</em><br />
	<br />
	Trong thực tế triển khai, Leica TS20 được cung cấp với nhiều cấu h&igrave;nh t&iacute;nh năng kh&aacute;c nhau nhằm đ&aacute;p ứng đa dạng nhu cầu sử dụng. Tr&ecirc;n thị trường v&agrave; trong t&agrave;i liệu kỹ thuật, c&aacute;c cấu h&igrave;nh n&agrave;y thường được ph&acirc;n nh&oacute;m như sau:</span></span></p>
<ul>
	<li>
		<span style="font-family:tahoma,geneva,sans-serif;"><span style="font-size:14px;">Auto Aiming (<strong>TS20 A</strong>): Hỗ trợ tự động ngắm gương (ATR).</span></span></li>
	<li>
		<span style="font-family:tahoma,geneva,sans-serif;"><span style="font-size:14px;">PowerSearch (<strong>TS20 P</strong>): Bổ sung khả năng tự động t&igrave;m gương.</span></span></li>
	<li>
		<span style="font-family:tahoma,geneva,sans-serif;"><span style="font-size:14px;">Imaging (<strong>TS20 I</strong>): T&iacute;ch hợp camera v&agrave; c&aacute;c thuật to&aacute;n AI hỗ trợ đo đạc, cho ph&eacute;p nhận dạng mục ti&ecirc;u, theo d&otilde;i chuyển động v&agrave; thu điểm bằng h&igrave;nh ảnh trong m&ocirc;i trường phức tạp.</span></span></li>
</ul>
<p>
	<br />
	<span style="font-family:tahoma,geneva,sans-serif;"><span style="font-size:14px;">B&ecirc;n cạnh c&aacute;c cấu h&igrave;nh t&iacute;nh năng, Leica TS20 c&ograve;n c&oacute; c&aacute;c t&ugrave;y chọn kỹ thuật chung, bao gồm:</span></span></p>
<ul>
	<li>
		<span style="font-family:tahoma,geneva,sans-serif;"><span style="font-size:14px;">Độ ch&iacute;nh x&aacute;c đo g&oacute;c: 1&Prime; / 2&Prime; / 3&Prime; / 5&Prime;</span></span></li>
	<li>
		<span style="font-family:tahoma,geneva,sans-serif;"><span style="font-size:14px;">Tầm đo kh&ocirc;ng gương (EDM): 800 m hoặc 1600 m</span></span></li>
</ul>
<p>
	<br />
	<span style="font-family:tahoma,geneva,sans-serif;"><span style="font-size:14px;">Mức độ tự động h&oacute;a v&agrave; hỗ trợ AI phụ thuộc v&agrave;o cấu h&igrave;nh được lựa chọn, trong đ&oacute; TS20 I l&agrave; cấu h&igrave;nh cao cấp nhất, ph&ugrave; hợp cho c&aacute;c dự &aacute;n y&ecirc;u cầu hiệu suất, độ tin cậy v&agrave; kiểm so&aacute;t chất lượng cao.</span></span><br />
	&nbsp;</p>
<p style="text-align: center;">
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/Leica-TS20-Application-Tunnel-300dpi-2-2048x1365.jpg" style="width: 800px; height: 533px;" /></span></span></p>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Leica TS20I &ndash; Phi&ecirc;n bản t&iacute;ch hợp Camera &amp; AI</strong><br />
<br />
Chỉ phi&ecirc;n bản TS20I (Imaging) mới được Leica trang bị camera v&agrave; c&aacute;c thuật to&aacute;n AI hỗ trợ đo đạc, gi&uacute;p n&acirc;ng tầm hiệu quả khảo s&aacute;t hiện đại.<br />
<br />
<strong>AI &ndash; C&ocirc;ng nghệ tạo kh&aacute;c biệt tr&ecirc;n TS20I.</strong><br />
<br />
Tr&ecirc;n TS20I, Leica ứng dụng AI kết hợp camera v&agrave; thuật to&aacute;n xử l&yacute; th&ocirc;ng minh, cho ph&eacute;p:</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Nhận dạng mục ti&ecirc;u ch&iacute;nh x&aacute;c hơn.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Theo d&otilde;i chuyển động mục ti&ecirc;u ổn định hơn.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hạn chế nhầm lẫn trong m&ocirc;i trường nhiều vật phản xạ.</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">C&aacute;c xử l&yacute; n&agrave;y được thực hiện trực tiếp tr&ecirc;n thiết bị, gi&uacute;p đảm bảo tốc độ, độ ổn định v&agrave; an to&agrave;n dữ liệu khi l&agrave;m việc ngo&agrave;i hiện trường.<br />
&nbsp;<br />
<strong>AI-Detect &ndash; Nhận dạng gương &amp; cảnh b&aacute;o sai cấu h&igrave;nh (TS20I)</strong><br />
<br />
Sai loại gương l&agrave; nguy&ecirc;n nh&acirc;n phổ biến g&acirc;y sai offset v&agrave; sai số đo.&nbsp;AI-Detect (chỉ c&oacute; tr&ecirc;n TS20I) sử dụng camera để:</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Nhận dạng loại gương Leica đang đo.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">So s&aacute;nh với cấu h&igrave;nh gương trong Leica Captivate.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Cảnh b&aacute;o ngay khi ph&aacute;t hiện kh&ocirc;ng khớp.</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">T&iacute;nh năng n&agrave;y gi&uacute;p:</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Giảm lỗi chủ quan.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tr&aacute;nh đo sai &ndash; l&agrave;m lại.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">N&acirc;ng cao độ tin cậy dữ liệu thi c&ocirc;ng.</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">&nbsp;<br />
<strong>AI-Follow (Dynamic Lock n&acirc;ng cao) &ndash; Theo d&otilde;i mục ti&ecirc;u mượt m&agrave;</strong><br />
<br />
Tr&ecirc;n TS20I, AI hỗ trợ khả năng dự đo&aacute;n chuyển động của lăng k&iacute;nh khi:</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Bị che khuất tạm thời.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Di chuyển trong m&ocirc;i trường đ&ocirc;ng người, m&aacute;y m&oacute;c.</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Nhờ đ&oacute;, TS20I gi&uacute;p:</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kh&oacute;a lại mục ti&ecirc;u nhanh hơn.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hạn chế mất tia.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Giữ qu&aacute; tr&igrave;nh đo li&ecirc;n tục, ổn định.</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">&nbsp;<br />
<strong>AI tăng cường ATR &amp; PowerSearch (TS20I)</strong><br />
<br />
Thuật to&aacute;n AI gi&uacute;p ATR v&agrave; PowerSearch tr&ecirc;n TS20I hoạt động hiệu quả hơn trong c&aacute;c điều kiện kh&oacute;:</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Sương m&ugrave; nhẹ, mưa bụi.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Gương che khuất một phần.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Nhiều điểm phản xạ trong v&ugrave;ng qu&eacute;t.</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đ&acirc;y l&agrave; kh&aacute;c biệt lớn giữa TS20I v&agrave; TS20A / TS20P.</span></span><br />
<p style="text-align: center;">
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/Leica-TS20-Application-Cadastral-Surveying-300dpi-15-1-2048x1365.jpg" style="width: 800px; height: 533px;" /></span></span></p>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">&nbsp;<br />
<strong>C&aacute;c thế mạnh chung của d&ograve;ng Leica TS20</strong><br />
<br />
B&ecirc;n cạnh AI tr&ecirc;n TS20I, to&agrave;n bộ d&ograve;ng TS20 vẫn kế thừa những gi&aacute; trị cốt l&otilde;i của Leica:</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Độ ch&iacute;nh x&aacute;c đo g&oacute;c &amp; khoảng c&aacute;ch cao,</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Động cơ Direct Drives nhanh, &ecirc;m, kh&ocirc;ng ma s&aacute;t,</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Phần mềm Leica Captivate trực quan, dễ thao t&aacute;c,</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Ph&iacute;m Trigger đo nhanh,</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Lưu trữ dữ liệu lớn, xuất file linh hoạt,</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kết cấu bền bỉ, chuẩn c&ocirc;ng trường,</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Dọi t&acirc;m laser/quang học ch&iacute;nh x&aacute;c.</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">&nbsp;<br />
<strong>Lợi &iacute;ch thực tế khi sử dụng Leica TS20</strong></span></span><br />
<br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tăng tốc độ đo &amp; bố tr&iacute; c&ocirc;ng tr&igrave;nh,</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Giảm nh&acirc;n lực vận h&agrave;nh,</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hạn chế sai s&oacute;t hiện trường,</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Dữ liệu ổn định, đ&aacute;ng tin cậy,</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Ph&ugrave; hợp từ khảo s&aacute;t địa h&igrave;nh đến thi c&ocirc;ng c&ocirc;ng tr&igrave;nh lớn.</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">&nbsp;</span></span><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">&nbsp;<br />
<strong>BẢNG SO S&Aacute;NH: TS20A vs TS20P vs TS20I</strong></span></span><br />
<br />
<br />
<table border="0" cellpadding="0" style="width: 100%">
	<thead>
		<tr>
			<th>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>T&iacute;nh năng / Chức năng</strong></span></span><br />
				&nbsp;</th>
			<th>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>TS20A</strong><br />
				<strong>(Auto Aiming)</strong></span></span><br />
				&nbsp;</th>
			<th>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>TS20P</strong><br />
				<strong>(PowerSearch)</strong></span></span><br />
				&nbsp;</th>
			<th>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>TS20I</strong><br />
				<strong>(Imaging/ Camera &amp; AI)</strong></span></span><br />
				&nbsp;</th>
		</tr>
	</thead>
	<tbody>
		<tr>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Tự động ngắm mục ti&ecirc;u (ATR)</span></span></td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">C&oacute;<br />
				(ATR ti&ecirc;u chuẩn)</span></span></td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">C&oacute;<br />
				(ATR ti&ecirc;u chuẩn)</span></span></td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">C&oacute;<br />
				(ATR tăng cường nhờ camera &amp; thuật to&aacute;n)</span></span></td>
		</tr>
		<tr>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Tự động t&igrave;m gương (PowerSearch)</span></span></td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Kh&ocirc;ng</span></span></td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">C&oacute;</span></span></td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">C&oacute;<br />
				(kết hợp camera &amp; thuật to&aacute;n n&acirc;ng cao)</span></span></td>
		</tr>
		<tr>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Camera t&iacute;ch hợp</span></span></td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Kh&ocirc;ng</span></span></td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Kh&ocirc;ng</span></span></td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">C&oacute;</span></span></td>
		</tr>
		<tr>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Thu điểm bằng h&igrave;nh ảnh</span></span></td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Kh&ocirc;ng</span></span></td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Kh&ocirc;ng</span></span></td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">C&oacute;</span></span></td>
		</tr>
		<tr>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Nhận dạng mục ti&ecirc;u / gương (AI-Detect)</span></span></td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Kh&ocirc;ng</span></span></td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Kh&ocirc;ng</span></span></td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">C&oacute;</span></span></td>
		</tr>
		<tr>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Theo d&otilde;i mục ti&ecirc;u di chuyển (Dynamic Lock)</span></span></td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Kh&ocirc;ng</span></span></td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Kh&ocirc;ng</span></span></td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">C&oacute;</span></span></td>
		</tr>
		<tr>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Khả năng giữ b&aacute;m khi mục ti&ecirc;u<br />
				che khuất ngắn hạn</span></span></td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Kh&ocirc;ng</span></span></td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Kh&ocirc;ng</span></span></td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">C&oacute; (AI-Follow)</span></span></td>
		</tr>
		<tr>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">L&agrave;m việc hiệu quả trong m&ocirc;i trường<br />
				nhiều phản xạ</span></span></td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Ti&ecirc;u chuẩn</span></span></td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Ti&ecirc;u chuẩn</span></span></td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Tối ưu hơn nhờ camera &amp; thuật to&aacute;n</span></span></td>
		</tr>
		<tr>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Mức độ tự động h&oacute;a</span></span></td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Cơ bản</span></span></td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Trung b&igrave;nh</span></span></td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Cao nhất</span></span></td>
		</tr>
		<tr>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Hỗ trợ đo kh&ocirc;ng người<br />
				(one-man operation)</span></span></td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">C&oacute;</span></span></td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">C&oacute;</span></span></td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">C&oacute; (ổn định nhất)</span></span></td>
		</tr>
		<tr>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Phần mềm vận h&agrave;nh</span></span></td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Leica Captivate</span></span></td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Leica Captivate</span></span></td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Leica Captivate</span></span></td>
		</tr>
		<tr>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Ứng dụng ph&ugrave; hợp</span></span></td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Đo topo, bố tr&iacute; cơ bản</span></span></td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Đo nhanh, nhiều trạm</span></span></td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Quan trắc, đo phức tạp</span></span></td>
		</tr>
	</tbody>
</table>
<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">&nbsp;</span></span><br />
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">&gt; Xem th&ecirc;m Cataloge TS20: <a href="https://drive.google.com/file/d/1KRyhFd21zOZpYZFqy6uUF-xJFJkJJGmE/view?usp=sharing">TẠI Đ&Acirc;Y</a></span></span><br />
&nbsp;&nbsp;<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">&nbsp;</span></span><br />
<div style="text-align: start;">
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<span style="color: rgb(51, 51, 51); font-family: tahoma, geneva, sans-serif; font-size: 14px; text-align: justify;">&nbsp;</span>',
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			'name' => 'Kiểm tra cao độ sàn nhà xưởng bằng máy thủy bình – Giải pháp chính xác cho thi công công nghiệp!',
			'code' => null,
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			'cat_id' => '40',
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			'shortdes' => '<p data-end="637" data-start="299">
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trong x&acirc;y dựng nh&agrave; xưởng, nh&agrave; m&aacute;y v&agrave; khu c&ocirc;ng nghiệp, kiểm tra cao độ s&agrave;n l&agrave; c&ocirc;ng t&aacute;c bắt buộc nhằm đảm bảo độ phẳng, cao độ đồng nhất v&agrave; khả năng tho&aacute;t nước đ&uacute;ng thiết kế.&nbsp;Chỉ một sai số nhỏ v&agrave;i milimet cũng c&oacute; thể ảnh hưởng đến vận h&agrave;nh m&aacute;y m&oacute;c, lưu th&ocirc;ng xe n&acirc;ng, tuổi thọ s&agrave;n b&ecirc; t&ocirc;ng v&agrave; chất lượng nghiệm thu c&ocirc;ng tr&igrave;nh.&nbsp;Ch&iacute;nh v&igrave; vậy, m&aacute;y thủy b&igrave;nh lu&ocirc;n l&agrave; thiết bị được kỹ sư trắc địa &ndash; x&acirc;y dựng tin d&ugrave;ng để kiểm tra cao độ s&agrave;n nh&agrave; xưởng với độ ch&iacute;nh x&aacute;c v&agrave; độ ổn định cao.<br />
	&nbsp;</span></span></p>
',
			'content' => '<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><em>Trong x&acirc;y dựng nh&agrave; xưởng, nh&agrave; m&aacute;y v&agrave; khu c&ocirc;ng nghiệp, kiểm tra cao độ s&agrave;n l&agrave; c&ocirc;ng t&aacute;c bắt buộc nhằm đảm bảo độ phẳng, cao độ đồng nhất v&agrave; khả năng tho&aacute;t nước đ&uacute;ng thiết kế.&nbsp;Chỉ một sai số nhỏ v&agrave;i milimet cũng c&oacute; thể ảnh hưởng đến vận h&agrave;nh m&aacute;y m&oacute;c, lưu th&ocirc;ng xe n&acirc;ng, tuổi thọ s&agrave;n b&ecirc; t&ocirc;ng v&agrave; chất lượng nghiệm thu c&ocirc;ng tr&igrave;nh.&nbsp;Ch&iacute;nh v&igrave; vậy, m&aacute;y thủy b&igrave;nh lu&ocirc;n l&agrave; thiết bị được kỹ sư trắc địa &ndash; x&acirc;y dựng tin d&ugrave;ng để kiểm tra cao độ s&agrave;n nh&agrave; xưởng nhờ độ ch&iacute;nh x&aacute;c cao v&agrave; t&iacute;nh ổn định l&acirc;u d&agrave;i.<br />
&nbsp;</em></span></span>
<h2>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">1. Tại sao cần kiểm tra cao độ s&agrave;n nh&agrave; xưởng?</span></span></h2>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đo cao độ s&agrave;n bằng m&aacute;y thủy b&igrave;nh gi&uacute;p:</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đảm bảo cao độ v&agrave; độ phẳng đ&uacute;ng hồ sơ thiết kế</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Ph&aacute;t hiện kịp thời c&aacute;c điểm lồi &ndash; l&otilde;m để xử l&yacute; trước khi ho&agrave;n thiện</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Phục vụ c&ocirc;ng t&aacute;c nghiệm thu s&agrave;n b&ecirc; t&ocirc;ng theo ti&ecirc;u chuẩn kỹ thuật</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hạn chế chi ph&iacute; sửa chữa sau khi c&ocirc;ng tr&igrave;nh đưa v&agrave;o sử dụng</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trong thực tế, một số đơn vị sử dụng m&aacute;y c&acirc;n mực laser để kiểm tra cao độ. Tuy nhi&ecirc;n, phương ph&aacute;p n&agrave;y chỉ ph&ugrave; hợp cho khu vực nhỏ.&nbsp;Với nh&agrave; xưởng c&oacute; diện t&iacute;ch lớn, tia laser dễ bị ph&acirc;n t&aacute;n khi chiếu xa, l&agrave;m tăng sai số (c&oacute; thể 5&ndash;10 mm), g&acirc;y kh&oacute; khăn trong kiểm so&aacute;t chất lượng v&agrave; nghiệm thu.<br />
<br />
M&aacute;y thủy b&igrave;nh quang học, với nguy&ecirc;n l&yacute; tia ngắm nằm ngang v&agrave; độ ph&oacute;ng đại ống k&iacute;nh, cho kết quả ổn định v&agrave; tin cậy hơn tr&ecirc;n diện t&iacute;ch s&agrave;n lớn.<br />
&nbsp;</span></span><br />
<p style="text-align: center;">
	<img alt="" src="/admin/webroot/upload/image/images/nhà xưởng(1).jpg" style="width: 512px; height: 302px;" /></p>
<h2>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">2. Ưu điểm của m&aacute;y thủy b&igrave;nh trong kiểm tra cao độ s&agrave;n</span></span></h2>
<br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Độ ch&iacute;nh x&aacute;c cao: sai số khoảng 1&ndash;2 mm/1 km đo kh&eacute;p</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hoạt động ổn định trong nhiều điều kiện &aacute;nh s&aacute;ng</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đọc số trực tiếp tr&ecirc;n mia, hạn chế sai số chủ quan</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Ph&ugrave; hợp đo li&ecirc;n tục nhiều điểm tr&ecirc;n mặt s&agrave;n nh&agrave; xưởng</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Nhờ c&aacute;c ưu điểm n&agrave;y, m&aacute;y thủy b&igrave;nh vẫn l&agrave; thiết bị ti&ecirc;u chuẩn trong kiểm tra cao độ s&agrave;n c&ocirc;ng nghiệp.<br />
&nbsp;</span></span><br />
<h2>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">3. Ti&ecirc;u ch&iacute; lựa chọn m&aacute;y thủy b&igrave;nh đo s&agrave;n nh&agrave; xưởng</span></span></h2>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Để đảm bảo sai số đo trong giới hạn cho ph&eacute;p (&plusmn;2 mm), m&aacute;y thủy b&igrave;nh n&ecirc;n đ&aacute;p ứng c&aacute;c y&ecirc;u cầu sau:</span></span><br />
<br />
<h3>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">3.1 Độ ph&oacute;ng đại ống k&iacute;nh</span></span></h3>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">- Khuyến nghị từ 24X &ndash; 32X.</span></span><br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">- Đọc mia r&otilde; ở khoảng c&aacute;ch 50&ndash;80 m.</span></span>
<h3>
	<br />
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">3.2 Độ ch&iacute;nh x&aacute;c</span></span></h3>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Sai số đo kh&eacute;p tuyến &le; 2.0 mm/1 km</span></span>
<h3>
	<br />
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">3.3 Hệ thống c&acirc;n bằng</span></span></h3>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">- N&ecirc;n sử dụng con lắc từ t&iacute;nh (Magnetic Damping)</span></span><br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">- Gi&uacute;p tia ngắm ổn định nhanh trong m&ocirc;i trường rung động</span></span>
<h3>
	<br />
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">3.4 Ti&ecirc;u chuẩn bảo vệ</span></span></h3>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">- Tối thiểu IP54, ưu ti&ecirc;n IP66</span></span><br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">- Ph&ugrave; hợp m&ocirc;i trường nhiều bụi xi măng v&agrave; nước bắn</span></span><br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">&nbsp;</span></span>
<h2>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">4. C&aacute;c m&aacute;y thủy b&igrave;nh được tin d&ugrave;ng khi kiểm tra cao độ s&agrave;n nh&agrave; xưởng</span></span></h2>
<br />
<h3>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">4.1 M&aacute;y thủy b&igrave;nh Sokkia B40A</span></span></h3>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Sokkia B40A l&agrave; d&ograve;ng m&aacute;y được sử dụng phổ biến trong đo s&agrave;n nh&agrave; xưởng.<br />
Ưu điểm nổi bật:</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Chuẩn chống bụi &ndash; nước IP66, chịu được mưa r&agrave;o</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Con lắc từ t&iacute;nh gi&uacute;p b&ugrave; nghi&ecirc;ng nhanh, chống rung tốt</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Độ ph&oacute;ng đại 24X, đọc mia r&otilde; ở khoảng c&aacute;ch 40&ndash;50 m</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Ph&ugrave; hợp cho thi c&ocirc;ng s&agrave;n nh&agrave; xưởng, nh&agrave; kho v&agrave; khu c&ocirc;ng nghiệp quy m&ocirc; vừa &ndash; lớn.<br />
&nbsp;</span></span>
<p style="text-align: center;">
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/B40A.jpg" style="width: 450px; height: 377px;" /></span></span></p>
<h3>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">4.2 M&aacute;y thủy b&igrave;nh Nikon AC-2S</span></span></h3>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Nikon AC-2S l&agrave; lựa chọn ph&ugrave; hợp khi l&agrave;m việc trong nh&agrave; xưởng thiếu &aacute;nh s&aacute;ng.<br />
Ưu điểm:</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Ống k&iacute;nh Nikon c&oacute; độ s&aacute;ng v&agrave; độ trong cao</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">H&igrave;nh ảnh mia sắc n&eacute;t, giảm mỏi mắt khi đo nhiều điểm</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Thiết kế gọn nhẹ, dễ di chuyển trong kh&ocirc;ng gian hẹp</span></span></li>
</ul>
<p style="text-align: center;">
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">&nbsp;<img alt="" src="/admin/webroot/upload/image/images/Nikon AC2S.jpg" style="width: 450px; height: 377px;" /></span></span></p>
<h3>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">4.3 M&aacute;y thủy b&igrave;nh Leica NA300 series ( NA320/NA324)</span></span></h3>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">D&ograve;ng m&aacute;y d&agrave;nh cho c&aacute;c c&ocirc;ng tr&igrave;nh y&ecirc;u cầu độ ch&iacute;nh x&aacute;c cao.<br />
<br />
Đặc điểm nổi bật:</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Sai số &lt; 1.5 mm/1 km</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Độ bền cơ học cao, chịu va đập tốt</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hoạt động ổn định l&acirc;u d&agrave;i, &iacute;t phải hiệu chỉnh</span></span></li>
</ul>
<p style="text-align: center;">
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Ph&ugrave; hợp cho nh&agrave; m&aacute;y c&ocirc;ng nghệ cao, ph&ograve;ng sạch, khu sản xuất ch&iacute;nh x&aacute;c.<br />
	<br />
	<img alt="" src="/admin/webroot/upload/image/images/476249529_986351956959976_7286419762816488861_n.jpg" style="width: 450px; height: 377px;" /></span></span></p>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">&nbsp;</span></span><br />
<h3>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">4.4 Leica LS15 Digital Level &ndash; M&aacute;y thủy b&igrave;nh điện tử cao cấp</span></span></h3>
<br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Độ ch&iacute;nh x&aacute;c: ~&plusmn;0.2 mm/1 km (với mia invar)</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">T&iacute;nh năng nổi bật:</span></span>
		<ul>
			<li>
				<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tự động lấy n&eacute;t v&agrave; kiểm tra độ nghi&ecirc;ng</span></span></li>
			<li>
				<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">M&agrave;n h&igrave;nh m&agrave;u cảm ứng, giảm sai s&oacute;t do đọc thủ c&ocirc;ng</span></span></li>
			<li>
				<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Bluetooth &amp; USB truyền dữ liệu</span></span></li>
			<li>
				<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Bộ nhớ lưu đến ~30.000 trị đo</span></span></li>
		</ul>
	</li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Độ ph&oacute;ng đại: 32&times;, phạm vi đo l&ecirc;n đến ~110 m</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Ph&ugrave; hợp c&aacute;c dự &aacute;n s&agrave;n c&ocirc;ng nghiệp quan trọng, lưới cao độ ch&iacute;nh x&aacute;c cao, đo kh&eacute;p tuyến.</span></span><br />
<p style="text-align: center;">
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/LS15.jpg" style="width: 450px; height: 396px;" /></span></span></p>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">&nbsp;</span></span><br />
<h3>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">4.5 Trimble DiNi Digital Level Series (Dini-03 / Dini-07)</span></span></h3>
<br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Độ ch&iacute;nh x&aacute;c: t&ugrave;y chọn đến ~0.3 mm/1 km</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Ti&ecirc;u chuẩn bảo vệ: IP55</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Ưu điểm:</span></span>
		<ul>
			<li>
				<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Giao diện trực quan, dễ thao t&aacute;c</span></span></li>
			<li>
				<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Truyền dữ liệu nhanh qua USB</span></span></li>
			<li>
				<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Ph&ugrave; hợp đo lặp nhiều, quan trắc v&agrave; b&aacute;o c&aacute;o số liệu chi tiết</span></span></li>
		</ul>
	</li>
</ul>
<p style="text-align: center;">
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">&nbsp;<img alt="" src="/admin/webroot/upload/image/images/Trimble Dini.jpg" style="width: 450px; height: 450px;" /></span></span></p>
<h2>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">5. Quy tr&igrave;nh kiểm tra cao độ s&agrave;n nh&agrave; xưởng bằng m&aacute;y thủy b&igrave;nh</span></span></h2>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><u><strong>Bước 1</strong></u>: Chia lưới &ocirc; vu&ocirc;ng (Grid Method)</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Chia s&agrave;n th&agrave;nh c&aacute;c &ocirc; 3&times;3 m hoặc 5&times;5 m</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">C&aacute;c giao điểm l&agrave; vị tr&iacute; đặt mia</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong><u>Bước 2</u></strong>: Dẫn mốc cao độ chuẩn</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Thiết lập Benchmark (H₀) ổn định b&ecirc;n ngo&agrave;i khu vực thi c&ocirc;ng</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">L&agrave;m cơ sở so s&aacute;nh cho to&agrave;n bộ số liệu</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong><u>Bước 3</u></strong>: Đo đạc thực địa</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đặt m&aacute;y ở vị tr&iacute; trung t&acirc;m, nền cứng</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">C&acirc;n bằng m&aacute;y ch&iacute;nh x&aacute;c</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đọc BS &rarr; x&aacute;c định HI</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đọc FS tại c&aacute;c n&uacute;t lưới</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><u><strong>Bước 4</strong></u>: Xử l&yacute; v&agrave; đ&aacute;nh gi&aacute; số liệu<br />
&Delta;H = Số đọc thực tế &ndash; Số đọc thiết kế</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">&Delta;H &gt; 0 &rarr; S&agrave;n thấp (l&otilde;m)</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">&Delta;H &lt; 0 &rarr; S&agrave;n cao (lồi)</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">&nbsp;<br />
!!! Lưu &yacute; quan trọng khi kiểm tra cao độ s&agrave;n nh&agrave; xưởng:</span></span><br />
<br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Mốc chuẩn phải ổn định &ndash; quyết định độ tin cậy to&agrave;n bộ ph&eacute;p đo</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Khoảng c&aacute;ch ngắm &le; 40 m để kiểm so&aacute;t sai số</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kiểm tra m&aacute;y trước khi đo: mực nước, ống k&iacute;nh, ch&acirc;n m&aacute;y</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">&nbsp;<br />
&gt;&gt;&gt; Kiểm tra cao độ s&agrave;n nh&agrave; xưởng bằng m&aacute;y thủy b&igrave;nh l&agrave; c&ocirc;ng t&aacute;c kh&ocirc;ng thể thiếu nhằm đảm bảo chất lượng thi c&ocirc;ng, độ phẳng s&agrave;n v&agrave; an to&agrave;n vận h&agrave;nh l&acirc;u d&agrave;i.&nbsp;Việc lựa chọn đ&uacute;ng thiết bị v&agrave; tu&acirc;n thủ quy tr&igrave;nh đo chuẩn sẽ gi&uacute;p kỹ sư v&agrave; nh&agrave; thầu thu được kết quả ch&iacute;nh x&aacute;c &ndash; đ&aacute;ng tin cậy &ndash; dễ nghiệm thu cho mọi dự &aacute;n x&acirc;y dựng c&ocirc;ng nghiệp.</span></span><br />
<h2>
	<br />
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">6. FAQ &ndash; Hỏi đ&aacute;p</span></span></h2>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">- Kiểm tra cao độ s&agrave;n nh&agrave; xưởng n&ecirc;n sử dụng thiết bị n&agrave;o?<br />
<em>M&aacute;y thủy b&igrave;nh quang học l&agrave; lựa chọn ph&ugrave; hợp nhờ độ ch&iacute;nh x&aacute;c cao v&agrave; ổn định tr&ecirc;n diện t&iacute;ch lớn.<br />
&nbsp;</em><br />
- M&aacute;y laser c&acirc;n mực c&oacute; thể thay thế m&aacute;y thủy b&igrave;nh kh&ocirc;ng?<br />
<em>Kh&ocirc;ng. M&aacute;y laser chỉ ph&ugrave; hợp cho phạm vi nhỏ, kh&ocirc;ng đ&aacute;p ứng độ ch&iacute;nh x&aacute;c khi kiểm tra s&agrave;n nh&agrave; xưởng diện t&iacute;ch lớn.</em><br />
&nbsp;<br />
- Sai số cho ph&eacute;p khi kiểm tra cao độ s&agrave;n l&agrave; bao nhi&ecirc;u?<br />
Th&ocirc;ng thường y&ecirc;u cầu sai số trong khoảng &plusmn;2 mm, t&ugrave;y ti&ecirc;u chuẩn thiết kế v&agrave; y&ecirc;u cầu của chủ đầu tư.<br />
&nbsp;<br />
- Khoảng c&aacute;ch đo tối đa từ m&aacute;y thủy b&igrave;nh đến mia l&agrave; bao nhi&ecirc;u?<br />
<em>Khuyến nghị kh&ocirc;ng vượt qu&aacute; 40 m để đảm bảo kiểm so&aacute;t sai số.</em><br />
&nbsp;<br />
- C&oacute; cần kiểm tra cao độ s&agrave;n trước khi ho&agrave;n thiện kh&ocirc;ng?<br />
<em>C&oacute;. Việc kiểm tra sớm gi&uacute;p xử l&yacute; sai lệch trước khi ho&agrave;n thiện, giảm rủi ro v&agrave; chi ph&iacute; sửa chữa.</em></span></span><br />
<p style="text-align: center;">
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/Máy thủy bình 2.jpg" style="width: 800px; height: 419px;" /></span></span></p>
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			'id' => '797',
			'name' => 'Máy toàn đạc Leica: chọn FlexLine, TS, Nova hay MS?',
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			'shortdes' => '<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Với dải sản phẩm trải rộng từ FlexLine &rarr; TS &rarr; Nova &rarr; MS (MultiStation), Leica Geosystems mang đến nhiều lựa chọn, nhưng cũng khiến kh&ocirc;ng &iacute;t anh em băn khoăn: <em>c&ocirc;ng tr&igrave;nh của m&igrave;nh n&ecirc;n d&ugrave;ng d&ograve;ng n&agrave;o l&agrave; hợp l&yacute; nhất?</em></span></span>',
			'content' => '<em><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trong trắc địa &ndash; x&acirc;y dựng hiện nay, việc lựa chọn m&aacute;y to&agrave;n đạc điện tử Leica ph&ugrave; hợp với từng loại c&ocirc;ng tr&igrave;nh đ&oacute;ng vai tr&ograve; then chốt, ảnh hưởng trực tiếp đến độ ch&iacute;nh x&aacute;c, hiệu suất thi c&ocirc;ng v&agrave; chi ph&iacute; đầu tư.<br />
<br />
Với dải sản phẩm trải rộng từ FlexLine &rarr; TS &rarr; Nova &rarr; MS (MultiStation), Leica Geosystems mang đến nhiều lựa chọn, nhưng cũng khiến kh&ocirc;ng &iacute;t anh em băn khoăn: c&ocirc;ng tr&igrave;nh của m&igrave;nh n&ecirc;n d&ugrave;ng d&ograve;ng n&agrave;o l&agrave; hợp l&yacute; nhất?<br />
<br />
B&agrave;i viết dưới đ&acirc;y sẽ gi&uacute;p bạn so s&aacute;nh r&otilde; ưu &ndash; nhược điểm từng d&ograve;ng m&aacute;y to&agrave;n đạc Leica, đồng thời gợi &yacute; chọn m&aacute;y đ&uacute;ng nhu cầu thực tế tại Việt Nam.</span></span></em><br />
<h2>
	<br />
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">1. M&aacute;y to&agrave;n đạc Leica FlexLine (TS03, TS07, TS10&hellip;)</span></span></h2>
<br />
<strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Ưu điểm:</span></span></strong><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Cấu h&igrave;nh đơn giản, dễ sử dụng, ph&ugrave; hợp nhiều đối tượng.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Chi ph&iacute; đầu tư thấp hơnso với c&aacute;c d&ograve;ng tự động/robot.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đ&aacute;p ứng tốt c&aacute;c c&ocirc;ng việc khảo s&aacute;t &ndash; trắc địa cơ bản.</span></span></li>
</ul>
<strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hạn chế:</span></span></strong><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Phần lớn thao t&aacute;c thủ c&ocirc;ng.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kh&ocirc;ng c&oacute; motor, ATR, tự động kh&oacute;a prism.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hiệu suất đo v&agrave; tốc độ l&agrave;m việc thấp hơn d&ograve;ng TS v&agrave; Nova.</span></span></li>
</ul>
<strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Ph&ugrave; hợp:</span></span></strong><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đo đạc địa ch&iacute;nh, lập bản đồ nền.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">C&ocirc;ng t&aacute;c đo nhỏ lẻ, khối lượng kh&ocirc;ng lớn.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đơn vị cần m&aacute;y to&agrave;n đạc Leica bền &ndash; ổn định &ndash; dễ d&ugrave;ng.</span></span></li>
</ul>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">&gt; Nếu chỉ cần đo khảo s&aacute;t cơ bản, Leica FlexLine l&agrave; lựa chọn kinh tế v&agrave; đủ d&ugrave;ng.<br />
&nbsp;</span></span>
<h2>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">2. M&aacute;y to&agrave;n đạc Leica TS (TS13, TS20&hellip;)</span></span></h2>
<br />
<strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Ưu điểm:</span></span></strong><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Mức độ tự động h&oacute;a cao, c&oacute; phi&ecirc;n bản robot.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Độ ch&iacute;nh x&aacute;c g&oacute;c v&agrave; EDM ổn định, ph&ugrave; hợp thi c&ocirc;ng.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hỗ trợ phần mềm Captivate, dễ t&iacute;ch hợp GNSS/RTK.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Giảm thao t&aacute;c thủ c&ocirc;ng, tăng tốc độ bố tr&iacute; v&agrave; đo kiểm.</span></span></li>
</ul>
<strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hạn chế:</span></span></strong><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Gi&aacute; cao hơnd&ograve;ng FlexLine.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Với model cao cấp (TS20) cần t&iacute;nh th&ecirc;m phụ kiện robot (prism, tripod, pin, tay cầm).</span></span></li>
</ul>
<strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Ph&ugrave; hợp:</span></span></strong><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">X&acirc;y dựng d&acirc;n dụng, c&ocirc;ng tr&igrave;nh nhỏ v&agrave; vừa.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">C&ocirc;ng t&aacute;c bố tr&iacute; c&ocirc;ng tr&igrave;nh, đo kiểm h&igrave;nh học.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Khi cần độ ch&iacute;nh x&aacute;c v&agrave; hiệu suất cao hơn FlexLine.</span></span></li>
</ul>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">&gt; D&ograve;ng TS l&agrave; lựa chọn c&acirc;n bằng giữa độ ch&iacute;nh x&aacute;c &ndash; tiện lợi &ndash; chi ph&iacute;.<br />
&nbsp;</span></span>
<h2>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">3. M&aacute;y to&agrave;n đạc Leica Nova (TS60, TM60&hellip;)</span></span></h2>
<br />
<strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Ưu điểm:</span></span></strong><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">C&ocirc;ng nghệ robot hiện đại, động cơ ch&iacute;nh x&aacute;c cao.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tự động kh&oacute;a mục ti&ecirc;u, đo nhanh, ổn định.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Nhiều t&iacute;nh năng n&acirc;ng cao:</span></span>
		<ul>
			<li>
				<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Multi-target</span></span></li>
			<li>
				<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đo khoảng c&aacute;ch d&agrave;i</span></span></li>
			<li>
				<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">T&iacute;ch hợp GNSS / Sensor / Monitoring</span></span></li>
		</ul>
	</li>
</ul>
<strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hạn chế:</span></span></strong><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Chi ph&iacute; đầu tư cao, y&ecirc;u cầu người vận h&agrave;nh c&oacute; chuy&ecirc;n m&ocirc;n tốt.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Chi ph&iacute; vận h&agrave;nh (pin, phụ kiện, bảo tr&igrave;) lớn hơn c&aacute;c d&ograve;ng thấp.</span></span></li>
</ul>
<strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Ph&ugrave; hợp:</span></span></strong><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">C&ocirc;ng tr&igrave;nh lớn: cầu, đường, hầm, metro.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Dự &aacute;n hạ tầng quy m&ocirc; lớn, y&ecirc;u cầu độ tin cậy cao.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Quan trắc biến dạng, đo lặp ch&iacute;nh x&aacute;c d&agrave;i hạn.</span></span></li>
</ul>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">&gt; Với dự &aacute;n quy m&ocirc; lớn, Leica Nova l&agrave; &ldquo;xương sống&rdquo; về độ ch&iacute;nh x&aacute;c v&agrave; tự động h&oacute;a.<br />
&nbsp;</span></span>
<h2>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">4. M&aacute;y to&agrave;n đạc Leica MS &ndash; MultiStation (MS60)</span></span></h2>
<br />
<strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Ưu điểm:</span></span></strong><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kết hợp to&agrave;n đạc + qu&eacute;t 3D + GNSS trong một thiết bị.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Thu thập dữ liệu 3D d&agrave;y, nhanh, giảm nh&acirc;n lực.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Rất mạnh cho khảo s&aacute;t hiện trạng v&agrave; địa h&igrave;nh phức tạp.</span></span></li>
</ul>
<strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hạn chế:</span></span></strong><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Gi&aacute; rất cao.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Dữ liệu hậu xử l&yacute; phức tạp, cần kỹ năng chuy&ecirc;n s&acirc;u.</span></span></li>
</ul>
<strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Ph&ugrave; hợp:</span></span></strong><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Dự &aacute;n cần dữ liệu 3D chi tiết.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Quy hoạch, khảo s&aacute;t hạ tầng phức tạp.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">C&ocirc;ng t&aacute;c đo đạc + bản đồ + m&ocirc; h&igrave;nh số trong một workflow.</span></span></li>
</ul>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">&gt; MS l&agrave; giải ph&aacute;p cao cấp nhất cho b&agrave;i to&aacute;n 3D v&agrave; dữ liệu lớn.<br />
&nbsp;</span></span><br />
<h2>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">5. Gợi &yacute; chọn m&aacute;y to&agrave;n đạc điện tử Leica theo nhu cầu</span></span></h2>
<br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Khảo s&aacute;t đất đai, địa ch&iacute;nh, bản đồ nền &rarr; <em>Leica FlexLine</em> hoặc <em>TS (model cơ bản).</em></span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">X&acirc;y dựng d&acirc;n dụng, c&ocirc;ng tr&igrave;nh nhỏ &amp; vừa, bố tr&iacute; thiết kế &rarr; <em>Leica TS</em> hoặc <em>Nova</em> (t&ugrave;y y&ecirc;u cầu độ ch&iacute;nh x&aacute;c).</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">C&ocirc;ng tr&igrave;nh giao th&ocirc;ng, cầu hầm, hạ tầng phức tạp &rarr; <em>Leica Nova</em> hoặc <em>MS (MultiStation / Robot).</em></span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Khảo s&aacute;t địa h&igrave;nh phức tạp, cần dữ liệu 3D, đo nhanh nhiều điểm &rarr; <em>Leica MS &ndash; MultiStation.</em></span></span></li>
</ul>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>BẢNG SO S&Aacute;NH TH&Ocirc;NG SỐ LEICA FLEXLINE &ndash; TS &ndash; NOVA</strong></span></span><br />
<br />
<table border="0" cellpadding="0" cellspacing="3" style="width: 100%">
	<thead>
		<tr>
			<th style="text-align: left;">
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Ti&ecirc;u ch&iacute;</strong></span></span></th>
			<th style="text-align: left;">
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>TS03</strong></span></span></th>
			<th style="text-align: left;">
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>TS07</strong></span></span></th>
			<th style="text-align: left;">
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>TS10</strong></span></span></th>
			<th style="text-align: left;">
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>TS13</strong></span></span></th>
			<th style="text-align: left;">
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>TS20</strong></span></span></th>
			<th style="text-align: left;">
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Nova TM60</strong></span></span></th>
			<th style="text-align: left;">
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Nova TS60</strong></span></span></th>
			<th style="text-align: left;">
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Nova MS60</strong></span></span></th>
		</tr>
	</thead>
	<tbody>
		<tr>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Độ ch&iacute;nh x&aacute;c g&oacute;c</strong></span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">2&Prime;, 3&Prime;, 5&Prime;</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">1&Prime;, 2&Prime;, 3&Prime;, 5&Prime;</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">1&Prime;, 2&Prime;, 3&Prime;, 5&Prime;</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">1&Prime;, 2&Prime;, 3&Prime;, 5&Prime;</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">1&Prime;, 2&Prime;, 3&Prime;, 5&Prime;</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">0.5&Prime;, 1&Prime;</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">0.5&Prime;</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">1&Prime;</span></span></td>
		</tr>
		<tr>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Tầm đo lăng k&iacute;nh</strong></span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">0.9&ndash;3,500 m</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">0.9&ndash;3,500 m</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">0.9&ndash;3,500 m</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">0&ndash;3,500 m</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">0.8&ndash;10,000 m</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">0.9&ndash;3,500 m</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">0.9&ndash;3,500 m</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">1.5&ndash;10,000 m</span></span></td>
		</tr>
		<tr>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Độ ch&iacute;nh x&aacute;c đo gương</strong></span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">1 mm+1.5ppm</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">1 mm+1.5ppm</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">1 mm+1.5ppm</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">1 mm+1.5 ppm</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>1 mm+1 ppm</strong></span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">1 mm+1.5 ppm</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>0.6 mm+1ppm</strong></span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">1 mm+1.5ppm</span></span></td>
		</tr>
		<tr>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Tầm đo kh&ocirc;ng gương</strong></span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">500&ndash;5,000 m</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">500&ndash;5,000 m</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">500&ndash;5,000 m</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">500&ndash;5,000 m</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">800 m (R800) / 1,600 m (R1600)</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">500&ndash;5,000 m</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">500&ndash;5,000 m</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">2,000 m</span></span></td>
		</tr>
		<tr>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Độ ch&iacute;nh x&aacute;c kh&ocirc;ng gương</strong></span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">2 mm 2 ppm</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">2 mm+2 ppm</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">2 mm+2 ppm</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">2 mm+2 ppm</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">2 mm+2 ppm</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">2 mm+2 ppm</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">2 mm+2 ppm</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">2 mm+2 ppm</span></span></td>
		</tr>
		<tr>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>M&agrave;n h&igrave;nh</strong></span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">3.5&Prime; đơn sắc</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">3.5&Prime; m&agrave;u</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">5&Prime; WVGA</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">5&Prime; WVGA (tuỳ chọn)</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">5&Prime; WVGA cảm ứng</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">5&Prime; WVGA cảm ứng</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">5&Prime; WVGA cảm ứng</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">5&Prime; WVGA cảm ứng</span></span></td>
		</tr>
		<tr>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Kết nối c&oacute; d&acirc;y</strong></span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">RS232 / SD / USB</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">RS232 / SD / USB</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">RS232 / SD / USB</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">RS232 / SD / USB</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">Ethernet / USB-C</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">RS232 / SD / USB</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">RS232 / SD / USB</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">RS232 / SD / USB</span></span></td>
		</tr>
		<tr>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Bluetooth / WLAN</strong></span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔(tay cầm radio)</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔(tay cầm radio)</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔(tay cầm radio)</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔(tay cầm radio)</span></span></td>
		</tr>
		<tr>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Dữ liệu di động (4G)</strong></span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td>
		</tr>
		<tr>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>AutoHeight</strong></span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
		</tr>
		<tr>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Camera tổng quan</strong></span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
		</tr>
		<tr>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Camera k&iacute;nh ngắm</strong></span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
		</tr>
		<tr>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>SmartStation GNSS</strong></span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
		</tr>
		<tr>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Ti&ecirc;u ch&iacute;</strong></span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">TS03</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">TS07</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">TS10</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">TS13</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">TS20</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">Nova TM60</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">Nova TS60</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">Nova MS60</span></span></td>
		</tr>
		<tr>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Độ ch&iacute;nh x&aacute;c g&oacute;c</strong></span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">2&Prime;, 3&Prime;, 5&Prime;</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">1&Prime;, 2&Prime;, 3&Prime;, 5&Prime;</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">1&Prime;, 2&Prime;, 3&Prime;, 5&Prime;</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">1&Prime;, 2&Prime;, 3&Prime;, 5&Prime;</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">1&Prime;, 2&Prime;, 3&Prime;, 5&Prime;</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">0.5&Prime;, 1&Prime;</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">0.5&Prime;</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">1&Prime;</span></span></td>
		</tr>
		<tr>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Tầm đo lăng k&iacute;nh</strong></span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">0.9&ndash;3,500 m</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">0.9&ndash;3,500 m</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">0.9&ndash;3,500 m</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">0&ndash;3,500 m</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">0.8&ndash;10,000 m</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">0.9&ndash;3,500 m</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">0.9&ndash;3,500 m</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">1.5&ndash;10,000 m</span></span></td>
		</tr>
		<tr>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Độ ch&iacute;nh x&aacute;c đo gương</strong></span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">1 mm + 1.5 ppm</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">1 mm + 1.5 ppm</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">1 mm + 1.5 ppm</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">1 mm + 1.5 ppm</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">1 mm + 1 ppm</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">1 mm + 1.5 ppm</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">0.6 mm + 1 ppm</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">1 mm + 1.5 ppm</span></span></td>
		</tr>
		<tr>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Tầm đo kh&ocirc;ng gương</strong></span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">500&ndash;5,000 m</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">500&ndash;5,000 m</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">500&ndash;5,000 m</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">500&ndash;5,000 m</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">800 m (R800) / 1,600 m (R1600)</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">500&ndash;5,000 m</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">500&ndash;5,000 m</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">2,000 m</span></span></td>
		</tr>
		<tr>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Độ ch&iacute;nh x&aacute;c kh&ocirc;ng gương</strong></span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">2 mm + 2 ppm</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">2 mm + 2 ppm</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">2 mm + 2 ppm</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">2 mm + 2 ppm</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">2 mm + 2 ppm</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">2 mm + 2 ppm</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">2 mm + 2 ppm</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">2 mm + 2 ppm</span></span></td>
		</tr>
		<tr>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>M&agrave;n h&igrave;nh</strong></span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">3.5&Prime; đơn sắc</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">3.5&Prime; m&agrave;u</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">5&Prime; WVGA</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">5&Prime; WVGA (tuỳchọn)</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">5&Prime; WVGA cảm ứng</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">5&Prime; WVGA cảm ứng</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">5&Prime; WVGA cảm ứng</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">5&Prime; WVGA cảm ứng</span></span></td>
		</tr>
		<tr>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Kết nối c&oacute; d&acirc;y</strong></span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">RS232 / SD / USB</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">RS232 / SD / USB</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">RS232 / SD / USB</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">RS232 / SD / USB</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">Ethernet / USB-C</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">RS232 / SD / USB</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">RS232 / SD / USB</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">RS232 / SD / USB</span></span></td>
		</tr>
		<tr>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Bluetooth / WLAN</strong></span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔ (tay cầm radio)</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔ (tay cầm radio)</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔ (tay cầm radio)</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔ (tay cầm radio)</span></span></td>
		</tr>
		<tr>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Dữ liệu di động (4G)</strong></span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td>
		</tr>
		<tr>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>AutoHeight</strong></span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
		</tr>
		<tr>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Camera tổng quan</strong></span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
		</tr>
		<tr>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Camera k&iacute;nh ngắm</strong></span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
		</tr>
		<tr>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>SmartStation GNSS</strong></span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
		</tr>
		<tr>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Động cơ (Robot)</strong></span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">DC Motor</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">Brushless Direct Drives</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">Piezo drives</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">Piezo drives</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">Piezo drives</span></span></td>
		</tr>
		<tr>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>ATR / Tracking</strong></span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔ (R1000)</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">AI-powered ATR</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
		</tr>
		<tr>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Prism Fast Search</strong></span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
		</tr>
		<tr>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Scanning 3D</strong></span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔ (30,000 pts/s)</span></span></td>
		</tr>
		<tr>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Điều khiển từ xa</strong></span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
		</tr>
		<tr>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Hỗ trợ AP20</strong></span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✘</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">AP20 ID</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">AP20 ID + AutoPole</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">✔</span></span></td>
		</tr>
		<tr>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Hệ điều h&agrave;nh</strong></span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">FlexField</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">FlexField</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">FlexField</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">Captivate</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">Captivate (Loc8 / GeoCloud Protect)</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">Captivate</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">Captivate</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">Captivate</span></span></td>
		</tr>
		<tr>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Thời lượng pin</strong></span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">~30 h</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">~30 h</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">~30 h</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">8&ndash;19 h</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">~5 h</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">~8 h</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">~9 h</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">~9 h</span></span></td>
		</tr>
		<tr>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Trọng lượng</strong></span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">4.3 kg</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">4.3 kg</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">4.4 kg</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">4.8 kg</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">5.0 kg</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">7.2 kg</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">7.3 kg</span></span></td>
			<td>
				<span style="font-size:9px;"><span style="font-family:tahoma,geneva,sans-serif;">7.6 kg</span></span></td>
		</tr>
	</tbody>
</table>
<p>
	&nbsp;</p>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/so-sanh-may-toan-dac-dien-tu-leica-FlexLine-TS-Nova-MS.jpg" style="width: 800px; height: 463px;" /></span></span>
<h2>
	<br />
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">6. C&acirc;u hỏi thường gặp về m&aacute;y to&agrave;n đạc Leica (FAQ)</span></span></h2>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">6.1 M&aacute;y to&agrave;n đạc Leica FlexLine c&oacute; đủ d&ugrave;ng cho địa ch&iacute;nh kh&ocirc;ng?<br />
&rarr; C&oacute;. Với đo địa ch&iacute;nh v&agrave; bản đồ nền, FlexLine đ&aacute;p ứng tốt v&agrave; tiết kiệm chi ph&iacute;.<br />
<br />
6.2 Khi n&agrave;o n&ecirc;n chọn TS thay v&igrave; FlexLine?<br />
&rarr; Khi cần độ ch&iacute;nh x&aacute;c cao hơn, thao t&aacute;c nhanh hơn v&agrave; giảm nh&acirc;n lực.<br />
<br />
6.3 Leica Nova c&oacute; ph&ugrave; hợp c&ocirc;ng tr&igrave;nh d&acirc;n dụng kh&ocirc;ng?<br />
&rarr; Ph&ugrave; hợp nếu c&ocirc;ng tr&igrave;nh y&ecirc;u cầu độ ch&iacute;nh x&aacute;c rất cao hoặc quan trắc.<br />
<br />
6.4 MultiStation MS60 c&oacute; thay thế m&aacute;y qu&eacute;t laser kh&ocirc;ng?<br />
&rarr; MS60 kh&ocirc;ng thay thế ho&agrave;n to&agrave;n TLS chuy&ecirc;n dụng, nhưng rất hiệu quả cho khảo s&aacute;t 3D kết hợp đo to&agrave;n đạc.<br />
&nbsp;<br />
&gt;&gt;&gt; <u><strong>Tổng kết:</strong></u></span></span><br />
<br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đo khảo s&aacute;t cơ bản&rarr; <em>FlexLine l&agrave; đủ.</em></span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">C&acirc;n bằng giữa ch&iacute;nh x&aacute;c &amp; tiện lợi&rarr; <em>TS l&agrave; lựa chọn hợp l&yacute;.</em></span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">C&ocirc;ng tr&igrave;nh lớn, y&ecirc;u cầu cao&rarr; <em>Nova hoặc MS.</em></span></span></li>
</ul>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Li&ecirc;n hệ <a href="https://tracdiathanhdat.vn/"><strong>Trắc Địa Th&agrave;nh Đạt </strong></a>để được tư vấn chọn m&aacute;y to&agrave;n đạc Leica ph&ugrave; hợp đ&uacute;ng c&ocirc;ng tr&igrave;nh &ndash; đ&uacute;ng ng&acirc;n s&aacute;ch &ndash; đ&uacute;ng nhu cầu thực tế tại Việt Nam!<br />
&nbsp;</span></span>',
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			'shortdes' => '<span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">Cập nhật firmware RTK qua Web UI &ndash; Hướng dẫn chi tiết &amp; lưu &yacute; kỹ thuật</span><br />
',
			'content' => '<em><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trong qu&aacute; tr&igrave;nh sử dụng m&aacute;y GNSS RTK, việc cập nhật firmware bộ thu GNSS đ&oacute;ng vai tr&ograve; đặc biệt quan trọng nhằm:</span></span></em><br />
<ul>
	<li>
		<em><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tối ưu khả năng FIX v&agrave; độ ổn định khi đo RTK</span></span></em></li>
	<li>
		<em><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Khắc phục c&aacute;c lỗi tồn tại trong firmware cũ</span></span></em></li>
	<li>
		<em><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Bổ sung hoặc cải thiện c&aacute;c t&iacute;nh năng mới như IMU, radio, AR, giao tiếp dữ liệu&hellip;</span></span></em></li>
</ul>
<br />
<em><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tuy nhi&ecirc;n, cập nhật firmware KH&Ocirc;NG phải l&agrave; cập nhật ứng dụng Android (APK), m&agrave; l&agrave; n&acirc;ng cấp hệ thống điều khiển l&otilde;i của bộ thu GNSS, t&aacute;c động trực tiếp đến khả năng định vị v&agrave; hoạt động RTK. Nếu thực hiện kh&ocirc;ng đ&uacute;ng quy tr&igrave;nh hoặc sử dụng firmware kh&ocirc;ng ph&ugrave; hợp, thiết bị c&oacute; thể ph&aacute;t sinh c&aacute;c lỗi nghi&ecirc;m trọng như mất FIX, treo hệ thống, kh&ocirc;ng khởi động hoặc kh&ocirc;ng thể kết nối RTK.<br />
<br />
Hiện nay, nhiều d&ograve;ng m&aacute;y RTK đ&atilde; hỗ trợ cập nhật firmware th&ocirc;ng qua Web UI &ndash; giao diện quản l&yacute; nội bộ cho ph&eacute;p truy cập trực tiếp bằng tr&igrave;nh duyệt web. Phần nội dung dưới đ&acirc;y tổng hợp c&aacute;ch c&aacute;c h&atilde;ng GNSS phổ biến triển khai Web UI, quy tr&igrave;nh cập nhật firmware, đồng thời hướng dẫn kết nối v&agrave; sử dụng Web UI một c&aacute;ch an to&agrave;n, đ&uacute;ng kỹ thuật.<br />
&nbsp;</span></span></em>
<h2>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">1. Web UI trong m&aacute;y RTK GNSS l&agrave; g&igrave;?</span></span></h2>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Web UI (Web-based User Interface) l&agrave; giao diện quản l&yacute; nội bộ của bộ thu RTK, cho ph&eacute;p người d&ugrave;ng:</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kết nối trực tiếp với thiết bị qua WiFi hoặc mạng LAN</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Truy cập bằng tr&igrave;nh duyệt web (Chrome, Edge, Safari&hellip;)</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Xem th&ocirc;ng tin thiết bị v&agrave; trạng th&aacute;i GNSS</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Cấu h&igrave;nh c&aacute;c tham số hệ thống</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Cập nhật firmware bộ thu GNSS</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tải dữ liệu đo, dữ liệu th&ocirc; v&agrave; nhật k&yacute; hệ thống</span></span></li>
</ul>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Web UI mang lại sự tiện lợi lớn trong m&ocirc;i trường hiện trường, tuy nhi&ecirc;n cũng tiềm ẩn rủi ro nếu người d&ugrave;ng kh&ocirc;ng hiểu r&otilde; c&aacute;ch triển khai Web UI của từng h&atilde;ng GNSS.<br />
&nbsp;</span></span>
<h2>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">2. Cập nhật Firmware RTK qua Web UI theo từng h&atilde;ng GNSS</span></span></h2>
<br />
<h3>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">2.1. eFix GNSS &ndash; Web UI trong hệ sinh th&aacute;i Android</span></span></h3>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Web UI của eFix GNSS cho ph&eacute;p:</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kiểm tra th&ocirc;ng tin thiết bị (model, serial, firmware)</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Theo d&otilde;i trạng th&aacute;i GNSS</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Thực hiện cập nhật firmware bộ thu</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">C&aacute;ch truy cập Web UI eFix</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kết nối WiFi do bộ thu eFix ph&aacute;t</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Mở tr&igrave;nh duyệt v&agrave; truy cập IP mặc định của thiết bị</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">LƯU &Yacute;: Firmware eFix phụ thuộc rất chặt v&agrave;o model v&agrave; đời mainboard. Việc c&agrave;i sai firmware c&oacute; thể khiến m&aacute;y kh&ocirc;ng boot được hoặc hoạt động kh&ocirc;ng ổn định.<br />
<em>(Nguồn tham khảo: eFix GNSS &ndash; Firmware &amp; User Guidance ch&iacute;nh h&atilde;ng).</em><br />
&nbsp;</span></span>
<h3>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">2.2. Meridian GNSS &ndash; Web UI trực quan với IP mặc định</span></span></h3>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Meridian GNSS t&iacute;ch hợp Web UI nội bộ cho ph&eacute;p:</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Xem th&ocirc;ng tin thiết bị v&agrave; trạng th&aacute;i GNSS</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Cấu h&igrave;nh c&aacute;c tham số cơ bản</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Cập nhật firmware trực tiếp qua Web UI</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">C&aacute;ch truy cập</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kết nối WiFi do bộ thu ph&aacute;t</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Mở tr&igrave;nh duyệt v&agrave; nhập:&nbsp;http://192.168.10.1</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">&gt; Khuyến nghị: Chỉ sử dụng firmware ch&iacute;nh h&atilde;ng từ nh&agrave; sản xuất hoặc đại l&yacute; ủy quyền để đảm bảo t&iacute;nh tương th&iacute;ch v&agrave; ổn định l&acirc;u d&agrave;i.<br />
&nbsp;</span></span>
<h3>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">2.3. eSurvey / SurPad &ndash; Cập nhật firmware qua Web UI</span></span></h3>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tr&ecirc;n c&aacute;c bộ thu RTK eSurvey, Web UI (kết hợp với hệ thống SurPad / E-Survey) cho ph&eacute;p:</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kiểm tra trạng th&aacute;i GNSS</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Thiết lập c&aacute;c tham số cơ bản</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Cập nhật firmware từ tab &ldquo;Management&rdquo;</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Người d&ugrave;ng truy cập Web UI bằng c&aacute;ch kết nối WiFi bộ thu v&agrave; mở tr&igrave;nh duyệt tương tự c&aacute;c h&atilde;ng kh&aacute;c.<br />
<em>(Nguồn tham khảo: Hướng dẫn sử dụng Web UI tr&ecirc;n m&aacute;y RTK eSurvey).</em><br />
&nbsp;</span></span>
<h3>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">2.4. GeoMate GNSS &ndash; Web UI c&oacute; nhưng cần thận trọng</span></span></h3>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Với GeoMate GNSS, Web UI chủ yếu d&ugrave;ng để:</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Quản l&yacute; thiết bị</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Cấu h&igrave;nh cơ bản hệ thống</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hiện c&aacute;c t&agrave;i liệu c&ocirc;ng bố chưa m&ocirc; tả chi tiết quy tr&igrave;nh cập nhật firmware trực tiếp qua Web UI.<br />
<br />
&gt; Khuyến nghị khi cập nhật firmware GeoMate:</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Chỉ tải firmware từ nguồn ch&iacute;nh h&atilde;ng</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kiểm tra ch&iacute;nh x&aacute;c model + phi&ecirc;n bản firmware hiện tại trước khi c&agrave;i đặt</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">&nbsp;</span></span>
<h3>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">2.5. Trimble &ndash; Web UI c&oacute; kiểm so&aacute;t chặt từ h&atilde;ng</span></span></h3>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trimble hỗ trợ cập nhật firmware GNSS qua Web UI ch&iacute;nh thức, với quy tr&igrave;nh r&otilde; r&agrave;ng:</span></span><br />
<ol>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Truy cập Web UI của bộ thu</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Chọn Firmware &rarr; Install New Firmware</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Chọn file firmware tải từ trang hỗ trợ Trimble</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">C&agrave;i đặt v&agrave; khởi động lại thiết bị</span></span></li>
</ol>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trimble kiểm so&aacute;t firmware theo model v&agrave; serial, gi&uacute;p giảm nguy cơ c&agrave;i sai.<br />
<em>(Nguồn tham khảo: Trimble Receiver Help Portal).</em><br />
&nbsp;</span></span>
<h3>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">2.6. Leica Geosystems &ndash; Hạn chế Web UI, ưu ti&ecirc;n quy tr&igrave;nh chuẩn</span></span></h3>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kh&aacute;c với nhiều h&atilde;ng kh&aacute;c, Leica Geosystems kh&ocirc;ng khuyến kh&iacute;ch cập nhật firmware trực tiếp qua Web UI. Thay v&agrave;o đ&oacute;:</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Firmware đi k&egrave;m Captivate Release Notes</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Cập nhật theo quy tr&igrave;nh ch&iacute;nh h&atilde;ng (qua thẻ SD hoặc bộ điều khiển)</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><em>Nguồn tham khảo: Leica Captivate Manual &amp; Release Notes.</em><br />
&nbsp;</span></span>
<h2>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">3. Kết nối m&aacute;y t&iacute;nh, điện thoại, m&aacute;y t&iacute;nh bảng với m&aacute;y RTK qua Web UI</span></span></h2>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hầu hết c&aacute;c bộ thu GNSS RTK hiện đại đều hoạt động như một điểm ph&aacute;t WiFi nội bộ (WiFi Hotspot). Người d&ugrave;ng c&oacute; thể kết nối bằng PC, điện thoại hoặc m&aacute;y t&iacute;nh bảng để truy cập Web UI m&agrave; kh&ocirc;ng cần c&agrave;i th&ecirc;m phần mềm.<br />
<br />
C&aacute;c bước truy cập Web UI (v&iacute; dụ tr&ecirc;n PC)</span></span><br />
<br />
<ol>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kết nối WiFi do bộ thu RTK ph&aacute;t:&nbsp;T&ecirc;n WiFi thường l&agrave; Serial Number (SN)</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Mở tr&igrave;nh duyệt web</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Nhập địa chỉ:&nbsp;http://192.168.10.1</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đăng nhập Web UI:&nbsp;Mật khẩu mặc định: password (c&oacute; thể thay đổi).</span></span></li>
</ol>
<h2>
	<br />
	<span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">4. C&aacute;c chức năng ch&iacute;nh trong Web UI của m&aacute;y RTK </span></h2>
<p>
	<em><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">(Dựa tr&ecirc;n&nbsp;</span><span style="font-size: 12px;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">giao diện Web UI d&ograve;ng m&aacute;y RTK của h&atilde;ng eSurvey v&agrave; c&aacute;c d&ograve;ng m&aacute;y tương tự</span></span>)</span></em></p>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">4.1 Tab Position &ndash; Định vị &amp; trạng th&aacute;i GNSS</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Chế độ l&agrave;m việc: Base / Rover / Static</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tọa độ (kinh, vĩ, cao độ)</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trạng th&aacute;i nghiệm: Fix / Float / Single</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Số vệ tinh theo d&otilde;i</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">PDOP, HDOP, TDOP, HRMS, VRMS</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Giờ địa phương &amp; m&uacute;i giờ</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Bắt đầu / dừng ghi dữ liệu đo tĩnh</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/tab-position1.jpg" style="width: 600px; height: 405px;" /></span></span><br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">4.2 Tab Data Link &ndash; Li&ecirc;n kết dữ liệu</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Bluetooth</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Radio</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Network / SIM</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/tab-position-1.jpg" style="width: 600px; height: 405px;" /><br />
4.3 Tab Satellites &ndash; Vệ tinh</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Quan s&aacute;t số vệ tinh</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Ph&acirc;n bố vệ tinh theo hệ</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Thiết lập g&oacute;c ngưỡng vệ tinh</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/tab-ve-tinh 3.jpg" style="width: 600px; height: 407px;" /><br />
4.4 Tab Information &ndash; Th&ocirc;ng tin thiết bị</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">GNSS receiver, anten</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Mainboard</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">UHF, Network module</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/tab-thong-tin 4.jpg" style="width: 600px; height: 404px;" /><br />
4.5 Tab Working Mode &ndash; Chế độ l&agrave;m việc</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Chọn Base / Rover / Static</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Phương thức kết nối tương ứng</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/tab-thiet-lap-che-do-lam-viec 5.jpg" style="width: 600px; height: 407px;" /><br />
4.6 Tab Satellite Settings &ndash; Thiết lập thu vệ tinh</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">GPS, GLONASS, BeiDou, Galileo, SBAS, QZSS</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">RTK timeout</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Chế độ FIX ch&iacute;nh x&aacute;c cao</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/tab-satellite-setting 6.jpg" style="width: 600px; height: 403px;" /><br />
4.7 Tab Device Configuration &ndash; Cấu h&igrave;nh thiết bị</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Time zone</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">IMU output</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Baud rate cổng serial</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">&Acirc;m thanh, cảnh b&aacute;o Base</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Bộ nhớ, debug</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tự động bật/tắt nguồn</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Chia sẻ Internet qua WiFi hotspot</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/tab-device-configuration 7.jpg" style="width: 600px; height: 403px;" /><br />
4.8 Tab NMEA Message &ndash; Dữ liệu NMEA</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Cấu h&igrave;nh NMEA qua Bluetooth / cổng 5-pin</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">GNSS PPP output</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Ghi NMEA</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/tab-nmea-message8.jpg" style="width: 600px; height: 403px;" /><br />
4.9 Tab View Log &ndash; Nhật k&yacute;</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Xem &amp; tải log ứng dụng, log hệ điều h&agrave;nh</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/tab-view-log 9.jpg" style="width: 600px; height: 403px;" /><br />
4.10 Tab Raw Data &ndash; Dữ liệu th&ocirc;</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tải raw GNSS</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Chuyển đổi RINEX</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tải nhiều file</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/tab-raw-data 10.jpg" style="width: 600px; height: 403px;" /><br />
4.11 Tab Backup Data &ndash; Sao lưu</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tải hoặc x&oacute;a dữ liệu điểm</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/tab-backup-data 11.jpg" style="width: 600px; height: 403px;" /><br />
4.12 Tab Management &ndash; Quản l&yacute; thiết bị</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">C&agrave;i đặt firmware mới</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đăng k&yacute; thiết bị / GNSS</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Thiết lập bảo mật</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Định dạng bộ nhớ</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tự kiểm tra</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kh&ocirc;i phục c&agrave;i đặt gốc</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Khởi động lại bộ thu</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">&nbsp;<img alt="" src="/admin/webroot/upload/image/images/tab-management 12.jpg" style="width: 600px; height: 403px;" /><br />
<br />
&gt;&gt;&gt; Việc cập nhật firmware th&ocirc;ng qua Web UI t&aacute;c động trực tiếp đến hệ thống l&otilde;i của bộ thu GNSS. Người d&ugrave;ng chỉ n&ecirc;n thực hiện khi đ&atilde; x&aacute;c định đ&uacute;ng model, đ&uacute;ng firmware v&agrave; đ&uacute;ng quy tr&igrave;nh của nh&agrave; sản xuất.<br />
Cập nhật firmware đ&uacute;ng c&aacute;ch &ndash; đ&uacute;ng nguồn &ndash; đ&uacute;ng thời điểm sẽ gi&uacute;p hệ thống RTK hoạt động ổn định, tối ưu khả năng FIX v&agrave; hạn chế tối đa rủi ro ngo&agrave;i thực tế.<br />
&nbsp;</span></span><br />
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			'title_seo' => 'tin tức trắc địa, cập nhật xu hướng đo đạc mới, công nghệ đo đạc, thiết bị đo đạc hiện đại, mẹo kỹ thuật trắc địa, sai số đo đạc, hệ tọa độ VN-2000, GNSS, RTK, GPS trắc địa, phần mềm trắc địa, phần mềm GIS, SurPad, LandStar, Magnet Field, Leica Captivate, Trimble Access',
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	(int) 7 => array(
		'Post' => array(
			'id' => '795',
			'name' => 'MÚI CHIẾU 3° VÀ 6° TRONG HỆ TỌA ĐỘ VN-2000',
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			'shortdes' => '<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">M&uacute;i chiếu 3&deg; v&agrave; 6&deg; trong hệ tọa độ VN-2000&nbsp;<br />
<em>(G&oacute;c nh&igrave;n theo Th&ocirc;ng tư 973/2001/TT-TCĐC)</em></span></span>',
			'content' => '<em><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trong lĩnh vực trắc địa, GIS v&agrave; x&acirc;y dựng, việc lựa chọn v&agrave; sử dụng m&uacute;i chiếu bản đồ c&oacute; ảnh hưởng trực tiếp đến độ ch&iacute;nh x&aacute;c h&igrave;nh học, sai số biến dạng v&agrave; t&iacute;nh ph&aacute;p l&yacute; của dữ liệu kh&ocirc;ng gian.&nbsp;Trong thực tế, c&aacute;c kh&aacute;i niệm m&uacute;i chiếu 3&deg;, m&uacute;i chiếu 6&deg;, UTM v&agrave; VN-2000 đ&ocirc;i khi bị sử dụng chưa thống nhất, dẫn đến nhầm lẫn trong &aacute;p dụng v&agrave; trao đổi kỹ thuật.<br />
<br />
B&agrave;i viết n&agrave;y tr&igrave;nh b&agrave;y v&agrave; l&agrave;m r&otilde; vấn đề m&uacute;i chiếu 3&deg; v&agrave; 6&deg; trong hệ tọa độ quốc gia VN-2000, dựa tr&ecirc;n Th&ocirc;ng tư 973/2001/TT-TCĐC v&agrave; bản chất của ph&eacute;p chiếu Transverse Mercator, nhằm gi&uacute;p người sử dụng hiểu đ&uacute;ng v&agrave; &aacute;p dụng ph&ugrave; hợp trong từng b&agrave;i to&aacute;n cụ thể.<br />
&nbsp;</span></span></em>
<h2>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">1. M&uacute;i chiếu bản đồ l&agrave; g&igrave;?</span></span></h2>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">M&uacute;i chiếu bản đồ l&agrave; phần bề mặt Tr&aacute;i Đất được giới hạn bởi hai đường kinh tuyến, được biểu diễn l&ecirc;n mặt phẳng th&ocirc;ng qua một ph&eacute;p chiếu bản đồ x&aacute;c định.<br />
<br />
Việc chia bề mặt Tr&aacute;i Đất th&agrave;nh c&aacute;c m&uacute;i chiếu gi&uacute;p:</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Giảm sai số biến dạng khi chiếu từ mặt cong sang mặt phẳng,</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Thuận tiện cho đo đạc, t&iacute;nh to&aacute;n v&agrave; th&agrave;nh lập bản đồ,</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Ph&ugrave; hợp với từng quy m&ocirc; v&agrave; mục đ&iacute;ch sử dụng kh&aacute;c nhau.</span></span></li>
</ul>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trong thực tế trắc địa v&agrave; bản đồ học, ph&eacute;p chiếu h&igrave;nh trụ ngang đồng g&oacute;c (Transverse Mercator) l&agrave; một trong những ph&eacute;p chiếu được sử dụng phổ biến nhất, đặc biệt đối với c&aacute;c m&uacute;i chiếu 3&deg; v&agrave; 6&deg;.<br />
&nbsp;</span></span>
<h2>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">2. Quy định về m&uacute;i chiếu trong hệ tọa độ VN-2000</span></span></h2>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Theo Th&ocirc;ng tư 973/2001/TT-TCĐC của Tổng cục Địa ch&iacute;nh, khi &aacute;p dụng Hệ quy chiếu v&agrave; Hệ tọa độ quốc gia VN-2000:&nbsp;<em>&ldquo;Hệ tọa độ quốc gia VN-2000 được x&acirc;y dựng tr&ecirc;n ph&eacute;p chiếu h&igrave;nh trụ ngang đồng g&oacute;c (Transverse Mercator) v&agrave; cho ph&eacute;p &aacute;p dụng c&aacute;c m&uacute;i chiếu 3&deg; hoặc 6&deg; t&ugrave;y theo mục đ&iacute;ch v&agrave; quy m&ocirc; bản đồ.&rdquo;</em><br />
<br />
Từ quy định n&agrave;y c&oacute; thể khẳng định:</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hệ tọa độ VN-2000 cho ph&eacute;p sử dụng cả m&uacute;i chiếu 3&deg; v&agrave; m&uacute;i chiếu 6&deg;,</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Việc lựa chọn m&uacute;i chiếu kh&ocirc;ng mang t&iacute;nh t&ugrave;y tiện, m&agrave; phải ph&ugrave; hợp với mục đ&iacute;ch sử dụng v&agrave; quy m&ocirc; bản đồ.</span></span></li>
</ul>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trong thực tế trắc địa v&agrave; bản đồ học, ph&eacute;p chiếu h&igrave;nh trụ ngang đồng g&oacute;c (Transverse Mercator) l&agrave; một trong những ph&eacute;p chiếu được sử dụng phổ biến nhất, đặc biệt đối với c&aacute;c m&uacute;i chiếu 3&deg; v&agrave; 6&deg;.</span></span>
<h2>
	<br />
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">3. M&uacute;i chiếu 6&deg; (UTM) &ndash; Phạm vi khu vực v&agrave; li&ecirc;n tỉnh</span></span></h2>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">M&uacute;i chiếu 6&deg; c&oacute; bề rộng 6 độ kinh độ, thường được biết đến rộng r&atilde;i th&ocirc;ng qua hệ thống UTM (Universal Transverse Mercator).<br />
<br />
3.1 Đặc điểm ch&iacute;nh</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Phủ diện t&iacute;ch rộng,</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Thuận lợi cho c&aacute;c b&agrave;i to&aacute;n bản đồ v&agrave; GIS quy m&ocirc; lớn,</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Sai số biến dạng tăng dần khi khoảng c&aacute;ch tới kinh tuyến trục tăng.</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">3.2 Phạm vi ứng dụng<br />
<br />
M&uacute;i chiếu 6&deg; ph&ugrave; hợp cho:</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Bản đồ quốc gia, v&ugrave;ng, li&ecirc;n tỉnh,</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">C&aacute;c hệ thống GIS tổng hợp,</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Quy hoạch kh&ocirc;ng gian, hạ tầng quy m&ocirc; lớn.</span></span></li>
</ul>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Lưu &yacute;: UTM kh&ocirc;ng phải l&agrave; một hệ tọa độ ri&ecirc;ng, m&agrave; l&agrave; c&aacute;ch tổ chức m&uacute;i chiếu 6&deg; của ph&eacute;p chiếu Transverse Mercator, thường được sử dụng c&ugrave;ng hệ quy chiếu WGS84 trong th&ocirc;ng lệ quốc tế.<br />
&nbsp;</span></span>
<p style="text-align: center;">
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/Utm-zones(1).jpg" style="width: 800px; height: 400px;" /></span></span></p>
<h2>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">4. M&uacute;i chiếu 3&deg; &ndash; Ti&ecirc;u chuẩn cho đo đạc ch&iacute;nh x&aacute;c</span></span></h2>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">M&uacute;i chiếu 3&deg; c&oacute; bề rộng hẹp hơn, gi&uacute;p giảm đ&aacute;ng kể sai số biến dạng so với m&uacute;i 6&deg;.<br />
<br />
4.1 Đặc điểm ch&iacute;nh</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Độ ch&iacute;nh x&aacute;c h&igrave;nh học cao,</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Biến dạng chiều d&agrave;i v&agrave; diện t&iacute;ch nhỏ,</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Ph&ugrave; hợp cho c&aacute;c b&agrave;i to&aacute;n y&ecirc;u cầu độ ch&iacute;nh x&aacute;c cao.</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">4.2 Phạm vi ứng dụng<br />
<br />
Trong hệ tọa độ VN-2000, m&uacute;i chiếu 3&deg; thường được sử dụng cho:</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đo vẽ địa ch&iacute;nh,</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Bản đồ tỷ lệ lớn,</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Bố tr&iacute; v&agrave; thi c&ocirc;ng c&ocirc;ng tr&igrave;nh,</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hồ sơ ph&aacute;p l&yacute; đất đai.</span></span></li>
</ul>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Khi sử dụng VN-2000, bắt buộc phải x&aacute;c định r&otilde; m&uacute;i chiếu v&agrave; kinh tuyến trục, v&igrave; đ&acirc;y l&agrave; tham số ph&aacute;p l&yacute; của hệ tọa độ, kh&ocirc;ng được mặc định như trong hệ UTM.<br />
&nbsp;</span></span><br />
<br />
<h2>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">5. Nhận định thực tế tại Việt Nam</span></span></h2>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trong thực tế đo đạc tại Việt Nam:</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">VN-2000 m&uacute;i chiếu 3&deg; l&agrave; lựa chọn chủ đạo cho c&ocirc;ng t&aacute;c địa ch&iacute;nh v&agrave; x&acirc;y dựng,</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">M&uacute;i chiếu 6&deg; (UTM) chủ yếu ph&ugrave; hợp cho bản đồ khu vực &ndash; v&ugrave;ng v&agrave; c&aacute;c b&agrave;i to&aacute;n GIS tổng hợp.</span></span></li>
</ul>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Việc sử dụng đ&uacute;ng m&uacute;i chiếu gi&uacute;p đảm bảo:</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Độ ch&iacute;nh x&aacute;c kỹ thuật,</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">T&iacute;nh thống nhất dữ liệu,</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Sự ph&ugrave; hợp với quy định ph&aacute;p l&yacute; hiện h&agrave;nh.</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">&nbsp;<br />
<strong>&gt;&gt;&gt; T&oacute;m lại:&nbsp;</strong></span></span><br />
<br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hệ tọa độ quốc gia VN-2000 cho ph&eacute;p sử dụng cả m&uacute;i chiếu 3&deg; v&agrave; 6&deg; theo Th&ocirc;ng tư 973/2001/TT-TCĐC.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">M&uacute;i chiếu 6&deg; (UTM) ph&ugrave; hợp cho bản đồ khu vực v&agrave; li&ecirc;n tỉnh.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">M&uacute;i chiếu 3&deg; được ưu ti&ecirc;n cho đo đạc ch&iacute;nh x&aacute;c, địa ch&iacute;nh v&agrave; c&ocirc;ng tr&igrave;nh.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">UTM l&agrave; c&aacute;ch tổ chức m&uacute;i chiếu, trong khi VN-2000 l&agrave; hệ tọa độ quốc gia &ndash; hai kh&aacute;i niệm n&agrave;y kh&ocirc;ng n&ecirc;n sử dụng thay thế cho nhau.</span></span></li>
</ul>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hiểu đ&uacute;ng v&agrave; sử dụng đ&uacute;ng m&uacute;i chiếu l&agrave; điều kiện quan trọng để đảm bảo độ ch&iacute;nh x&aacute;c kỹ thuật v&agrave; t&iacute;nh ph&aacute;p l&yacute; của mọi sản phẩm đo đạc v&agrave; bản đồ.<br />
&nbsp;<br />
<em>&gt;&gt;&gt; T&agrave;i liệu tham khảo:</em></span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><em>Th&ocirc;ng tư 973/2001/TT-TCĐC &ndash; Hướng dẫn &aacute;p dụng Hệ quy chiếu v&agrave; Hệ tọa độ quốc gia VN-2000</em></span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><em>T&agrave;i liệu chuy&ecirc;n ng&agrave;nh về ph&eacute;p chiếu Transverse Mercator / UTM</em></span></span></li>
</ul>
<p style="text-align: center;">
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><em><img alt="" src="/admin/webroot/upload/image/images/Kinh tuyến trục.jpg" style="width: 747px; height: 420px;" /></em></span></span></p>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">&nbsp;</span></span>',
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			'id' => '793',
			'name' => 'Tìm hiểu các phương pháp hiệu chỉnh GNSS ',
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			'shortdes' => '<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hiệu chỉnh GNSS l&agrave; yếu tố then chốt để đạt được định vị độ ch&iacute;nh x&aacute;c cao. T&iacute;n hiệu GNSS th&ocirc; (kh&ocirc;ng hiệu chỉnh) thường chỉ đạt độ ch&iacute;nh x&aacute;c khoảng 5&ndash;10 m&eacute;t, kh&ocirc;ng đ&aacute;p ứng y&ecirc;u cầu của c&aacute;c lĩnh vực như n&ocirc;ng nghiệp ch&iacute;nh x&aacute;c, trắc địa, robot tự h&agrave;nh, xe tự l&aacute;i,&hellip;&nbsp;Bằng c&aacute;ch t&iacute;nh to&aacute;n v&agrave; &aacute;p dụng c&aacute;c hiệu chỉnh sai số l&ecirc;n t&iacute;n hiệu GNSS, độ ch&iacute;nh x&aacute;c c&oacute; thể được cải thiện gấp 100 lần, đạt mức centimet.</span></span>',
			'content' => '<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><em>Hiệu chỉnh GNSS l&agrave; yếu tố then chốt để đạt được định vị độ ch&iacute;nh x&aacute;c cao. T&iacute;n hiệu GNSS th&ocirc; (kh&ocirc;ng hiệu chỉnh) thường chỉ đạt độ ch&iacute;nh x&aacute;c khoảng 5&ndash;10 m&eacute;t, kh&ocirc;ng đ&aacute;p ứng y&ecirc;u cầu của c&aacute;c lĩnh vực như n&ocirc;ng nghiệp ch&iacute;nh x&aacute;c, trắc địa, robot tự h&agrave;nh, xe tự l&aacute;i,&hellip;&nbsp;Bằng c&aacute;ch t&iacute;nh to&aacute;n v&agrave; &aacute;p dụng c&aacute;c hiệu chỉnh sai số l&ecirc;n t&iacute;n hiệu GNSS, độ ch&iacute;nh x&aacute;c c&oacute; thể được cải thiện gấp 100 lần, đạt mức centimet.</em><br />
<br />
B&agrave;i viết n&agrave;y tr&igrave;nh b&agrave;y c&aacute;c phương ph&aacute;p hiệu chỉnh GNSS ch&iacute;nh:</span></span><br />
<ul>
	<li>
		<strong><em><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">DGNSS (GNSS vi sai)</span></span></em></strong></li>
	<li>
		<strong><em><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">SBAS (Hệ thống tăng cường vệ tinh)</span></span></em></strong></li>
	<li>
		<strong><em><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">RTK (Động học thời gian thực)</span></span></em></strong></li>
	<li>
		<strong><em><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">PPP (Định vị điểm ch&iacute;nh x&aacute;c)</span></span></em></strong></li>
	<li>
		<strong><em><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">PPP-RTK</span></span></em></strong></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đồng thời ph&acirc;n t&iacute;ch đặc điểm, ưu nhược điểm v&agrave; phạm vi ứng dụng của từng phương ph&aacute;p, cũng như c&aacute;ch lựa chọn phương &aacute;n ph&ugrave; hợp.<br />
&nbsp;</span></span>
<p>
	<strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">GNSS định vị ti&ecirc;u chuẩn hoạt động như thế n&agrave;o?</span></span></strong><br />
	&nbsp;</p>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">T&iacute;n hiệu GNSS th&ocirc; từ mỗi vệ tinh mang một m&atilde; giả ngẫu nhi&ecirc;n (PRN), cung cấp ba th&ocirc;ng tin ch&iacute;nh:</span></span><br />
<ul>
	<li>
		<strong><em><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Ai: định danh vệ tinh.</span></span></em></strong></li>
	<li>
		<strong><em><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Ở đ&acirc;u: vị tr&iacute; quỹ đạo.</span></span></em></strong></li>
	<li>
		<strong><em><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Khi n&agrave;o: thời điểm ph&aacute;t t&iacute;n hiệu.</span></span></em></strong></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">M&aacute;y thu GNSS so s&aacute;nh m&atilde; PRN nhận được với m&atilde; PRN nội sinh của n&oacute; để x&aacute;c định thời gian truyền t&iacute;n hiệu, từ đ&oacute; t&iacute;nh ra khoảng c&aacute;ch giả (pseudorange). Khi c&oacute; khoảng c&aacute;ch đến &iacute;t nhất 4 vệ tinh, m&aacute;y thu c&oacute; thể x&aacute;c định vị tr&iacute; 3D của m&igrave;nh.<br />
<br />
T&iacute;n hiệu GNSS bị ảnh hưởng bởi nhiều nguồn sai số:</span></span><br />
<ul>
	<li>
		<em><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tầng điện ly &amp; đối lưu l&agrave;m chậm v&agrave; bẻ cong t&iacute;n hiệu.</span></span></em></li>
	<li>
		<em><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Sai số đồng hồ &amp; quỹ đạo vệ tinh.</span></span></em></li>
	<li>
		<em><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đa đường (multipath) do phản xạ từ nh&agrave; cửa, c&acirc;y cối.</span></span></em></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tổng sai số dẫn đến độ ch&iacute;nh x&aacute;c chỉ khoảng 5&ndash;10 m. Từ đ&acirc;y, c&aacute;c phương ph&aacute;p hiệu chỉnh GNSS ra đời để giảm v&agrave; loại bỏ c&aacute;c sai số n&agrave;y.<br />
&nbsp;</span></span>
<h2>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">1. Differential GNSS (DGNSS &ndash; GNSS vi sai)</span></span></h2>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Nguy&ecirc;n l&yacute;:</strong><br />
Định vị tương đối bằng c&aacute;ch so s&aacute;nh số liệu giữa m&aacute;y rover v&agrave; trạm tham chiếu c&oacute; tọa độ đ&atilde; biết ch&iacute;nh x&aacute;c.<br />
<br />
<strong>C&aacute;ch hoạt động:</strong></span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trạm base t&iacute;nh sai số pseudorange cho từng vệ tinh</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Ph&aacute;t c&aacute;c hiệu chỉnh n&agrave;y cho rover</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Rover &aacute;p dụng hiệu chỉnh để loại bỏ sai số chung</span></span></li>
</ul>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Độ ch&iacute;nh x&aacute;c</strong>: Dưới 1 m&eacute;t<br />
<br />
<strong>Ưu điểm</strong></span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Dễ triển khai</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Ti&ecirc;u thụ điện thấp</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Thời gian hội tụ nhanh</span></span></li>
</ul>
<br />
<strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Nhược điểm</span></span></strong><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Độ ch&iacute;nh x&aacute;c thấp hơn RTK/PPP</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Phụ thuộc khoảng c&aacute;ch đến trạm base</span></span></li>
</ul>
<br />
<strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Ứng dụng:&nbsp;</span></span></strong><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">H&agrave;ng hải, n</span><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">&ocirc;ng nghiệp mức cơ bản, t</span><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">hiết bị GNSS pin nhỏ.</span>
<p style="text-align: center;">
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">&nbsp;<img alt="" src="/admin/webroot/upload/image/images/GNSSCorrections-Types-SBAS-2-1024x683.jpg" style="width: 800px; height: 534px;" /></span></span></p>
<h2>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">2. SBAS &ndash; Hệ thống tăng cường vệ tinh</span></span></h2>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Nguy&ecirc;n l&yacute;</strong>:&nbsp;Tương tự DGNSS nhưng hiệu chỉnh được t</span></span><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">&iacute;nh to&aacute;n tập trung v&agrave; p</span><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">h&aacute;t qua vệ tinh địa tĩnh.</span><br />
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">V&iacute; dụ SBAS:</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">WAAS (Mỹ)</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">EGNOS (Ch&acirc;u &Acirc;u)</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">MSAS (Nhật Bản)</span></span></li>
</ul>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Độ ch&iacute;nh x&aacute;c</strong>: ~1&ndash;3 m<br />
<br />
<strong>Ưu điểm</strong></span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Miễn ph&iacute;</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Phủ rộng khu vực lớn</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kh&ocirc;ng cần base cục bộ</span></span></li>
</ul>
<br />
<strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Nhược điểm</span></span></strong><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Độ ch&iacute;nh x&aacute;c hạn chế</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kh&oacute; thu vệ tinh địa tĩnh ở đ&ocirc; thị / vĩ độ cao</span></span></li>
</ul>
<br />
<strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Ứng dụng:&nbsp;</span></span></strong><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">H&agrave;ng kh&ocirc;ng,&nbsp;</span><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">H&agrave;ng hải,&nbsp;</span><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">N&ocirc;ng nghiệp quy m&ocirc; lớn.</span>
<h2>
	<br />
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">3. RTK &ndash; Real-Time Kinematic</span></span></h2>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Nguy&ecirc;n l&yacute;:&nbsp;</strong>Sử dụng đo pha s&oacute;ng mang (carrier-phase) kết hợp hiệu chỉnh thời gian thực từ trạm base.<br />
<br />
<strong>Đặc điểm kỹ thuật:</strong></span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Bước s&oacute;ng L1 GPS &asymp; 19 cm</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Giải ẩn số nguy&ecirc;n (integer ambiguity)</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Sử dụng double differencing + thuật to&aacute;n LAMBDA</span></span></li>
</ul>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Độ ch&iacute;nh x&aacute;c</strong>: &nbsp;1&ndash;2 cm<br />
<br />
<strong>Thời gian fix</strong>: v&agrave;i gi&acirc;y<br />
<br />
<strong>Ưu điểm:&nbsp;</strong></span></span><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">Độ ch&iacute;nh x&aacute;c cao nhất, h</span><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">ội tụ cực nhanh</span><br />
<br />
<strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Nhược điểm</span></span></strong><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Phạm vi giới hạn (&asymp; 20&ndash;30 km)</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Cần kết nối ổn định (radio / NTRIP)</span></span></li>
</ul>
<br />
<strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Ứng dụng</span></span></strong><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trắc địa</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Thi c&ocirc;ng &ndash; stakeout</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Robot, UAV</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">N&ocirc;ng nghiệp ch&iacute;nh x&aacute;c</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">&nbsp;</span></span>
<h2>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">4. PPP &ndash; Precise Point Positioning</span></span></h2>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Nguy&ecirc;n l&yacute;</strong>: Định vị tuyệt đối bằng c&aacute;ch &aacute;p dụng:</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Quỹ đạo vệ tinh ch&iacute;nh x&aacute;c</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đồng hồ vệ tinh ch&iacute;nh x&aacute;c</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">M&ocirc; h&igrave;nh kh&iacute; quyển to&agrave;n cầu</span></span></li>
</ul>
<br />
<strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đặc điểm:</span></span></strong><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kh&ocirc;ng cần trạm base cục bộ</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hội tụ bằng c&aacute;ch tự giải ẩn số pha</span></span></li>
</ul>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Độ ch&iacute;nh x&aacute;c</strong>: cm (tĩnh)<br />
<br />
<strong>Thời gian hội tụ</strong>: 10&ndash;30 ph&uacute;t<br />
<br />
<strong>Ưu điểm</strong></span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Phủ to&agrave;n cầu</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Ph&ugrave; hợp v&ugrave;ng xa, biển khơi</span></span></li>
</ul>
<br />
<strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Nhược điểm</span></span></strong><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hội tụ chậm</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kh&ocirc;ng ph&ugrave; hợp ứng dụng cần real-time</span></span></li>
</ul>
<br />
<strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Ứng dụng</span></span></strong><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">H&agrave;ng hải &ndash; ngo&agrave;i khơi</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Khoa học &ndash; địa vật l&yacute;</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đo đạc khu vực hẻo l&aacute;nh</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">&nbsp;</span></span>
<h2>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">5. PPP-RTK &ndash; Phương ph&aacute;p lai hiện đại</span></span></h2>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Nguy&ecirc;n l&yacute;</strong>: L&agrave; sự kết hợp giữa:</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hiệu chỉnh vệ tinh ch&iacute;nh x&aacute;c của PPP</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hiệu chỉnh kh&iacute; quyển &amp; pha kiểu RTK</span></span></li>
</ul>
<br />
<strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">C&ocirc;ng nghệ cốt l&otilde;i:</span></span></strong><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">SSR (State Space Representation)</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Wide-lane ambiguity resolution (bước s&oacute;ng d&agrave;i &rarr; fix nhanh)</span></span></li>
</ul>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Độ ch&iacute;nh x&aacute;c</strong>: 3&ndash;7 cm<br />
<br />
<strong>Thời gian hội tụ</strong>: 10&ndash;30 gi&acirc;y<br />
<br />
<strong>Ưu điểm</strong></span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Nhanh hơn PPP</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Phủ rộng hơn RTK</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Mở rộng cho số lượng người d&ugrave;ng lớn</span></span></li>
</ul>
<br />
<strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Nhược điểm</span></span></strong><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Cần m&aacute;y GNSS đa tần hiện đại</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Độ ch&iacute;nh x&aacute;c thấp hơn RTK cự ly ngắn</span></span></li>
</ul>
<br />
<strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Ứng dụng</span></span></strong><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Xe tự l&aacute;i &ndash; ADAS</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">UAV</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Quản l&yacute; đội xe</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">N&ocirc;ng nghiệp th&ocirc;ng minh</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">&nbsp;<br />
<strong>BẢNG SO S&Aacute;NH&nbsp;</strong></span></span><br />
<br />
<table border="0" cellpadding="0" style="width: 100%">
	<thead>
		<tr>
			<th>
				<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Phương ph&aacute;p</span></span></th>
			<th>
				<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Độ ch&iacute;nh x&aacute;c</span></span></th>
			<th>
				<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Thời gian fix</span></span></th>
			<th>
				<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Phạm vi</span></span></th>
		</tr>
	</thead>
	<tbody>
		<tr>
			<td>
				<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">GNSS thường</span></span></td>
			<td>
				<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">5&ndash;10 m</span></span></td>
			<td>
				<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">V&agrave;i gi&acirc;y</span></span></td>
			<td>
				<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">To&agrave;n cầu</span></span></td>
		</tr>
		<tr>
			<td>
				<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">SBAS</span></span></td>
			<td>
				<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">1&ndash;3 m</span></span></td>
			<td>
				<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">~30 s</span></span></td>
			<td>
				<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Lục địa</span></span></td>
		</tr>
		<tr>
			<td>
				<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">DGNSS</span></span></td>
			<td>
				<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">&lt;1 m</span></span></td>
			<td>
				<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">5&ndash;20 s</span></span></td>
			<td>
				<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Cục bộ</span></span></td>
		</tr>
		<tr>
			<td>
				<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">PPP</span></span></td>
			<td>
				<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">~10 cm</span></span></td>
			<td>
				<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">10&ndash;30 ph&uacute;t</span></span></td>
			<td>
				<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">To&agrave;n cầu</span></span></td>
		</tr>
		<tr>
			<td>
				<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">PPP-RTK</span></span></td>
			<td>
				<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">3&ndash;7 cm</span></span></td>
			<td>
				<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">10&ndash;30 s</span></span></td>
			<td>
				<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Khu vực</span></span></td>
		</tr>
		<tr>
			<td>
				<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">RTK</span></span></td>
			<td>
				<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">1&ndash;2 cm</span></span></td>
			<td>
				<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">~5 s</span></span></td>
			<td>
				<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">&le;30 km</span></span></td>
		</tr>
	</tbody>
</table>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">&nbsp;<br />
&gt;&gt;&gt;&nbsp; Kh&ocirc;ng c&oacute; phương ph&aacute;p hiệu chỉnh GNSS n&agrave;o &ldquo;tốt nhất cho mọi trường hợp&rdquo;.&nbsp;Chỉ c&oacute; phương ph&aacute;p ph&ugrave; hợp nhất với y&ecirc;u cầu c&ocirc;ng việc:</span></span><br />
<br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Cần nhanh &ndash; ch&iacute;nh x&aacute;c tuyệt đối &rarr; RTK</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Cần phủ rộng &ndash; kh&ocirc;ng cần base &rarr; PPP / PPP-RTK</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Cần ổn định &ndash; tiết kiệm năng lượng &rarr; DGNSS / SBAS</span></span></li>
</ul>
<p style="text-align: center;">
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">&nbsp;<img alt="" src="/admin/webroot/upload/image/images/Grey Minimalist Architecture Search Bar Facebook Cover (1).png" style="width: 800px; height: 451px;" /></span></span></p>
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			'videoyou' => null,
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			'twodaypro' => null,
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			'photo' => null,
			'lft' => '501',
			'rght' => '502',
			'vat' => null,
			'hangsx' => null,
			'baohanh' => null,
			'tinhtrang' => '1',
			'tailieu' => null,
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		),
		'Catproduct' => array(
			'id' => '40',
			'name' => 'Blogs',
			'parent_id' => null,
			'alias' => 'blogs',
			'images' => '',
			'lft' => '103',
			'rght' => '104',
			'pos' => '5',
			'status' => '1',
			'title_seo' => 'tin tức trắc địa, cập nhật xu hướng đo đạc mới, công nghệ đo đạc, thiết bị đo đạc hiện đại, mẹo kỹ thuật trắc địa, sai số đo đạc, hệ tọa độ VN-2000, GNSS, RTK, GPS trắc địa, phần mềm trắc địa, phần mềm GIS, SurPad, LandStar, Magnet Field, Leica Captivate, Trimble Access',
			'meta_key' => 'tin tức trắc địa, cập nhật xu hướng đo đạc mới, công nghệ đo đạc, thiết bị đo đạc hiện đại, mẹo kỹ thuật trắc địa, sai số đo đạc, hệ tọa độ VN-2000, GNSS, RTK, GPS trắc địa, phần mềm trắc địa, phần mềm GIS, SurPad, LandStar, Magnet Field, Leica Captivate, Trimble Access',
			'meta_des' => 'phần mềm máy đo đạc, phần mềm GIS, phần mềm trút dữ liệu',
			'created' => '2015-12-16',
			'modified' => '2025-10-29',
			'slug' => 'blogs',
			'cate' => '4',
			'link' => 'tin-tuc',
			'name_eng' => '',
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		)
	),
	(int) 9 => array(
		'Post' => array(
			'id' => '792',
			'name' => 'Stakeout bằng RTK GNSS và Toàn đạc điện tử',
			'code' => null,
			'alias' => 'stakeout-bang-rtk-gnss-va-toan-dac-dien-tu',
			'cat_id' => '40',
			'price' => '0',
			'type' => 'new',
			'shortdes' => '<span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">Trong c&ocirc;ng t&aacute;c stakeout (cắm điểm/định vị thi c&ocirc;ng), GNSS RTK v&agrave; To&agrave;n đạc điện tử đều l&agrave; c&ocirc;ng cụ quan trọng &mdash; nhưng mỗi c&aacute;i c&oacute; đặc th&ugrave;, ưu/nhược điểm v&agrave; thời điểm sử dụng kh&aacute;c nhau. Kh&ocirc;ng phải c&aacute;i n&agrave;o &ldquo;tốt hơn&rdquo;, m&agrave; l&agrave; chọn đ&uacute;ng nơi &ndash; đ&uacute;ng l&uacute;c.</span>',
			'content' => '<em><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trong c&ocirc;ng t&aacute;c stakeout (cắm điểm/định vị thi c&ocirc;ng), GNSS RTK v&agrave; To&agrave;n đạc điện tử đều l&agrave; c&ocirc;ng cụ quan trọng &mdash; nhưng mỗi c&aacute;i c&oacute; đặc th&ugrave;, ưu/nhược điểm v&agrave; thời điểm sử dụng kh&aacute;c nhau. Kh&ocirc;ng phải c&aacute;i n&agrave;o &ldquo;tốt hơn&rdquo;, m&agrave; l&agrave; chọn đ&uacute;ng nơi &ndash; đ&uacute;ng l&uacute;c.<br />
<br />
RTK GNSS l&agrave; phương ph&aacute;p định vị vệ tinh động thời gian thực, trong đ&oacute; tọa độ điểm đo được x&aacute;c định th&ocirc;ng qua xử l&yacute; t&iacute;n hiệu GNSS v&agrave; hiệu chỉnh sai số từ trạm Base hoặc mạng CORS. Kết quả đo được thể hiện trong hệ tọa độ kh&ocirc;ng gian to&agrave;n cầu hoặc hệ tọa độ quốc gia, ph&ugrave; hợp cho c&aacute;c b&agrave;i to&aacute;n định vị tổng thể, đo diện rộng v&agrave; thiết lập khung khống chế ban đầu.<br />
<br />
To&agrave;n đạc điện tử l&agrave; thiết bị đo đạc sử dụng nguy&ecirc;n l&yacute; đo g&oacute;c v&agrave; khoảng c&aacute;ch để x&aacute;c định vị tr&iacute; điểm trong hệ tọa độ cục bộ hoặc hệ tọa độ c&ocirc;ng tr&igrave;nh, dựa tr&ecirc;n c&aacute;c điểm khống chế đ&atilde; biết. Phương ph&aacute;p n&agrave;y cho ph&eacute;p kiểm so&aacute;t chặt chẽ h&igrave;nh học kh&ocirc;ng gian, cao độ v&agrave; sai số tương đối, đặc biệt hiệu quả trong c&aacute;c c&ocirc;ng tr&igrave;nh y&ecirc;u cầu độ ch&iacute;nh x&aacute;c cao.<br />
<br />
Ch&iacute;nh sự kh&aacute;c biệt về nguy&ecirc;n l&yacute; đo v&agrave; c&aacute;ch kiểm so&aacute;t sai số khiến RTK GNSS v&agrave; To&agrave;n đạc điện tử kh&ocirc;ng mang t&iacute;nh thay thế, m&agrave; thường được kết hợp trong c&ugrave;ng một workflow để đạt hiệu quả v&agrave; độ tin cậy cao nhất.<br />
&nbsp;</span></span></em><br />
<h2>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">1. Bảng so s&aacute;nh tổng quan RTK GNSS vs To&agrave;n đạc điện tử</span></span></h2>
<br />
<table border="0" cellpadding="0">
	<thead>
		<tr>
			<th>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Ti&ecirc;u ch&iacute;</span></span><br />
				&nbsp;</th>
			<th>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">RTK GNSS</span></span><br />
				&nbsp;</th>
			<th>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">To&agrave;n đạc điện tử</span></span><br />
				&nbsp;</th>
			<th>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Nhận x&eacute;t kỹ thuật</span></span><br />
				&nbsp;</th>
		</tr>
	</thead>
	<tbody>
		<tr>
			<td>
				<strong><span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Bản chất đo</span></span></strong><br />
				&nbsp;</td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Định vị tuyệt đối theo GNSS</span></span><br />
				&nbsp;</td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Định vị tương đối trong mạng khống chế&nbsp; &nbsp; &nbsp; &nbsp; &nbsp;&nbsp;</span></span><br />
				&nbsp;</td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Kh&aacute;c nhau về nguy&ecirc;n l&yacute;</span></span><br />
				&nbsp;</td>
		</tr>
		<tr>
			<td>
				<strong><span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Độ ch&iacute;nh x&aacute;c</span></span></strong><br />
				&nbsp;</td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Mức cm (RTK Fix, m&ocirc;i trường tốt)&nbsp; &nbsp; &nbsp;&nbsp;</span></span><br />
				&nbsp;</td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Mức mm (đo cạnh &amp; g&oacute;c)</span></span><br />
				&nbsp;</td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">To&agrave;n đạc vượt trội cho chi tiết</span></span><br />
				&nbsp;</td>
		</tr>
		<tr>
			<td>
				<strong><span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Tốc độ</span></span></strong><br />
				&nbsp;</td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Rất nhanh, ph&ugrave; hợp diện rộng</span></span><br />
				&nbsp;</td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Chậm hơn do ngắm gương</span></span><br />
				&nbsp;</td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">RTK c&oacute; lợi thế tốc độ</span></span><br />
				&nbsp;</td>
		</tr>
		<tr>
			<td>
				<strong><span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Phạm vi</span></span></strong><br />
				&nbsp;</td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">V&agrave;i km đến h&agrave;ng chục km<br />
				(Base&ndash;Rover / CORS)&nbsp; &nbsp; &nbsp; &nbsp;</span></span><br />
				&nbsp;</td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">~500&ndash;1000 m, cần line-of-sight</span></span><br />
				&nbsp;</td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">RTK ph&ugrave; hợp khu vực lớn</span></span><br />
				&nbsp;</td>
		</tr>
		<tr>
			<td>
				<strong><span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Cao độ &amp; h&igrave;nh học&nbsp; &nbsp; &nbsp;</span></span></strong><br />
				&nbsp;</td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">C&oacute; thể biến động theo vệ tinh</span></span><br />
				&nbsp;</td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Kiểm so&aacute;t cao độ rất tốt</span></span><br />
				&nbsp;</td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">To&agrave;n đạc an to&agrave;n cho cao độ</span></span><br />
				&nbsp;</td>
		</tr>
		<tr>
			<td>
				<strong><span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Nh&acirc;n lực</span></span></strong><br />
				&nbsp;</td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Thường 1 người</span></span><br />
				&nbsp;</td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Thường 2 người (robot c&oacute; thể 1)</span></span><br />
				&nbsp;</td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">RTK tiết kiệm nh&acirc;n lực</span></span><br />
				&nbsp;</td>
		</tr>
		<tr>
			<td>
				<strong><span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">T&iacute;nh cơ động</span></span></strong><br />
				&nbsp;</td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Gọn nhẹ, setup nhanh</span></span><br />
				&nbsp;</td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Cồng kềnh hơn</span></span><br />
				&nbsp;</td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">RTK linh hoạt hơn</span></span><br />
				&nbsp;</td>
		</tr>
		<tr>
			<td>
				<strong><span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Chi ph&iacute;</span></span></strong></td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Đầu tư cao hơn, c&oacute; thể c&oacute; ph&iacute;<br />
				CORS&nbsp; &nbsp;&nbsp;</span></span></td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Ổn định, dễ kiểm so&aacute;t</span></span></td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">T&ugrave;y quy m&ocirc; dự &aacute;n</span></span></td>
		</tr>
	</tbody>
</table>
<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">&nbsp;</span></span><br />
<h2 style="text-align: center;">
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/Blue and White Neon Gradients Virtual Video Background (100)(2).png" style="width: 780px; height: 439px;" /></span></span></h2>
<h2>
	<br />
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">2. So s&aacute;nh ứng dụng thực tế theo từng t&igrave;nh huống c&ocirc;ng việc</span></span></h2>
<br />
<table border="0" cellpadding="0">
	<thead>
		<tr>
			<th>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">T&igrave;nh huống</span></span><br />
				&nbsp;</th>
			<th>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">RTK GNSS</span></span><br />
				&nbsp;</th>
			<th>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">To&agrave;n đạc</span></span><br />
				&nbsp;</th>
			<th>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Nhận định</span></span><br />
				&nbsp;</th>
		</tr>
	</thead>
	<tbody>
		<tr>
			<td>
				<strong><span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Đo diện rộng (ruộng, rừng, KCN)&nbsp; &nbsp;</span></span></strong><br />
				&nbsp;</td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Đo nhanh, kh&ocirc;ng cần line-of-sight&nbsp; &nbsp; &nbsp; &nbsp;</span></span><br />
				&nbsp;</td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Kh&oacute; triển khai diện rộng</span></span><br />
				&nbsp;</td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">RTK GNSS vượt trội</span></span><br />
				&nbsp;</td>
		</tr>
		<tr>
			<td>
				<strong><span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Đo chi tiết c&ocirc;ng tr&igrave;nh</span></span></strong><br />
				&nbsp;</td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Độ ch&iacute;nh x&aacute;c cm, dễ nhiễu</span></span><br />
				&nbsp;</td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Độ ch&iacute;nh x&aacute;c mm, ổn định&nbsp; &nbsp; &nbsp;&nbsp;</span></span><br />
				&nbsp;</td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">To&agrave;n đạc tốt hơn</span></span><br />
				&nbsp;</td>
		</tr>
		<tr>
			<td>
				<strong><span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Khu đ&ocirc; thị nhiều nh&agrave; cao tầng</span></span></strong><br />
				&nbsp;</td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Dễ bị che khuất vệ tinh</span></span><br />
				&nbsp;</td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Kh&ocirc;ng phụ thuộc vệ tinh</span></span><br />
				&nbsp;</td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">To&agrave;n đạc hiệu quả</span></span><br />
				&nbsp;</td>
		</tr>
		<tr>
			<td>
				<strong><span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Địa h&igrave;nh mở</span></span></strong><br />
				&nbsp;</td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">T&iacute;n hiệu tốt, đo rất nhanh</span></span><br />
				&nbsp;</td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Đo được nhưng chậm</span></span><br />
				&nbsp;</td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">RTK thuận tiện</span></span><br />
				&nbsp;</td>
		</tr>
		<tr>
			<td>
				<strong><span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Gi&aacute;m s&aacute;t thi c&ocirc;ng hằng ng&agrave;y</span></span></strong><br />
				&nbsp;</td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">X&aacute;c định mốc tổng thể</span></span><br />
				&nbsp;</td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Kiểm tra trục, cao độ</span></span><br />
				&nbsp;</td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">N&ecirc;n kết hợp</span></span><br />
				&nbsp;</td>
		</tr>
		<tr>
			<td>
				<strong><span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Địa ch&iacute;nh &ndash; bản đồ &ndash; n&ocirc;ng nghiệp&nbsp; &nbsp; &nbsp;&nbsp;</span></span></strong><br />
				&nbsp;</td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Rất ph&ugrave; hợp cho diện rộng</span></span><br />
				&nbsp;</td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Bổ trợ khi cần chi tiết</span></span><br />
				&nbsp;</td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">RTK l&agrave; chủ đạo</span></span><br />
				&nbsp;</td>
		</tr>
		<tr>
			<td>
				<strong><span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Ho&agrave;n c&ocirc;ng &ndash; nghiệm thu</span></span></strong></td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Kiểm tra tổng thể</span></span></td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">Ch&iacute;nh x&aacute;c chi tiết</span></span></td>
			<td>
				<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">To&agrave;n đạc an to&agrave;n</span></span></td>
		</tr>
	</tbody>
</table>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">&nbsp;</span></span>
<p style="text-align: center;">
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/Leica_TS16_Carousel_Image_1_800x428.jpg" style="width: 763px; height: 408px;" /></span></span></p>
<h2>
	<br />
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">3. Workflow được &aacute;p dụng phổ biến trong c&ocirc;ng t&aacute;c&nbsp;cắm điểm/định vị thi c&ocirc;ng&nbsp;</span></span><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">thực tế</span><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">&nbsp;</span></h2>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Theo hướng dẫn ứng dụng của Leica Geosystems v&agrave; Trimble, c&aacute;c dự &aacute;n chuy&ecirc;n nghiệp thường &aacute;p dụng quy tr&igrave;nh sau:</span></span>
<h3>
	<br />
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">3.1 RTK GNSS</span></span></h3>
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">X&aacute;c định hệ tọa độ,</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Fix mốc khống chế,</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Lập bản đồ nền, định vị tổng thể.</span></span></li>
</ul>
<h3>
	<br />
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">3.2 To&agrave;n đạc điện tử</span></span></h3>
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Bố tr&iacute; tim trục,</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kiểm so&aacute;t cao độ,</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Stakeout chi tiết,</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Ho&agrave;n c&ocirc;ng &ndash; nghiệm thu.</span></span></li>
</ul>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đ&acirc;y l&agrave; l&yacute; do v&igrave; sao RTK v&agrave; To&agrave;n đạc lu&ocirc;n đi c&ugrave;ng nhau tr&ecirc;n c&ocirc;ng trường, chứ kh&ocirc;ng cạnh tranh trực tiếp.</span></span>
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">RTK GNSS mạnh về tốc độ, phạm vi, t&iacute;nh cơ động.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">To&agrave;n đạc điện tử mạnh về độ ch&iacute;nh x&aacute;c, h&igrave;nh học, cao độ v&agrave; độ tin cậy.</span></span></li>
</ul>
<p style="text-align: center;">
	<img alt="" src="/admin/webroot/upload/image/images/maxresdefault (1)(2).jpg" style="width: 780px; height: 439px;" /></p>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kh&ocirc;ng c&oacute; thiết bị n&agrave;o &ldquo;tốt nhất cho mọi c&ocirc;ng việc&rdquo;.&nbsp;Việc sử dụng đ&uacute;ng thiết bị cho đ&uacute;ng mục đ&iacute;ch gi&uacute;p:</span></span>
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Giảm sai số,</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tiết kiệm thời gian,</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Dễ bảo vệ số liệu khi nghiệm thu.</span></span></li>
</ul>
<br />
<span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">Kết hợp c&ocirc;ng nghệ GNSS hiện đại với độ ch&iacute;nh x&aacute;c truyền thống của m&aacute;y to&agrave;n đạc </span><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">l&agrave; xu hướng chung của c&aacute;c đội đo đạc chuy&ecirc;n nghiệp hiện nay.<br />
<br />
<em>&gt;&gt;&gt; <u>Nguồn tham khảo:</u><br />
Leica Geosystems &ndash; GNSS vs Total Station Applications<br />
Trimble &ndash; Stakeout and Construction Surveying Guidelines<br />
Topcon &ndash; GNSS and Total Station Field Workflows</em><br />
&nbsp;</span></span>',
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			'name' => 'Leica Infinity - Phần mềm văn phòng được kết nối vô tận',
			'code' => null,
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			'shortdes' => '<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">C&ugrave;ng t&igrave;m hiểu phần mềm xử l&yacute; dữ liệu khảo s&aacute;t Leica Infinity - C&ocirc;ng cụ kết nối v&ocirc; hạn!</span></span>',
			'content' => '<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="white-space-collapse: preserve;"><strong>Leica Infinity</strong> l&agrave; phần mềm xử l&yacute; dữ liệu khảo s&aacute;t của h&atilde;ng Leica Geosystems, được thiết kế để quản l&yacute;, xử l&yacute;, ph&acirc;n t&iacute;ch v&agrave; kiểm tra chất lượng của tất cả dữ liệu đo đạc khảo s&aacute;t từ thực địa, bao gồm dữ liệu từ to&agrave;n đạc, thủy chuẩn, GNSS, UAV, Scanner. C&aacute;c dữ liệu được kết hợp trong một dự &aacute;n (BIM, CAD, GIS,..), dễ d&agrave;ng tr&iacute;ch xuất, tạo v&agrave; cập nhật một c&aacute;ch li&ecirc;n tục, gi&uacute;p người d&ugrave;ng gi&aacute;m s&aacute;t tất cả quy tr&igrave;nh c&ocirc;ng việc.</span><br />
<br />
<strong>Quản l&yacute;, xử l&yacute;, ph&acirc;n t&iacute;ch v&agrave; kiểm tra chất lượng dữ liệu khảo s&aacute;t thực địa</strong><br />
<br />
<strong>Leica Infinity</strong> l&agrave; phần mềm văn ph&ograve;ng th&acirc;n thiện với người d&ugrave;ng d&agrave;nh cho c&aacute;c nh&agrave; khảo s&aacute;t v&agrave; chuy&ecirc;n gia đo lường, những người y&ecirc;u cầu giải ph&aacute;p to&agrave;n diện cho nhu cầu dữ liệu kh&ocirc;ng gian địa l&yacute; của họ.&nbsp;Khoản đầu tư v&agrave;o Infinity, đảm bảo quản l&yacute;, xử l&yacute;, ph&acirc;n t&iacute;ch v&agrave; đảm bảo chất lượng dữ liệu khảo s&aacute;t từ c&aacute;c m&aacute;y&nbsp;to&agrave;n đạc&nbsp;,&nbsp;cấp kỹ thuật số&nbsp;,&nbsp;GNSS&nbsp;&nbsp;v&agrave;&nbsp;M&aacute;y bay kh&ocirc;ng người l&aacute;i (UAV)&nbsp;.&nbsp;Với&nbsp;phần mềm&nbsp;văn ph&ograve;ng Infinity v&agrave;&nbsp;Leica Captivate&nbsp;được đồng bộ h&oacute;a ho&agrave;n hảo trong thiết kế v&agrave; vận h&agrave;nh, đảm bảo kết nối liền mạch giữa hiện trường v&agrave; văn ph&ograve;ng.&nbsp;Hỗ trợ c&aacute;c ứng dụng khảo s&aacute;t, lập bản đồ v&agrave; x&acirc;y dựng, Infinity l&agrave; trung t&acirc;m phần mềm văn ph&ograve;ng kh&ocirc;ng gian địa l&yacute; tối ưu.<br />
<br />
<strong><img alt="" src="/admin/webroot/upload/image/images/leica_infinity_point_cloud_800x428.JPG" style="width: 800px; height: 428px;" /><br />
<br />
Một khoản đầu tư cho nhiều ứng dụng</strong><br />
<br />
<strong>Leica Infinity</strong> l&agrave; phần mềm văn ph&ograve;ng kh&ocirc;ng gian địa l&yacute; được lựa chọn cho c&aacute;c ứng dụng v&ocirc; hạn.&nbsp;Từ khảo s&aacute;t đến x&acirc;y dựng, n&oacute; hỗ trợ BIM, CAD, GIS v&agrave; hơn thế nữa để đồng h&agrave;nh với sự ph&aacute;t triển của doanh nghiệp bạn trong c&aacute;c ứng dụng mới.&nbsp;Phần mềm Infinity sẵn s&agrave;ng sử dụng dữ liệu từ c&aacute;c cảm biến truyền thống như m&aacute;y&nbsp;to&agrave;n&nbsp;đạc&nbsp;,&nbsp;GNSS&nbsp;&nbsp;v&agrave;&nbsp;mức kỹ thuật số&nbsp;, đồng thời cũng thoải m&aacute;i với c&aacute;c đ&aacute;m m&acirc;y điểm từ&nbsp;MS60 MultiStation&nbsp;&nbsp;v&agrave;&nbsp;UAV&nbsp;.<br />
<br />
Kh&aacute;m ph&aacute; những sự thật bạn cần xem x&eacute;t khi chọn phần mềm văn ph&ograve;ng khảo s&aacute;t v&agrave; c&aacute;ch Infinity trao quyền cho người khảo s&aacute;t trong mọi bước - c&oacute; thể l&agrave; h&igrave;nh dung, chuẩn bị, thu thập, xử l&yacute;, x&aacute;c nhận, b&aacute;o c&aacute;o v&agrave; / hoặc chia sẻ dữ liệu.<br />
<br />
<img alt="" src="/admin/webroot/upload/image/images/Leica_Infinity_pic_1766x750_new.jpg" style="width: 800px; height: 340px;" /><br />
<br />
<strong>Một luồng dữ liệu duy nhất cho tất cả c&aacute;c cảm biến v&agrave; dịch vụ đo lường</strong><br />
<br />
<strong>Leica Infinity</strong> l&agrave; trung t&acirc;m phần mềm khảo s&aacute;t tối ưu.&nbsp;Được thiết kế để hỗ trợ v&ocirc; số quy tr&igrave;nh l&agrave;m việc, dữ liệu từ BIM, CAD, GIS v&agrave; hơn thế nữa, đi k&egrave;m với dữ liệu đo lường trong một g&oacute;i văn ph&ograve;ng khảo s&aacute;t dễ sử dụng.&nbsp;H&igrave;nh ảnh v&agrave; đ&aacute;m m&acirc;y điểm từ&nbsp;c&aacute;c&nbsp;m&aacute;y&nbsp;&nbsp;to&agrave;n đạc&nbsp;,&nbsp;MultiStations&nbsp;,&nbsp;UAV&nbsp;&nbsp;v&agrave;&nbsp;GNSS&nbsp;được t&iacute;ch hợp liền mạch với c&aacute;c ph&eacute;p đo truyền thống để tạo ra c&aacute;c sản phẩm c&oacute; gi&aacute; trị c&oacute; thể được chia sẻ kỹ thuật số th&ocirc;ng qua đ&aacute;m m&acirc;y hoặc c&aacute;c kế hoạch in tương tự.&nbsp;Với c&aacute;c dịch vụ dữ liệu của Hexagon v&agrave; c&aacute;c b&ecirc;n thứ ba được t&iacute;ch hợp, việc truy cập v&agrave;o dữ liệu diễn ra liền mạch v&agrave; hiệu quả.&nbsp;Với khả năng truy xuất nguồn gốc đầy đủ v&agrave; b&aacute;o c&aacute;o chất lượng, h&atilde;y lu&ocirc;n tự tin v&agrave;o sản phẩm của bạn.<br />
<br />
Kh&aacute;m ph&aacute; c&aacute;c mẹo v&agrave; lợi &iacute;ch về c&aacute;ch phần mềm văn ph&ograve;ng khảo s&aacute;t ng&agrave;nh c&oacute; thể đơn giản h&oacute;a quy tr&igrave;nh l&agrave;m việc của bạn trong suốt bốn trụ cột của c&ocirc;ng việc khảo s&aacute;t.<br />
<br />
<strong><img alt="" src="/admin/webroot/upload/image/images/Leica-infinity-office_software_800x428.JPG" style="width: 748px; height: 400px;" /><br />
<br />
Một phần mềm để kết nối liền mạch</strong><br />
<br />
<strong>Leica Infinity</strong> được thiết kế để kết nối liền mạch với hiện trường v&agrave; t&aacute;i tạo kết quả đo được tại hiện trường bất cứ l&uacute;c n&agrave;o.&nbsp;Tọa độ c&oacute; thể được t&iacute;nh to&aacute;n lại một c&aacute;ch đơn giản v&agrave; tự động nếu chiều cao của cột hoặc dụng cụ bị thay đổi, tr&aacute;nh việc xử l&yacute; thủ c&ocirc;ng tốn thời gian.&nbsp;Với kết nối đ&aacute;m m&acirc;y giữa hiện trường v&agrave; văn ph&ograve;ng, những người khảo s&aacute;t tại hiện trường lu&ocirc;n c&oacute; dữ liệu mới nhất v&agrave; qu&aacute; tr&igrave;nh xử l&yacute; tại văn ph&ograve;ng c&oacute; thể bắt đầu ngay lập tức, ngay cả trước khi nh&oacute;m thực địa rời địa điểm l&agrave;m việc.<br />
<br />
<strong>&gt;&gt;&gt; Kh&aacute;m ph&aacute; phần mềm văn ph&ograve;ng Leica Infinity <a href="https://leica-geosystems.com/industries/pure-surveying/surveying-solutions/leica-infinity-the-infinitely-connected-office-software">TẠI Đ&Acirc;Y</a>.<br />
<br />
<img alt="" src="/admin/webroot/upload/image/images/leica_infinity_landing_page_header_2480x750px_0224.jpg" style="width: 800px; height: 242px;" /></strong></span></span>',
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			'shortdes' => '<span style="font-size:14px;"><span style="font-family: tahoma, geneva, sans-serif;"><span style="white-space: pre-wrap;">B</span>ạn đ&atilde; quen với kh&aacute;i niệm GPS&nbsp;(Global Positioning System), một hệ thống qu&acirc;n sự thuộc Kh&ocirc;ng Qu&acirc;n được x&acirc;y dựng trong thời kỳ Chiến tranh Lạnh nhưng hiện đ&atilde; được sử dụng v&igrave; mục đ&iacute;ch thương mại từ giữa những năm 2000 cho đến nay. H</span>i<span style="font-family:tahoma,geneva,sans-serif;">ện nay&nbsp;<span style="white-space: pre-wrap;">thế giới đang chuyển từ một hệ thống GPS duy nhất sang 7 hệ thống kh&aacute;c nhau. C</span>&ugrave;ng t&igrave;m hiểu nh&eacute;!</span></span>',
			'content' => '<h2>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>I. Hệ thống định vị to&agrave;n cầu GPS</strong></span></span></h2>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">GPS được viết tắt của cụm từ&nbsp;Global Positioning System&nbsp;&ndash; dịch sang tiếng việt&nbsp;l&agrave; hệ thống định vị to&agrave;n cầu. Hệ thống n&agrave;y bao gồm &iacute;t nhất 24 vệ tinh bay xung quanh tr&aacute;i đất, c&aacute;c trạm thu t&iacute;n hiệu tr&ecirc;n mặt đất, v&agrave; c&aacute;c thuật to&aacute;n để xử l&yacute; th&ocirc;ng tin, qua đ&oacute; x&aacute;c định vị tr&iacute;, thời gian, vận tốc của c&aacute;c m&aacute;y thu t&iacute;n hiệu GPS.<br />
Hệ thống GPS được ph&aacute;t triển v&agrave; thuộc quyền sở hữu của Hoa Kỳ, cũng l&agrave; hệ thống vệ tinh đầy đủ, hoạt động hiệu của nhất trong hệ thống vệ tinh định vị to&agrave;n cầu (<a href="https://tracdiathanhdat.vn/">GNSS</a>)<br />
Ng&agrave;y nay, c&aacute;c t&iacute;n hiệu từ hệ thống GPS được sử dụng một phần cho mục địch qu&acirc;n sự, được khai th&aacute;c bởi Hoa Kỳ v&agrave; c&aacute;c nước đồng m&igrave;nh, phần c&ograve;n lại cho ph&eacute;p người d&acirc;n tr&ecirc;n to&agrave;n thế giới sử dụng miễn ph&iacute;.<br />
<br />
</span></span>
<h3>
	<span style="font-size:14px;"><strong>1. Lịch sử ra đời của GPS</strong></span></h3>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Từ h&agrave;ng ng&agrave;n năm trước, con người đ&atilde; cố gắng t&igrave;m nhiều c&aacute;ch kh&aacute;c nhau để x&aacute;c định phương hướng như sử dụng mặt trời, mặt trăng v&agrave; c&aacute;c v&igrave; sao.&nbsp;<br />
Đến thế kỷ 20, hải qu&acirc;n Hoa Kỳ đ&atilde; c&oacute; những những th&iacute; nghiệm định vị vệ tinh v&agrave;o năm 1960 để theo d&otilde;i c&aacute;c t&agrave;u ngầm mang t&ecirc;n lửa hạt nh&acirc;n. Kết quả cho thấy, chỉ với s&aacute;u vệ tinh quay quanh c&aacute;c cực, qu&acirc;n đội c&oacute; thể x&aacute;c định ch&iacute;nh x&aacute;c vị tr&iacute; của t&agrave;u ngầm trong v&ograve;ng v&agrave;i ph&uacute;t.<br />
Từ kết quả đ&oacute;, năm 1970, bộ quốc ph&ograve;ng Hoa Kỳ đ&atilde; quyết định ph&aacute;t triển một hệ vệ tinh để đảm bảo lu&ocirc;n c&oacute; c&aacute;c t&iacute;n hiệu mạnh, ổn định. Nhờ v&agrave;o nguồn tiền đổ v&agrave;o li&ecirc;n tục, c&ugrave;ng c&aacute;c kỹ sư ng&agrave;y đ&ecirc;m l&agrave;m việc, vệ tinh đầu ti&ecirc;n đ&atilde; được ph&oacute;ng l&ecirc;n kh&ocirc;ng gian năm 1978, v&agrave; to&agrave;n bộ hệ vệ tinh đ&atilde; được ho&agrave;n thiện v&agrave;o năm 1993 với 24 vệ tinh.<br />
<br />
<img alt="" src="/admin/webroot/upload/image/images/04-dich-vu-cung-cap-boi-mang-luoi-dinh-vi-ve-tinh-quoc-gia.jpg" style="width: 800px; height: 450px;" /><br />
<br />
</span></span>
<h3>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>2. Một số th&ocirc;ng tin về GPS</strong></span></span></h3>
<br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hệ thống định vị to&agrave;n cầu GPS được ho&agrave;n thiện với đầy đủ chức năng v&agrave;o năm 1994</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trung b&igrave;nh, bộ quốc ph&ograve;ng Hoa Kỳ phải chi 2 tỷ USD mỗi ng&agrave;y để vận h&agrave;nh hệ thống GPS, nhưng lại cho người d&acirc;n to&agrave;n cầu sử dụng miễn ph&iacute;</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Một vệ tinh di chuyển trong kh&ocirc;ng gian với vận tốc 14000km/giờ</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Với một bộ thu t&iacute;n hiệu GPS, bạn c&oacute; thể x&aacute;c định vị tr&iacute; của m&igrave;nh tại bất cứ đ&acirc;u tr&ecirc;n tr&aacute;i đất</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hệ thống GPS hoạt động to&agrave;n thời gian 24h/ng&agrave;y trong mọi điều kiện</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">T&iacute;n hiệu từ vệ tinh c&oacute; thể xuy&ecirc;n cqua nhựa, k&iacute;nh nhưng kh&ocirc;ng xuy&ecirc;n qua được gỗ, đ&aacute; v&agrave; b&ecirc; t&ocirc;ng</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Độ ch&iacute;nh x&aacute;c định vị th&ocirc;ng thường l&agrave; khoảng 5 m&eacute;t, nhưng nếu bạn d&ugrave;ng c&aacute;c bộ thu chuy&ecirc;n dụng như m&aacute;y đo RTK th&igrave; độ ch&iacute;nh x&aacute;c sẽ l&ecirc;n tới milimet</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Với GPS, người ta đo được ch&acirc;u &Uacute;c đang di chuyển với vận tốc 7.3cm/năm theo dướng Đ&ocirc;ng Bắc !</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">C&aacute;c quốc gia kh&aacute;c cũng đang cố gắng x&acirc;y dựng v&agrave; ph&aacute;t triển c&aacute;c hệ vệ tinh cho ri&ecirc;ng m&igrave;nh</span></span></li>
</ul>
<h2>
	<br />
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>II. Hệ thống định vị&nbsp;</strong></span></span><strong style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">to&agrave;n cầu&nbsp;</strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Glonass</strong></span></span></h2>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Glonass l&agrave; hệ thống định vị to&agrave;n cầu&nbsp;<span style="color: rgb(51, 51, 51);">được ph&aacute;t triển bởi Nga (Li&ecirc;n X&ocirc; c</span>ũ)<span style="color: rgb(51, 51, 51);">&nbsp;</span>dựa tr&ecirc;n c&aacute;c vệ tinh trong kh&ocirc;ng gian bay xung quanh tr&aacute;i đất, hệ thống n&agrave;y cung cấp c&aacute;c dịch vụ định vị, dẫn đường, x&aacute;c định thời gian một c&aacute;ch tin cậy, miễn ph&iacute; v&agrave; d&agrave;nh cho tất cả mọi người tr&ecirc;n thế giới.&nbsp;<br />
<br />
</span></span>
<h3>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>1. Một số phi&ecirc;n bản của Glonass</strong></span></span></h3>
<br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">GLONASS - được ph&oacute;ng v&agrave;o năm 1982, nhằm mục đ&iacute;ch hoạt động để định vị thời tiết, đo vận tốc v&agrave; thời gian ở bất kỳ đ&acirc;u tr&ecirc;n thế giới hoặc kh&ocirc;ng gian gần Tr&aacute;i đất của qu&acirc;n đội v&agrave; c&aacute;c tổ chức ch&iacute;nh thức.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">GLONASS-M - ra mắt năm 2003 th&ecirc;m m&atilde; d&acirc;n sự thứ hai, đ&acirc;y l&agrave; dấu mốc quan trọng để c&aacute;c nh&agrave; khảo s&aacute;t ph&aacute;t triển đầu thu tin hiệu vệ tinh phục vụ đo vẽ bản đồ.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">GLONASS-k - bắt đầu trở lại năm 2011 c&oacute; th&ecirc;m 3 loại nữa l&agrave; k1, k2 v&agrave; k. Th&ecirc;m tần số d&acirc;n dụng thứ ba.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">GLONASS-K2 - ra mắt sau năm 2015&nbsp;</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">GLONASS-KM - sẽ ra mắt sau năm 2025 (hiện đang trong giai đoạn nghi&ecirc;n cứu)</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/glonass-erf-com_637013101299011000.jpg" style="width: 800px; height: 443px;" /><br />
<br />
</span></span>
<h3>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>2. Một số th&ocirc;ng tin xung quanh Glonass</strong></span></span></h3>
<br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Từ năm 2011 đến năm 2020, ch&iacute;nh phủ Nga đ&atilde; đầu tư tổng cộng 15 tỷ đ&ocirc; v&agrave; hệ thống định vị Glonass của m&igrave;nh</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">C&oacute; 24 vệ tinh thuộc hệ thống Glonass đang hoạt động v&agrave; bay xung quanh tr&aacute;i đất</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Chiều cao quỹ đạo của Glonass l&agrave; 21150km</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Độ nghi&ecirc;ng so với mặt phẳng quỹ đạo l&agrave; 64.8 độ</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Chu kỳ quỹ đạo của một vệ tinh l&agrave; 11 giờ v&agrave; 16 ph&uacute;t</span></span></li>
</ul>
<h2>
	<br />
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>III.&nbsp; Hệ thống định vị to&agrave;n cầu&nbsp; Galileo</strong></span></span></h2>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Galileo l&agrave; hệ thống định vị vệ tinh to&agrave;n cầu được ph&aacute;t triển bởi li&ecirc;n minh ch&acirc;u &Acirc;u, được điều h&agrave;nh, thiết kế v&agrave; ph&aacute;t triển bởi Cơ quan&nbsp;<a href="https://tracdiathanhdat.vn/">GNSS</a>&nbsp;Ch&acirc;u &Acirc;u (GSA) v&agrave; Cơ quan vũ trụ ch&acirc;u &Acirc;u (ESA). Đ&acirc;y l&agrave; hệ thống định vị đầu ti&ecirc;n tr&ecirc;n thế giới được sử dụng cho c&aacute;c mục đ&iacute;ch d&acirc;n dụng với độ ch&iacute;nh x&aacute;c.</span></span>
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hệ thống định vị vệ tinh to&agrave;n cầu được đặt theo t&ecirc;n của nh&agrave; khoa học Galileo người &Yacute;, &ocirc;ng l&agrave; cha đẻ của việc quan s&aacute;t thi&ecirc;n văn học hiện đại, cha đẻ của ng&agrave;nh vật l&yacute; hiện đại, cũng l&agrave; người khai sinh ra khoa học hiện đại.</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/Galileo.jpg" style="width: 800px; height: 394px;" /><br />
<br />
</span></span>
<h3>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>1. Dịch vụ của Galileo</strong></span></span></h3>
<br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Dịch vụ mở (Open Service &ndash; OS): Miễn ph&iacute; cho tất cả mọi người</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Dịch vụ x&aacute;c thực tin nhắn điều hướng mở (OS-NMA): Miễn ph&iacute; cho tất cả mọi người</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Dịch vụ độ ch&iacute;nh x&aacute;c cao (HAS): Miến ph&iacute; cho tất cả mọi người</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Dịch vụ x&aacute;c thực t&iacute;n hiệu (SAS): Dịch vụ trả ph&iacute; d&agrave;nh cho doanh nghiệp</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Dịch vụ t&igrave;m kiếm cứu hộ cứu nạn (Sar) &ndash; một phần của Cospas-Sarsat</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Dịch vụ điều tiết c&ocirc;ng cộng (PRS) &ndash; Chỉ cung cấp cho người được c&aacute;c cơ quan ch&iacute;nh phủ ủy quyền</span></span></li>
</ul>
<h3>
	<br />
	<strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">2. Điểm mạnh của hệ thống Galileo</span></span></strong></h3>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tuy được sử dụng v&agrave;o mục đ&iacute;ch d&acirc;n sự, nhưng hệ thống Galileo c&oacute; hiệu suất ngang ngửa với những hệ thống định vị được ph&aacute;t triển chủ yếu phục vụ cho qu&acirc;n sự với 3 điểm nhấn được c&aacute;c chuy&ecirc;n gia c&ocirc;ng nhận:</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Ch&iacute;nh x&aacute;c cao: C&oacute; t&iacute;nh năng định vị thời gian thực, độ ch&iacute;nh x&aacute;c cho người d&ugrave;ng l&ecirc;n tới 1m, v&agrave; đạt tới h&agrave;ng centimet nếu sử dụng <a href="https://tracdiathanhdat.vn/may-dinh-vi-ve-tinh-gps-2-tan-so-rtk">RTK</a>&nbsp;chuy&ecirc;n dụng</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tin cậy: Với rất nhiều cải tiến, t&iacute;n hiệu từ vệ tinh Galileo rất ổn định, tin cậy d&ugrave; người d&ugrave;ng ở những địa h&igrave;nh kh&oacute; khăn hiểm trở.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">T&iacute;nh khả dụng: Hệ thống Galileo c&oacute; thể tương th&iacute;ch với c&aacute;c hệ thống kh&aacute;ch như GPS, Glonass, gi&uacute;p cho độ ch&iacute;nh x&aacute;c khi định vị được cải thiện đ&aacute;ng kể.</span></span></li>
</ul>
<h2>
	<br />
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>IV. Hệ thống định vị vệ tinh to&agrave;n cầu Beidou&nbsp;(hay c&ograve;n gọi l&agrave; Bắc Đẩu)</strong></span></span></h2>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hệ vệ tinh Beidou&nbsp;-&nbsp; t&ecirc;n tiếng anh l&agrave; BeiDou Navigation Satellite System, viết tắt l&agrave;&nbsp;BDS, l&agrave; hệ thống định vị vệ tinh do Trung Quốc đầu tư, x&acirc;y dựng v&agrave; ph&aacute;t triển.&nbsp;<br />
Hệ thống&nbsp;Beidou thế hệ đầu ti&ecirc;n, mang t&ecirc;n gọi ch&iacute;nh thức l&agrave;&nbsp;BeiDou Satellite Navigation Experimental System&nbsp;hoặc&nbsp;Beidou 1, gồm 3 vệ tinh hoạt động từ năm 2000, chỉ c&oacute; thể phủ s&oacute;ng trong l&atilde;nh thổ Trung Quốc, v&agrave; phục vụ chủ yếu cho Trung Quốc v&agrave; khu vực, quốc gia l&acirc;n cận. Beidou-1 ngừng hoạt động năm 2012.<br />
Hệ thống Beidou thế hệ 2&nbsp;mang t&ecirc;n ch&iacute;nh thức l&agrave; BeiDou Navigation Satellite System (BDS)&nbsp;hay c&ograve;n gọi l&agrave;&nbsp;COMPASS hoặc&nbsp;BeiDou-2&nbsp;gồm 10 vệ tinh bay tr&ecirc;n quỹ đạo, đi v&agrave;o hoạt động năm 2011 v&agrave; cung cấp dịch vụ cho khu vực Ch&acirc;u &Aacute; Th&aacute;i B&igrave;nh Dương.<br />
Hệ thống Beidou thế hệ thứ 3 (BDS-3) được ph&oacute;ng l&ecirc;n v&agrave;o năm 2015, v&agrave; ho&agrave;n thiện tổng số 35 vệ tinh bay xung quanh quỹ đạo tr&aacute;i đất v&agrave;o năm 2020, ch&iacute;nh thức cung cấp dịnh vị định vị, dẫn đường to&agrave;n cầu, l&agrave; đối trọng của c&aacute;c hệ vệ tinh kh&aacute;c trong hệ thống GNSS: GPS, Galileo, Glonass.&nbsp;Theo thời b&aacute;o China Daily, t&iacute;nh đến năm 2015, c&oacute; &iacute;t nhất 35 tỷ đ&ocirc; đ&atilde; được đầu tư v&agrave;o hệ thống định vị vệ tinh Bắc Đẩu (Beidou).<br />
<br />
</span></span>
<h3>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>1. Nguy&ecirc;n tắc hoạt động của hệ vệ tinh Beidou</strong></span></span></h3>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hệ thống BeiDou &aacute;p dụng 4 nguy&ecirc;n tắc cơ bản l&agrave; cởi mở, độc lập, tương th&iacute;ch v&agrave; tăng dần.</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Nguy&ecirc;n tắc cởi mở: Hệ thống BeiDou sẽ cung cấp dịch vụ mở chất lượng cao miễn ph&iacute; cho người d&ugrave;ng tr&ecirc;n to&agrave;n thế giới v&agrave; giao tiếp với c&aacute;c quốc gia kh&aacute;c để tạo điều kiện ph&aacute;t triển c&ocirc;ng nghệ v&agrave; c&ocirc;ng nghiệp GNSS.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Nguy&ecirc;n tắc độc lập: C&oacute; nghĩa l&agrave; Trung Quốc sẽ ph&aacute;t triển v&agrave; vận h&agrave;nh hệ thống BeiDou một c&aacute;ch độc lập, cung cấp dịch vụ một c&aacute;ch độc lập cho người d&ugrave;ng tr&ecirc;n to&agrave;n thế giới v&agrave; đặc biệt cung cấp c&aacute;c dịch vụ chất lượng cao ở khu vực Ch&acirc;u &Aacute; - Th&aacute;i B&igrave;nh Dương.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Nguy&ecirc;n tắc tương th&iacute;ch: Hệ thống BeiDou sẽ theo đuổi c&aacute;c giải ph&aacute;p để hiện thực khả năng tương th&iacute;ch, tương t&aacute;c với c&aacute;c hệ thống định vị vệ tinh kh&aacute;c để người d&ugrave;ng c&oacute; thể nhận được dịch vụ tốt hơn.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Nguy&ecirc;n tắc tăng dần: Dựa tr&ecirc;n nguy&ecirc;n tắc tăng dần, hệ thống BeiDou sẽ đi theo m&ocirc; h&igrave;nh từng bước ph&ugrave; hợp với sự ph&aacute;t triển kinh tế v&agrave; kỹ thuật ở Trung Quốc, cung cấp c&aacute;c dịch vụ li&ecirc;n tục l&acirc;u d&agrave;i cho người d&ugrave;ng, cải thiện hiệu suất hệ thống v&agrave; đảm bảo qu&aacute; tr&igrave;nh chuyển đổi liền mạch v&agrave; su&ocirc;n sẻ giữa hệ thống c&aacute;c giai đoạn x&acirc;y dựng.</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/he-thong-ve-tinh-beidou-min.jpg" style="width: 800px; height: 453px;" /><br />
<br />
</span></span>
<h3>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>2. C&aacute;c th&agrave;nh phần của hệ thống định vị to&agrave;n cầu Beidou</strong></span></span></h3>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Giống như c&aacute;c&nbsp;hệ thống định vị to&agrave;n cầu GNSS&nbsp;kh&aacute;c, hệ thống định vị vệ tinh Beidou cũng c&oacute; 3 th&agrave;nh phần ch&iacute;nh:</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Th&agrave;nh phần kh&ocirc;ng gian&nbsp;gồm 35 vệ tinh, trong đ&oacute; c&oacute; 5 vệ tinh địa tĩnh v&agrave; 30 vệ tinh động</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Th&agrave;nh phần mặt&nbsp;đất gồm c&aacute;c trạm điều h&agrave;nh tr&ecirc;n mặt đất được đặt tại Trung Quốc v&agrave; c&aacute;c trạm gi&aacute;m s&aacute;t được đặt rải r&aacute;c to&agrave;n cầu.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Th&agrave;nh phần người d&ugrave;ng&nbsp;gồm tất cả c&aacute;c c&aacute; nh&acirc;n, tập thể, doanh nghiệp được trang bị bộ thu t&iacute;n hiệu vệ tinh. V&iacute; dụ&nbsp;như điện thoại th&ocirc;ng minh hoặc thiết bị chuy&ecirc;n dụng đo vẽ bản đồ như&nbsp;m&aacute;y GPS RTK.</span></span></li>
</ul>
<div style="box-sizing: border-box;">
	&nbsp;</div>
<h2>
	<strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">V. Hệ thống&nbsp;định vị&nbsp;</span></span><strong style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">to&agrave;n cầu&nbsp;</strong></strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>IRNSS&nbsp;</strong></span></span><br />
	&nbsp;</h2>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">IRNSS viết tắt của&nbsp;Indian Regional Navigation Satellite System,&nbsp;l&agrave; hệ thống định vị khu vực của Ấn Độ, được ph&aacute;t triển bởi Tổ Chức Nghi&ecirc;n Cứu Kh&ocirc;ng Gian Ấn Độ. Hệ thống n&aacute;y c&oacute; t&aacute;c dụng định vị, chỉ đường v&agrave; một số ứng dụng chỉ giới hạn tại Ấn Độ v&agrave; c&aacute;c khu vực l&acirc;n cận nằm trong b&aacute;n k&iacute;nh 1500km t&iacute;nh từ bi&ecirc;n giới Ấn Độ.</span></span>
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hệ thống dự kiến sẽ cung cấp khả năng quan s&aacute;t vị tr&iacute;, vận tốc v&agrave; thời gian theo thời gian thực ch&iacute;nh x&aacute;c cho người d&ugrave;ng tr&ecirc;n nhiều nền tảng kh&aacute;c nhau với khả năng cung cấp dịch vụ 24 giờ x 7 ng&agrave;y trong mọi điều kiện thời tiết.</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hệ thống n&agrave;y kh&ocirc;ng phải l&agrave; hệ thống định vị phủ s&oacute;ng tr&ecirc;n to&agrave;n cầu như hệ thống GPS của Mỹ, Beidou của Trung Quốc, Glonass của Nga hay Galileo của li&ecirc;n minh Ch&acirc;u &Acirc;u.</span></span></li>
</ul>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/fig-11.jpg" style="width: 800px; height: 452px;" /><br />
<br />
<strong>Hiệu suất của IRNSS</strong><br />
<br />
Hệ thống IRNSS hiện cung cấp hai loại dịch vụ:&nbsp;</span></span><br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">SPS -&nbsp; Standard Position System: Dịch vụ Định vị Ti&ecirc;u chuẩn</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">RS - (Dịch vụ bị hạn chế / được ủy quyền)</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Cả hai dịch vụ n&agrave;y sẽ được cung cấp ở hai tần số, một ở băng tần L5 v&agrave; một ở băng tần S (S-band). Hệ thống n&agrave;y cung cấp độ ch&iacute;nh x&aacute;c vị tr&iacute; tuyệt đối cao hơn 10 m&eacute;t trong phạm vi bi&ecirc;n giới Ấn Độ v&agrave; tốt hơn 20 m&eacute;t (66 ft) ở Ấn Độ Dương cũng như một khu vực k&eacute;o d&agrave;i khoảng 1.500 km (930 mi) xung quanh Ấn Độ.&nbsp;Tuy nhi&ecirc;n, so s&aacute;nh với c&aacute;c hệ thống định vị vệ tinh to&agrave;n cầu kh&aacute;c, t&iacute;n hiệu của IRNSS được cho l&agrave; ổn định hơn do c&oacute; tần số k&eacute;p S v&agrave; L.</span></span><br />
<br />
<h2>
	<span style="font-family:tahoma,geneva,sans-serif;"><span style="font-size:14px;"><strong>VI. Hệ thống định vị to&agrave;n cầu QZSS</strong></span></span></h2>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">QZSS viết tắt của&nbsp;Quasi-Zenith Satellite System&nbsp;-&nbsp;l&agrave; một hệ thống định vị vệ tinh được ph&aacute;t triển bởi Nhật Bản. Mục ti&ecirc;u của QZSS l&agrave; cung cấp c&aacute;c dịch vụ định vị ch&iacute;nh x&aacute;c v&agrave; ổn định cao trong khu vực Ch&acirc;u &Aacute; - Ch&acirc;u Đại Dương, tương th&iacute;ch với GPS v&agrave; c&aacute;c&nbsp;<a href="https://tracdiathanhdat.vn/may-dinh-vi-ve-tinh-gps-2-tan-so-rtk">hệ vệ tinh GNSS to&agrave;n cầu</a>&nbsp;kh&aacute;c. Dịch vụ của QZSS được cung cấp v&agrave;o năm 2018.<br />
<br />
</span></span>
<h3>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>1. Sự h&igrave;nh th&agrave;nh v&agrave; ph&aacute;t triển của QZSS</strong></span></span></h3>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">QZSS được ch&iacute;nh phủ Nhật Bản cho ph&eacute;p v&agrave;o năm 2002. L&uacute;c đầu, hệ thống được ph&aacute;t triển bởi nh&oacute;m Advanced Space Business Corporation (ASBC), bao gồm Mitsubishi Electric Corp., Hitachi Ltd., v&agrave; GNSS Technologies Inc.&nbsp;<br />
Năm 2007, khi ASBC sụp đổ, c&ocirc;ng tr&igrave;nh được tiếp quản bởi JAXA c&ugrave;ng với Trung t&acirc;m Nghi&ecirc;n cứu v&agrave; Ứng dụng Định vị Vệ tinh (SPAC), được th&agrave;nh lập v&agrave;o th&aacute;ng 2 năm 2007 v&agrave; được sự chấp thuận của c&aacute;c Bộ trưởng li&ecirc;n quan đến nghi&ecirc;n cứu v&agrave; ph&aacute;t triển QZSS.<br />
Năm 2010, hoạt động đầu ti&ecirc;n được diễn ra với việc ph&oacute;ng c&aacute;c vệ tinh của hệ thống QZSS l&ecirc;n quỹ đạo. Tất cả chức năng của vệ tinh c&ugrave;ng trạm điều khiển mặt đất đ&atilde; đi v&agrave;o hoạt động v&agrave; mang lại hiệu quả.&nbsp;C&aacute;c thử nghiệm đ&atilde; chỉ ra rằng, một thiết bị thu t&iacute;n hiệu vệ tinh của QZSS lẫn GPS c&oacute; độ ch&iacute;nh x&aacute;c cao hơn 10% so với một thiết bị kh&aacute;c chỉ thu t&iacute;n hiệu GPS.<br />
<br />
Năm 2011, Ch&iacute;nh phủ Nhật Bản đ&atilde; quyết định đẩy nhanh việc triển khai QZSS để hệ thống c&oacute; 7 vệ tinh trong tương lai.&nbsp;<br />
<br />
<img alt="" src="/admin/webroot/upload/image/images/348834197_227781756630652_8609257992783074386_n.jpg" style="width: 800px; height: 450px;" /><br />
<br />
</span></span>
<h3>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>2.&nbsp;</strong></span></span><strong style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">Đặc điểm nổi bật của hệ thống vệ tinh QZSS</strong></h3>
<ul>
	<li>
		<span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">Hệ thống QZSS bao gồm 4 vệ tinh, phủ rộng tr&ecirc;n khu vực Ch&acirc;u &Aacute; &ndash; Th&aacute;i B&igrave;nh Dương.</span></li>
	<li>
		<span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">QZSS c&oacute; thể ph&aacute;t t&iacute;n hiệu bổ trợ, gi&uacute;p n&acirc;ng cao độ ch&iacute;nh x&aacute;c cho kết quả định vị.</span></li>
	<li>
		<span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">V&agrave;o bất cứ thời điểm n&agrave;o cũng sẽ c&oacute; &iacute;t nhất một vệ tinh thuộc hệ thống vệ tinh QZSS bay tr&ecirc;n bầu trời Nhật Bản.</span></li>
	<li>
		<span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">Hệ thống vệ tinh QZSS c&oacute; thể t&iacute;ch hợp với c&aacute;c hệ thống GNSS kh&aacute;c, gi&uacute;p cải thiện độ ch&iacute;nh x&aacute;c v&agrave; tin cậy của định vị.</span></li>
</ul>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>VII. Hệ thống&nbsp;định vị to&agrave;n cầu do Anh triển khai </strong><em>( cập nhật sau)</em></span></span><br />
<br />
<img alt="" src="/admin/webroot/upload/image/images/correctionservices-infrastructure-web-teaser.png" style="width: 800px; height: 381px;" /><br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> &nbsp;</span></span><br />
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			'id' => '658',
			'name' => 'Qui định kỹ thuật  thu nhận và xử lý ảnh số từ máy bay không người lái (UAV)',
			'code' => null,
			'alias' => 'qui-dinh-ky-thuat-thu-nhan-va-xu-ly-anh-so-tu-may-bay-khong-nguoi-lai-uav',
			'cat_id' => '40',
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			'shortdes' => '<span style="font-size:14px;">Việc sử dụng m&aacute;y&nbsp;bay kh&ocirc;ng người l&aacute;i để th&agrave;nh lập bản đồ phải tu&acirc;n theo th&ocirc;ng tư số 07/2021/TT-BTNMT được k&yacute; ng&agrave;y 30/6/2021.</span>',
			'content' => '<h2>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>I. Qui định về m&aacute;y bay kh&ocirc;ng người l&aacute;i&nbsp; (UAV) v&agrave; hệ thống thiết bị&nbsp;</strong></span></span></h2>
<br />
<h3>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">1. Quy định về UAV</span></span></h3>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">- Việc sử dụng UAV phải tu&acirc;n thủ c&aacute;c quy định tại Nghị định số 36/2008/ND-CP ng&agrave;y 28/3/2008 v&agrave; Nghị định số 79/2011/ND-CP ng&agrave;y 5/9/2011 về sửa đổi bổ sung nghị định 36. Ngo&agrave;i ra c&ograve;n tu&acirc;n thủ theo nghị định số 58/2010/ND-CP ng&agrave;y 1/6/2010 quy định chi tiết v&agrave; hướng dẫn thi h&agrave;nh một số điều của luật D&acirc;n qu&acirc;n tự vệ.<br />
- Thiết bị UAV phải thỏa m&atilde;n c&aacute;c ti&ecirc;u chuẩn được quy định tại Th&ocirc;ng tư số 35/2017/TT-BQP ng&agrave;y 12 th&aacute;ng 2 năm 2017 của Bộ trưởng Bộ quốc ph&ograve;ng.</span></span>
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">C&oacute; khả năng bay ở chế độ tự động v&agrave; b&aacute;n tự động</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">C&oacute; trọng lượng cất c&aacute;nh kh&ocirc;ng vượt qu&aacute; 25,0 kg</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">C&oacute; khả năng chịu gi&oacute; tối thiểu 8m/s</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">- Thiết bị v&ocirc; tuyến điện đi k&egrave;m UAV phải được đăng k&yacute; tần số theo quy định tại th&ocirc;ng tư số 05/2015/TT-BTTTT ng&agrave;y 23 th&aacute;ng 3 năm 2015 của Bộ Th&ocirc;ng tin v&agrave; truyền th&ocirc;ng.<br />
<br />
</span></span>
<h3>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">2. Quy định về m&aacute;y ảnh số v&agrave; thiết bị GNSS gắn tr&ecirc;n UAV</span></span></h3>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">- M&aacute;y ảnh số gắn tr&ecirc;n UAV phải c&oacute; ti&ecirc;u cự cố định trong qu&aacute; tr&igrave;nh bay chụp, c&oacute; chế độ tự chụp li&ecirc;n tục, chụp được ảnh m&agrave;u tự nhi&ecirc;n RGB với độ ph&acirc;n giải h&igrave;nh ảnh kh&ocirc;ng nhỏ hơn 20 Megapixel.<br />
- Thiết bị điều khiển mặt đất c&oacute; m&agrave;n h&igrave;nh hiển thị v&agrave; phải c&agrave;i đặt được c&aacute;c chức năng cơ bản. Phần mềm xử l&yacute; phải c&oacute; khả năng xử l&yacute; dữ liệu đầu v&agrave;o bao gồm dừ liệu thu nhận từ UAV v&agrave; dữ liệu trạm cố định, tạo lập c&aacute;c sản phẩm gồm đ&aacute;m m&acirc;y điểm, DSM, DEM, b&igrave;nh đồ ảnh&hellip;<br />
<br />
</span></span>
<h2>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>II. Qui&nbsp;định kỹ thuật về sản phẩm</strong></span></span></h2>
<br />
<h3>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">1. Quy định về ảnh gốc v&agrave; độ cao bay chụp</span></span></h3>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">- Ảnh gốc phải c&oacute; độ tương phản đồng đều, độ s&aacute;ng, độ n&eacute;t, m&agrave;u sắc đảm bảo cho qu&aacute; tr&igrave;nh xử l&yacute;, độ nh&ograve;e kh&ocirc;ng vượt qu&aacute; 0,25 GSD.</span></span><br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">- Độ phủ ngang của ảnh gốc phải đảm bảo từ 60% đến 80%, độ phủ dọc kh&ocirc;ng nhỏ hơn 70%.</span></span><br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">- Độ ph&acirc;n giải mặt đất tu&acirc;n theo bảng sau:</span></span><br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/Bảng 1.png" style="width: 822px; height: 246px;" /><br />
<br />
</span></span>
<h3>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">2. Độ cao bay của UAV </span></span></h3>
Đ<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">ược t&iacute;nh theo c&ocirc;ng thức <strong>H=f*GSD/S</strong><br />
Trong đ&oacute;: f l&agrave; chiều d&agrave;i ti&ecirc;u cự ống k&iacute;nh m&aacute;y, S l&agrave; k&iacute;ch thước Pixel, GSD l&agrave; độ ph&acirc;n giải mặt đất.<br />
<br />
</span></span>
<h3>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">3. Quy định về sản phẩm v&agrave; độ ch&iacute;nh x&aacute;c dữ liệu</span></span></h3>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">- Sản phẩm sau khi xử l&yacute; dữ liệu gồm đ&aacute;m m&acirc;y điểm, DSM, DEM, v&agrave; b&igrave;nh đồ ảnh<br />
- Dữ liệu đ&aacute;m m&acirc;y điểm được lưu trữ ở định dạng LAS, dữ liệu DSM, DEM được lưu trữ ở dạng raster( GEOTIFF-32bit) v&agrave; định dạng ASC II, c&oacute; k&iacute;ch thước dạng lưới &ocirc; vu&ocirc;ng với k&iacute;ch thước quy định tại bảng sau:<br />
<img alt="" src="/admin/webroot/upload/image/images/Bảng 2.png" style="width: 822px; height: 196px;" /><br />
<br />
- Phạm vi dữ liệu phải được cắt chờm bi&ecirc;n 1cm theo tỷ lệ bản đồ, kh&ocirc;ng được c&oacute; điểm trống trong khu vực bay.<br />
- Sai số trung phương độ cao của m&ocirc; h&igrave;nh DEM kh&ocirc;ng vượt qu&aacute; giới hạn tại bảng sau:<br />
<img alt="" src="/admin/webroot/upload/image/images/Bnảg 3.png" style="width: 816px; height: 164px;" /><br />
<br />
- Sản phẩm b&igrave;nh đồ ảnh c&oacute; định dạng GeoTiff- 24 bit, c&oacute; m&agrave;u sắc tự nhi&ecirc;n, h&agrave;i h&ograve;a, kh&ocirc;ng qu&aacute; s&aacute;ng tối, kh&ocirc;ng bị l&oacute;a, kh&ocirc;ng c&oacute; m&acirc;y che. Độ ph&acirc;n giải b&igrave;nh đồ ảnh được quy định theo bảng dưới:<br />
<img alt="" src="/admin/webroot/upload/image/images/Bảng 4.png" style="width: 821px; height: 190px;" /><br />
<br />
- Sai số b&igrave;nh đồ ảnh kh&ocirc;ng vượt qu&aacute; 0,4mm so với điểm khống chế đo vẽ gần nhất theo tỷ lệ bản đồ cần th&agrave;nh lập.<br />
<br />
</span></span>
<h2>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>III. Qui&nbsp;định về thu nhận v&agrave; xử l&yacute; dữ liệu</strong></span></span></h2>
<p style="box-sizing: border-box; font-family: &quot;Helvetica Neue&quot;, Helvetica, Arial, sans-serif; font-weight: 500; line-height: 1.5; color: rgb(51, 51, 51); margin-top: 20px; margin-bottom: 10px; font-size: 16px; text-align: justify;">
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Quy tr&igrave;nh về thu nhận v&agrave; xử l&yacute; dữ liệu gồm c&aacute;c bước sau:</span></span></p>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/Bảng 5.png" style="width: 794px; height: 570px;" /></span></span><br />
<br />
&nbsp;
<h2 id="2-dia-chi-mua-thiet-bi-may-bay-khong-nguoi-lai-uav-uy-tin" style="margin: 0px; padding: 0px; font-family: arial; line-height: 19px; color: rgb(51, 51, 51); text-rendering: optimizelegibility; font-size: 31.5px; text-align: justify;">
	<span style="margin: 0px; padding: 0px; font-size: 14px;"><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;">IV. Địa chỉ mua thiết bị m&aacute;y bay kh&ocirc;ng người l&aacute;i (UAV) uy t&iacute;n</span></span></h2>
<br style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); font-family: arial; font-size: 13px; text-align: justify;" />
<span style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); font-family: arial; text-align: justify; font-size: 14px;"><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;">C&Ocirc;NG TY CP C&Ocirc;NG NGHỆ V&Agrave; TM TH&Agrave;NH ĐẠT chuy&ecirc;n nhập khẩu v&agrave; cung cấp c&aacute;c loại m&aacute;y bay kh&ocirc;ng người l&aacute;i (UAV) phục vụ c&ocirc;ng t&aacute;c khảo s&aacute;t, đo vẽ bản đồ uy t&iacute;n l&acirc;u năm tr&ecirc;n to&agrave;n quốc. C&aacute;c loại UAV m&agrave; ch&uacute;ng t&ocirc;i ph&acirc;n phối bao gồm:</span></span><br style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); font-family: arial; font-size: 13px; text-align: justify;" />
<br style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); font-family: arial; font-size: 13px; text-align: justify;" />
<ul style="margin: 0px; padding: 0px 0px 0px 15px; color: rgb(51, 51, 51); font-family: arial; font-size: 13px; text-align: justify;">
	<li style="margin: 0px; padding: 0px; line-height: 20px;">
		<span style="margin: 0px; padding: 0px; font-size: 14px;"><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;">Phantom 4 RTK,</span></span></li>
	<li style="margin: 0px; padding: 0px; line-height: 20px;">
		<span style="margin: 0px; padding: 0px; font-size: 14px;"><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;">Matrice 300 RTK</span></span></li>
	<li style="margin: 0px; padding: 0px; line-height: 20px;">
		<span style="margin: 0px; padding: 0px; font-size: 14px;"><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;">Mavic 2 Enterprise</span></span></li>
	<li style="margin: 0px; padding: 0px; line-height: 20px;">
		<span style="margin: 0px; padding: 0px; font-size: 14px;"><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;">Mavic 3</span></span></li>
	<li style="margin: 0px; padding: 0px; line-height: 20px;">
		<span style="margin: 0px; padding: 0px; font-size: 14px;"><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;">Matrice 600 Pro</span></span></li>
	<li style="margin: 0px; padding: 0px; line-height: 20px;">
		<span style="margin: 0px; padding: 0px; font-size: 14px;"><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;">Lidar L1, Pin cho Phantom 4, Pin M300 TB60</span></span></li>
	<li style="margin: 0px; padding: 0px; line-height: 20px;">
		<span style="margin: 0px; padding: 0px; font-size: 14px;"><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;">D-RTK2</span></span></li>
</ul>
<br style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); font-family: arial; font-size: 13px; text-align: justify;" />
<span style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); font-family: arial; text-align: justify; font-size: 14px;"><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;"><u style="margin: 0px; padding: 0px;"><strong style="margin: 0px; padding: 0px;">Li&ecirc;n hệ:&nbsp;</strong></u><br style="margin: 0px; padding: 0px;" />
<br style="margin: 0px; padding: 0px;" />
Số 50 L&aacute;ng Hạ, Đống Đa, H&agrave; Nội<br style="margin: 0px; padding: 0px;" />
Số 5/161 Nguyễn Tu&acirc;n. Thanh Xu&acirc;n, H&agrave; Nội<br style="margin: 0px; padding: 0px;" />
Tel: 024.37764930<br style="margin: 0px; padding: 0px;" />
Hotline: 0913051734 (call/imesage/zalo)<br style="margin: 0px; padding: 0px;" />
Website:&nbsp;<a href="http://www.tracdiathanhdat.vn/?fbclid=IwAR3altI5BIG46Mm2_6oxBl-TQxXGfXGEm4M1GUGsoDeNELr3WrYUlO7g2jk" style="margin: 0px; padding: 0px; color: rgb(74, 75, 75); text-decoration-line: none; transition: color 0.2s linear 0s; font-size: 13px;" target="_blank">www.tracdiathanhdat.vn</a><br style="margin: 0px; padding: 0px;" />
Email: tracdiathanhdat@gmail.com</span></span><br style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); font-family: arial; font-size: 13px; text-align: justify;" />
<span style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); font-family: arial; font-size: 13px; text-align: justify;">&nbsp;</span><br style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); font-family: arial; font-size: 13px; text-align: justify;" />
<span style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); font-family: arial; text-align: justify; font-size: 14px;"><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;"><strong style="margin: 0px; padding: 0px;">@ Lu&ocirc;n&nbsp;đồng h&agrave;nh c&ugrave;ng bạn!</strong></span></span>',
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			'name' => 'Vì sao bạn nên sở hữu một chiếc máy đo khoảng cách laser? ',
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			'shortdes' => '<span style="font-family:tahoma,geneva,sans-serif;"><span style="font-size:14px;"><span style="color: rgb(5, 5, 5); white-space: pre-wrap;">M&aacute;y đo khoảng c&aacute;ch laser mang tới nhiều tiện &iacute;ch thi&ecirc;́t thực, phục vụ cho nhiều c&ocirc;ng t&aacute;c đo đạc kh&aacute;c nhau. M&aacute;y hoạt động mạnh mẽ với nhiều t&iacute;nh năng chuy&ecirc;n s&acirc;u sẽ gi&uacute;p c&ocirc;ng việc đo đạc trở l&ecirc;n đơn giản, tiện lợi v&agrave; nhanh ch&oacute;ng hơn.</span></span></span>',
			'content' => '<h2>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">1. M&aacute;y đo khoảng c&aacute;ch laser (hay c&ograve;n gọi l&agrave; thước laser) l&agrave; g&igrave;?</span></span></h2>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">M&aacute;y đo khoảng c&aacute;ch laser l&agrave;&nbsp;thiết bị được sử dụng để x&aacute;c định ch&iacute;nh x&aacute;c khoảng c&aacute;ch giữa hai điểm một c&aacute;ch ch&iacute;nh x&aacute;c bằng tia laser. Khi sử dụng thiết bị n&agrave;y, người đo kh&ocirc;ng cần phải tiếp x&uacute;c trực tiếp đến c&aacute;c điểm, hoặc sử dụng đến c&aacute;c phương tiện truyền th&ocirc;ng như thước d&acirc;y, thước th&eacute;p.<br />
<br />
<img alt="" src="/admin/webroot/upload/image/images/201203071451_0(2).jpg" style="width: 680px; height: 346px;" /></span></span>
<h2>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>2. Khoảng c&aacute;ch đo v&agrave; độ ch&iacute;nh x&aacute;c của thước laser</strong></span></span></h2>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Thước laser c&oacute; thể đo được khoảng c&aacute;ch xa l&ecirc;n tới 400- 500m với độ ch&iacute;nh x&aacute;c +-2mm. Tuy nhi&ecirc;n, tại Việt Nam, c&aacute;c kỹ sư thường sử dụng c&aacute;c loại thước laser đo ở khoảng c&aacute;ch 40 - 100m để đo đạc trong một kh&ocirc;ng gian vừa đủ. Ở những khu vực đo rộng lớn hơn, để phục vụ cho c&ocirc;ng t&aacute;c đo đạc, khảo s&aacute;t người ta sẽ sử dụng c&aacute;c loại m&aacute;y như: kinh vĩ, m&aacute;y to&agrave;n đạc, m&aacute;y GPS 2 tần, ...<br />
<img alt="" src="/admin/webroot/upload/image/images/May_do_laser_Leica__DISTO_D110(2).jpg" style="width: 680px; height: 398px;" /></span></span><br />
<h2>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>3. L&yacute; do bạn n&ecirc;n sở hữu một chiếc thước laser</strong></span></span></h2>
<br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Nhỏ gọn, nhẹ nh&agrave;ng:</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Với k&iacute;ch thước nhỏ hơn một chiếc điện thoại di động, thước laser c&oacute; thể dễ d&agrave;ng được mang theo tr&ecirc;n mọi địa h&igrave;nh.<br />
</span></span>
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tiện dụng:</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Khoảng c&aacute;ch giữa c&aacute;c vật được x&aacute;c định nhanh ch&oacute;ng chỉ trong v&agrave;i thao t&aacute;c. Trong khi nếu sử dụng m&aacute;y to&agrave;n đạc, m&aacute;y GPS 2 tần số, người d&ugrave;ng phải mất thời gian thiết lập.<br />
</span></span>
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Nhiều ứng dụng:</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Thước laser c&oacute; thể chia khoảng, t&iacute;nh diện t&iacute;ch, thể t&iacute;ch, đo gi&aacute;n tiếp,... Nhiều thước laser c&ograve;n được hỗ trợ bởi ứng dụng Android.<br />
</span></span>
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Gi&aacute; th&agrave;nh rẻ:</span></span></li>
</ul>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Bạn c&oacute; thể sở hữu một chiếc thước laser với chỉ với một ng&acirc;n s&aacute;ch hợp l&yacute; từ v&agrave;i trăm đến khoảng hơn 1 triệu đồng (tuỳ từng model v&agrave; h&atilde;ng sản xuất).<br />
<br />
<img alt="" src="/admin/webroot/upload/image/images/Banner 14_9(2).png" style="width: 680px; height: 544px;" /><br />
&nbsp; </span></span><br />
<h2>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">4.&nbsp;<span style="color: rgb(51, 51, 51); text-align: justify;">Địa chỉ mua m</span>&aacute;y đo khoảng c&aacute;ch laser&nbsp;<span style="color: rgb(51, 51, 51); text-align: justify;">uy t&iacute;n</span></span></span></h2>
<br style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); font-family: arial; font-size: 13px; text-align: justify;" />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); text-align: justify;"><span style="margin: 0px; padding: 0px;">C&Ocirc;NG TY CP C&Ocirc;NG NGHỆ V&Agrave; TM TH&Agrave;NH ĐẠT chuy&ecirc;n nhập khẩu v&agrave; ph&acirc;n phối c&aacute;c loại m&aacute;y đo khoảng c&aacute;ch laser của c&aacute;c h&atilde;ng Bosch, Leica, Sincon, Laisai, Total Meter, SNDWAY,..&nbsp;phục vụ c&ocirc;ng t&aacute;c&nbsp;thi c&ocirc;ng nội, ngoại thất.</span></span><br />
<br />
<span style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); text-align: justify;"><span style="margin: 0px; padding: 0px;">Với hơn 20 năm kinh nghiệm c&ugrave;ng</span></span><span style="color: rgb(51, 51, 51); text-align: justify;">&nbsp;</span><span style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); text-align: justify;"><span style="margin: 0px; padding: 0px;">đội ngũ nh&acirc;n vi&ecirc;n, kỹ thuật vi&ecirc;n năng động, c&oacute; tr&igrave;nh độ cao&nbsp;</span></span><span style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); text-align: justify;">ch&uacute;ng t&ocirc;i&nbsp;tự h&agrave;o v&agrave; tin tưởng Qu&yacute; kh&aacute;ch h&agrave;ng sẽ h&agrave;i l&ograve;ng khi sử dụng c&aacute;c sản phẩm v&agrave; dịch vụ do ch&uacute;ng t&ocirc;i cung cấp.</span></span></span><br style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); font-family: arial; font-size: 13px; text-align: justify;" />
<div style="margin: 0px; padding: 0px; line-height: 20px;">
	&nbsp;</div>
<br style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); font-family: arial; font-size: 13px; text-align: justify;" />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); text-align: justify;"><span style="margin: 0px; padding: 0px;"><u style="margin: 0px; padding: 0px;"><strong style="margin: 0px; padding: 0px;">Li&ecirc;n hệ:&nbsp;</strong></u><br style="margin: 0px; padding: 0px;" />
<br style="margin: 0px; padding: 0px;" />
Số 50 L&aacute;ng Hạ, Đống Đa, H&agrave; Nội<br style="margin: 0px; padding: 0px;" />
Số 5/161 Nguyễn Tu&acirc;n. Thanh Xu&acirc;n, H&agrave; Nội<br style="margin: 0px; padding: 0px;" />
Tel: 024.37764930<br style="margin: 0px; padding: 0px;" />
Hotline: 0913051734 (call/imesage/zalo)<br style="margin: 0px; padding: 0px;" />
Website:&nbsp;<a href="http://www.tracdiathanhdat.vn/?fbclid=IwAR3altI5BIG46Mm2_6oxBl-TQxXGfXGEm4M1GUGsoDeNELr3WrYUlO7g2jk" style="margin: 0px; padding: 0px; color: rgb(74, 75, 75); text-decoration-line: none; transition: color 0.2s linear 0s; font-size: 13px;" target="_blank">www.tracdiathanhdat.vn</a><br style="margin: 0px; padding: 0px;" />
Email: tracdiathanhdat@gmail.com</span></span><br style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); font-family: arial; font-size: 13px; text-align: justify;" />
<span style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); text-align: justify;">&nbsp;</span><br style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); font-family: arial; font-size: 13px; text-align: justify;" />
<span style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); text-align: justify;"><span style="margin: 0px; padding: 0px;"><strong style="margin: 0px; padding: 0px;">@ Lu&ocirc;n&nbsp;đồng h&agrave;nh c&ugrave;ng bạn!</strong></span></span></span></span><br />
<br />
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			'content' => '<span style="font-size: 14px; font-family: tahoma, geneva, sans-serif;"><span style="color: rgb(85, 85, 85); text-align: justify; line-height: 16.8667px;"><em>Hiện nay</em> c</span><span style="color: rgb(85, 85, 85); text-align: justify; font-style: italic; line-height: 16.8667px;">&ocirc;ng nghệ chụp ảnh từ c&aacute;c thiết bị bay kh&ocirc;ng người l&aacute;i (Unmanned Aerial Vehicles -&nbsp;UAV) l&agrave; c&ocirc;ng nghệ được nghi&ecirc;n cứu v&agrave; sử dụng ở nhiều nước tr&ecirc;n thế giới như:&nbsp;Nga, Mỹ, Thụy sĩ,&hellip;&nbsp;Việc ứng dụng c&ocirc;ng nghệ bay chụp ảnh từ c&aacute;c thiết bị bay kh&ocirc;ng người l&aacute;i trong c&ocirc;ng t&aacute;c khảo s&aacute;t địa h&igrave;nh đang rất được quan t&acirc;m v&agrave; &aacute;p dụng. C&ocirc;ng nghệ n&agrave;y c&oacute; rất nhiều ưu điểm so với c&aacute;c phương ph&aacute;p khảo s&aacute;t truyền thống như:gi&aacute; th&agrave;nh thấp, nhanh ch&oacute;ng, tiện dụng, độ ch&iacute;nh x&aacute;c cao (do độ ph&acirc;n giải của m&aacute;y chụp ảnh cao v&agrave; UAV bay ở độ cao thấp), đo được c&aacute;c khu vực c&oacute; địa h&igrave;nh phức tạp hiểm trở, kh&oacute; khắn, r&uacute;t ngắn thời gian cho c&ocirc;ng t&aacute;c khảo s&aacute;t th&agrave;nh lập bản đồ địa h&igrave;nh so với c&aacute;c thiết bị kh&aacute;c&hellip;</span><br />
<br />
<strong>A. L</strong></span><strong><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">ợi &iacute;ch c</span><span style="font-family:tahoma,geneva,sans-serif;"><span style="font-size:14px;">ủa</span></span>&nbsp;<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">ứng dụng UAV trong khảo s&aacute;t địa h&igrave;nh n&oacute;i ri&ecirc;ng v&agrave; trong việc th&agrave;nh lập bản đồ</span></span></strong><br />
<br />
<ul>
	<li>
		<span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">Tiết kiệm chi ph&iacute;. Theo phương ph&aacute;p khảo s&aacute;t địa h&igrave;nh truyền thống, nếu khu vực qu&aacute; rộng lớn hoặc c&oacute; thể chia cắt nhiều th&igrave; việc khảo s&aacute;t đo đạc rất kh&oacute; khăn. Ng&acirc;n s&aacute;ch cho việc đo đạc khảo s&aacute;t gia tăng rất nhiều. Với Drone RTK, c&aacute;c trường hợp kh&oacute; khăn đ&oacute; sẽ được giải quyết v&agrave; chi ph&iacute; sẽ rẻ hơn nhiều.</span></li>
	<li>
		<span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">Tiến độ khảo s&aacute;t nhanh tr&ecirc;n phạm vi lớn. Với c&ocirc;ng nghệ Drone RTK hiện nay, việc khảo s&aacute;t địa h&igrave;nh tr&ecirc;n một phạm vị lớn. Chỉ cần 1-2 ng&agrave;y l&agrave;m ho&agrave;n th&agrave;nh c&ocirc;ng việc ở hiện trường. Trong khi đo đạc địa h&igrave;nh 1/1000 ở khu vực rộng lớn th&igrave; nhiều khi l&ecirc;n đến hơn 30 ng&agrave;y. V&iacute; dụ khu vực khảo s&aacute;t 300ha, đo đạc địa h&igrave;nh 1/1000 2 tổ đội c&oacute; thể mất 20-30 ng&agrave;y l&agrave;m việc.</span></li>
	<li>
		<span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">Lưu giữ cả h&igrave;nh ảnh để xem x&eacute;t đối chiếu khi cần thiết. H&igrave;nh ảnh trực quan tại thời điểm bay chụp, n&oacute; l&agrave; nguồn t&agrave;i liệu lịch sử qu&yacute; gi&aacute; để kiểm tra đối chiếu khi kiểm tra dự &aacute;n.</span></li>
	<li>
		<span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">Độ ch&iacute;nh x&aacute;c tương đương với c&ocirc;ng nghệ đo đạc truyền thống nếu sử dụng Drone RTK. Tuy nhi&ecirc;n, việc n&agrave;y đ&ograve;i hỏi tư vấn khảo s&aacute;t địa h&igrave;nh phải c&oacute; nhiều kinh nghiệm.</span></li>
	<li>
		<span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">Rất tiết kiệm nếu dự &aacute;n mới chỉ ở bước khảo s&aacute;t sơ bộ. Chưa ch&iacute;nh thức triển khai, chỉ ở mức đ&aacute;nh gi&aacute; tiền khả thi.</span></li>
	<li>
		<span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">Khảo s&aacute;t ở những địa h&igrave;nh đồi n&uacute;i hiểm trở cho c&aacute;c c&ocirc;ng tr&igrave;nh dạng tuyến: đường giao th&ocirc;ng, đường d&acirc;y truyền tải điện&hellip;.</span></li>
</ul>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Hiện nay, th</span>iết bị được sử dụng phổ&nbsp;<span style="font-family:tahoma,geneva,sans-serif;">biến nhất vẫn l&agrave; Phantom 4 RTK của h&atilde;ng DJI.&nbsp;<br />
<br />
<strong>B. Hạn chế của phương ph&aacute;p đo đạc bằng Drone RTK trong khảo s&aacute;t địa h&igrave;nh</strong><br />
<br />
Việc xin ph&eacute;p bay chụp ảnh để th&agrave;nh lập bản đồ địa h&igrave;nh hiện nay phức tạp trong c&aacute;c thủ tục xin ph&eacute;p bay chụp (thời gian xin ph&eacute;p l&ecirc;n tới 5-7 ng&agrave;y).<br />
<br />
Đối với những v&ugrave;ng địa h&igrave;nh chưa quen thuộc, rất dễ bị rơi mất m&aacute;y bay nếu t&iacute;nh to&aacute;n ước t&iacute;nh độ cao bay chụp sai lầm.<br />
<br />
Thời lượng pin của m&aacute;y bay hiện tại c&ograve;n hạn chế.&nbsp;Thời gian bay chụp của một ca m&aacute;y chỉ khoảng 20-30 ph&uacute;t. Việc thiết kế tuyến bay chụp đ&ograve;i hỏi người khảo s&aacute;t c&oacute; nhiều kinh nghiệm để tối ưu h&oacute;a việc bay chụp cho dự &aacute;n.</span></span><br />
<br />
<img alt="" src="/admin/webroot/upload/image/images/UAV banner.png" style="font-family: tahoma, geneva, sans-serif; font-size: 14px; width: 680px; height: 570px;" /><br />
<span class="emoji-sizer emoji-outer " style="display: inline-block; overflow: hidden; letter-spacing: 50px; color: transparent; text-shadow: none; width: 22px; height: 22px; font-family: &quot;Segoe UI&quot;, SegoeuiPc, &quot;San Francisco&quot;, &quot;Helvetica Neue&quot;, Helvetica, &quot;Lucida Grande&quot;, Roboto, Ubuntu, Tahoma, &quot;Microsoft Sans Serif&quot;, Arial, sans-serif; font-size: 15px; background: url(&quot;assets/emoji.1e7786c93c8a0c1773f165e2de2fd129.png?v=20180604&quot;) 6% 15% / 5100%; -webkit-user-drag: element; margin: 0px 0px -3px;">✅</span><span class="text" style="user-select: text; white-space: pre-wrap; color: rgb(0, 26, 51); font-family: &quot;Segoe UI&quot;, SegoeuiPc, &quot;San Francisco&quot;, &quot;Helvetica Neue&quot;, Helvetica, &quot;Lucida Grande&quot;, Roboto, Ubuntu, Tahoma, &quot;Microsoft Sans Serif&quot;, Arial, sans-serif; font-size: 15px;"> </span>',
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			'title_seo' => 'GNSS RTK',
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			'meta_des' => 'Máy RTK, máy định vị vệ tinh RTK, máy GPS RTK, máy định vị vệ tinh GNSS RTK, máy RTK giá rẻ, máy RTK tốt nhất',
			'created' => '2021-09-28',
			'modified' => '2026-02-01',
			'status' => '1',
			'view' => '662887',
			'slug' => 'khao-sat-dia-hinh-bang-flycam-uav-rtk',
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			'name' => 'Blogs',
			'parent_id' => null,
			'alias' => 'blogs',
			'images' => '',
			'lft' => '103',
			'rght' => '104',
			'pos' => '5',
			'status' => '1',
			'title_seo' => 'tin tức trắc địa, cập nhật xu hướng đo đạc mới, công nghệ đo đạc, thiết bị đo đạc hiện đại, mẹo kỹ thuật trắc địa, sai số đo đạc, hệ tọa độ VN-2000, GNSS, RTK, GPS trắc địa, phần mềm trắc địa, phần mềm GIS, SurPad, LandStar, Magnet Field, Leica Captivate, Trimble Access',
			'meta_key' => 'tin tức trắc địa, cập nhật xu hướng đo đạc mới, công nghệ đo đạc, thiết bị đo đạc hiện đại, mẹo kỹ thuật trắc địa, sai số đo đạc, hệ tọa độ VN-2000, GNSS, RTK, GPS trắc địa, phần mềm trắc địa, phần mềm GIS, SurPad, LandStar, Magnet Field, Leica Captivate, Trimble Access',
			'meta_des' => 'phần mềm máy đo đạc, phần mềm GIS, phần mềm trút dữ liệu',
			'created' => '2015-12-16',
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			'slug' => 'blogs',
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			'hot' => '0',
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	(int) 5 => array(
		'Post' => array(
			'id' => '652',
			'name' => 'AUTO HEIGHT - Tính năng hỗ trợ đỉnh cao của máy toàn đạc Leica thế hệ mới',
			'code' => null,
			'alias' => 'auto-height-tinh-nang-ho-tro-dinh-cao-cua-may-toan-dac-leica-the-he-moi',
			'cat_id' => '40',
			'price' => '0',
			'type' => 'new',
			'shortdes' => '<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trong c&aacute;c m&aacute;y to&agrave;n đạc điện tử hiện nay, Leica FlexLine TS07 v&agrave; Leica FlexLine TS10 được Leica t&iacute;ch hợp th&ecirc;m&nbsp;t&iacute;nh năng tự đo chiều cao m&aacute;y &ndash; AutoHeight&nbsp;nhằm gi&uacute;p c&aacute;c kỹ sư l&agrave;m việc nhanh ch&oacute;ng v&agrave; ch&iacute;nh x&aacute;c hơn.</span></span>',
			'content' => '<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trong tất cả c&aacute;c chương tr&igrave;nh đo ứng dụng, khảo s&aacute;t với&nbsp;m&aacute;y to&agrave;n đạc điện tử, chiều cao m&aacute;y l&agrave; một trong những th&ocirc;ng tin kh&ocirc;ng thể thiếu để phần mềm m&aacute;y c&oacute; thể t&iacute;nh to&aacute;n v&agrave; cho ra kết quả của c&aacute;c b&agrave;i to&aacute;n kh&aacute;c nhau.<br />
<br />
Tuy nhi&ecirc;n, việc đo cao m&aacute;y bằng thước th&eacute;p truyền thống mang lại nhiều bất tiện như:</span></span></span><br />
<ul>
	<li>
		<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Qu&ecirc;n mang thước th&eacute;p khi ra thực địa</span></span></span></li>
	<li>
		<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Sai số lớn do qu&aacute; tr&igrave;nh đo bằng tay</span></span></span></li>
	<li>
		<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Nhập cao m&aacute;y bằng tay đ&ocirc;i khi nhầm lẫn</span></span></span></li>
	<li>
		<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Mất nhiều thời gian</span></span></span></li>
</ul>
<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trải qua hơn 200 năm ph&aacute;t triển trong lĩnh vực đo đạc trắc địa,&nbsp;Leica Geosystems&nbsp;thấu hiểu những kh&oacute; khăn m&agrave; người sử dụng gặp phải. Năm 2020,&nbsp;h&atilde;ng đ&atilde; cho ra đời t&iacute;nh năng AutoHeight ( Tự đo chiều cao m&aacute;y chỉ với một n&uacute;t bấm hay chấm b&uacute;t&nbsp; đơn giản). T&iacute;nh năng n&agrave;y mang lại sự kh&aacute;c biệt so với phần c&ograve;n lại &ndash; Giải quyết triệt để c&aacute;c vấn đề li&ecirc;n quan đến việc đo chiều cao trạm m&aacute;y bằng phương ph&aacute;p truyền thống.&nbsp;</span></span></span><br />
<br />
<h2>
	<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>1. Tổng quan về chức năng Auto Height</strong></span></span></span></h2>
<br />
<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Như đ&atilde; biết, khi thiết lập v&agrave; định hướng trạm m&aacute;y, c&aacute;c kỹ sư phải bật tia laser dọi t&acirc;m để c&acirc;n bằng m&aacute;y một c&aacute;ch ch&iacute;nh x&aacute;c.<br />
Tuy nhi&ecirc;n, nh&agrave; sản xuất Leica lại cải tiến lu&ocirc;n tia laser dọi t&acirc;m n&agrave;y bằng một tia laser c&oacute; chức năng&nbsp;đo EDM, vừa l&agrave; một tia đỏ c&ocirc;ng suất lớn c&oacute; thể nh&igrave;n thấy, vừa c&oacute; thể đo khoảng c&aacute;ch bằng cơ chế đo EDM.<br />
Modul đo cao m&aacute;y tự động c&oacute; chỉ ti&ecirc;u kỹ thuật cao, đ&aacute;p ứng được c&aacute;c chỉ ti&ecirc;u trong qu&aacute; tr&igrave;nh đo đạc:</span></span></span><br />
<ul>
	<li>
		<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Độ ch&iacute;nh x&aacute;c 1mm&nbsp;</span></span></span></li>
	<li>
		<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Phạm vi đo từ 0,7 đến đến 2,7m</span></span></span></li>
	<li>
		<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tốc độ đo ti&ecirc;u dưới 3s</span></span></span></li>
</ul>
<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/do-cao-may-bang-thuoc-thep.jpg" style="width: 680px; height: 484px;" /></span></span><br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">&nbsp;</span></span></span><br />
<h2>
	<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>2. Ưu điểm của t&iacute;nh năng Auto Height</strong></span></span></span></h2>
<br />
<li>
	<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kh&ocirc;ng mất thời gian trong như khi đo thước bằng tay.</span></span></span></li>
<li>
	<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Chiều cao m&aacute;y ch&iacute;nh x&aacute;c v&agrave; đ&aacute;ng tin cậy.</span></span></span></li>
<li>
	<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kh&ocirc;ng nhầm lẫn trong việc đọc v&agrave; nhập chiều cao m&aacute;y bằng tay.</span></span></span></li>
<li>
	<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Kh&ocirc;ng cần c&oacute; th&ecirc;m dụng cụ để vận h&agrave;nh.</span></span></span></li>
<br />
<h2>
	<span style="color:#000000;"><strong><span style="font-size: 14px;"><span style="font-family: tahoma, geneva, sans-serif;">3. Một số lưu &yacute; khi thao t&aacute;c t&iacute;nh năng&nbsp; AutoHeight</span></span></strong></span></h2>
<p>
	<br />
	<span style="color:#000000;"><span style="font-size: 14px;"><span style="font-family: tahoma, geneva, sans-serif;">- Qu&aacute; tr&igrave;nh bấm đo, c&oacute; thể c&oacute; ph&aacute;t sinh v&agrave; phần mềm th&ocirc;ng minh sẽ xuất hiện cảnh b&aacute;o.&nbsp; C&aacute;c cảnh b&aacute;o n&agrave;y gi&uacute;p ta biết cường độ phản xạ t&iacute;n hiệu đo qu&aacute; mạnh hoặc cần phải giảm cường độ ph&aacute;t t&iacute;n hiệu.<br />
	- Ch&acirc;n m&aacute;y để bị nghi&ecirc;ng hoặc sau khi c&acirc;n m&aacute;y, tia đo bị vướng ốc giữ m&aacute;y, m&agrave;n h&igrave;nh nhắc cho ta quay th&acirc;n m&aacute;y 180 độ để tho&aacute;t ra khắc phục v&agrave; đo tiếp.<br />
	- Khi thực hiện c&ocirc;ng t&aacute;c đo tr&ecirc;n địa h&igrave;nh như: ruộng nước hay b&ugrave;n nh&atilde;o, n&oacute; hấp thụ tia ph&aacute;t n&ecirc;n kh&ocirc;ng đo được. Ta c&oacute; thể khắc phục bằng c&aacute;ch đặt vật cứng v&agrave;o điểm dọi.</span></span></span></p>
<ul>
</ul>
<br />
<span style="color:#000000;"><iframe allow="accelerometer; autoplay; clipboard-write; encrypted-media; gyroscope; picture-in-picture" allowfullscreen="" frameborder="0" height="480" src="https://www.youtube.com/embed/H0T3O_ikSi8" title="YouTube video player" width="680"></iframe></span>
<p>
	&nbsp;</p>
<h2>
	<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">4.</span></span>&nbsp;<strong style="color: rgb(51, 51, 51); font-family: arial; font-size: 31.5px; text-align: justify; margin: 0px; padding: 0px;"><span style="margin: 0px; padding: 0px; font-size: 14px;"><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;">Địa chỉ mua m&aacute;y to&agrave;n đạc điện tử uy t&iacute;n</span></span></strong></span></h2>
<p style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); font-family: arial; font-size: 13px; text-align: justify;">
	<br style="margin: 0px; padding: 0px;" />
	<span style="color:#000000;"><span style="margin: 0px; padding: 0px; font-size: 14px;"><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;">C&Ocirc;NG TY CP C&Ocirc;NG NGHỆ V&Agrave; TM TH&Agrave;NH ĐẠT chuy&ecirc;n nhập khẩu, cung cấp v&agrave; chuyển giao c&ocirc;ng nghệ c&aacute;c loại m&aacute;y to&agrave;n đạc điện tử của c&aacute;c h&atilde;ng LEICA, NIKON, TOPCON, TRIMPLE, GEOMAX, SOKKIA, PENTAX phục vụ c&ocirc;ng t&aacute;c khảo s&aacute;t, thiết kế, x&acirc;y dựng v&agrave; đo vẽ bản đồ uy t&iacute;n l&acirc;u năm tr&ecirc;n to&agrave;n quốc.&nbsp;</span></span></span></p>
<div style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); font-family: arial; font-size: 13px; text-align: justify; line-height: 20px;">
	<br style="margin: 0px; padding: 0px;" />
	<span style="color:#000000;"><span style="margin: 0px; padding: 0px; font-size: 14px;"><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;">Với hơn 20 năm kinh nghiệm c&ugrave;ng</span></span><span style="margin: 0px; padding: 0px;">&nbsp;</span><span style="margin: 0px; padding: 0px; font-size: 14px;"><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;">đội ngũ nh&acirc;n vi&ecirc;n, kỹ thuật vi&ecirc;n năng động, c&oacute; tr&igrave;nh độ cao&nbsp;</span></span><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif; font-size: 14px;">ch&uacute;ng t&ocirc;i&nbsp;tự h&agrave;o v&agrave; tin tưởng Qu&yacute; kh&aacute;ch h&agrave;ng sẽ h&agrave;i l&ograve;ng khi sử dụng c&aacute;c sản phẩm v&agrave; dịch vụ do ch&uacute;ng t&ocirc;i cung cấp.</span></span></div>
<p style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); font-family: arial; font-size: 13px; text-align: justify;">
	<br style="margin: 0px; padding: 0px;" />
	<span style="color:#000000;"><span style="margin: 0px; padding: 0px; font-size: 14px;"><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;"><u style="margin: 0px; padding: 0px;"><strong style="margin: 0px; padding: 0px;">Li&ecirc;n hệ:&nbsp;</strong></u><br style="margin: 0px; padding: 0px;" />
	<br style="margin: 0px; padding: 0px;" />
	Số 145 L&aacute;ng Hạ, Đống Đa, H&agrave; Nội<br style="margin: 0px; padding: 0px;" />
	Số 5/161 Nguyễn Tu&acirc;n. Thanh Xu&acirc;n, H&agrave; Nội<br style="margin: 0px; padding: 0px;" />
	Tel: 024.37764930<br style="margin: 0px; padding: 0px;" />
	Hotline: 0913051734 (call/imesage/zalo)<br style="margin: 0px; padding: 0px;" />
	Website:&nbsp;</span></span></span><span style="margin: 0px; padding: 0px; font-size: 14px;"><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;"><a href="http://www.tracdiathanhdat.vn/?fbclid=IwAR3altI5BIG46Mm2_6oxBl-TQxXGfXGEm4M1GUGsoDeNELr3WrYUlO7g2jk" style="margin: 0px; padding: 0px; color: rgb(74, 75, 75); text-decoration-line: none; transition: color 0.2s linear 0s; font-size: 13px;" target="_blank"><span style="color:#000000;">www.tracdiathanhdat.vn</span></a><br style="margin: 0px; padding: 0px;" />
	<span style="color:#000000;"> Email: tracdiathanhdat@gmail.com<br style="margin: 0px; padding: 0px;" />
	<br style="margin: 0px; padding: 0px;" />
	<strong style="margin: 0px; padding: 0px;">@ Lu&ocirc;n&nbsp;đồng h&agrave;nh c&ugrave;ng bạn!</strong></span></span></span></p>
<ul>
</ul>
',
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			'id' => '651',
			'name' => 'Máy thuỷ bình Leica Sprinter 250m',
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			'shortdes' => '<span style="color:#000000;"><span style="box-sizing: border-box; font-family: Roboto, sans-serif; font-size: 14px;">M&aacute;y thủy chuẩn Leica Sprinter 250M</span><span style="font-family: Roboto, sans-serif; font-size: 14px;">&nbsp;l&agrave; thiết bị đo cảm biến độ cao của h&atilde;ng&nbsp;</span><span style="box-sizing: border-box; font-family: Roboto, sans-serif; font-size: 14px;">Leica</span><span style="font-family: Roboto, sans-serif; font-size: 14px;">, được sử dụng cho c&aacute;c c&ocirc;ng t&aacute;c đo ch&ecirc;nh cao, truyền dẫn cao độ, t&iacute;nh to&aacute;n cao độ &ndash; khối lượng san lắp với độ ch&iacute;nh x&aacute;c cao do hạn chế được c&aacute;c sai số kh&aacute;ch quan.</span></span>',
			'content' => '<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="box-sizing: border-box; text-align: justify;">M&aacute;y thủy b&igrave;nh điện tử Leica Sprinter 250M</span><span style="text-align: justify;">&nbsp;cho ph&eacute;p người sử dụng thực hiện c&ocirc;ng việc một c&aacute;ch nhanh ch&oacute;ng v&agrave; hiệu quả. Giao diện USB (ở m&aacute;y 150M v&agrave; 250M). Menu giao diện dễ sử dụng.&nbsp;</span><span style="box-sizing: border-box; text-align: justify;">M&aacute;y thủy b&igrave;nh</span><span style="text-align: justify;">&nbsp;</span><span style="box-sizing: border-box; text-align: justify;">Leica Sprinter 250M&nbsp;</span><span style="text-align: justify;">tự động t&iacute;nh to&aacute;n chiều cao v&agrave; chiều cao c&ocirc;ng tr&igrave;nh. C&aacute;c ứng dụng cho san lấp mặt bằng. Lưu trữ l&ecirc;n tới 1000 điểm đo, tải về v&agrave; chuyển dữ liệu qua USB v&agrave; PC. Tăng năng suất. Giảm thiểu lỗi do con người. Hoạt động trong điều kiện &aacute;nh s&aacute;ng thấp.</span><br />
<br />
Với&nbsp;thiết&nbsp;kế&nbsp;hiện&nbsp;đại, gọn nhẹ, thao t&aacute;c&nbsp;sử&nbsp;dụng kh&aacute;&nbsp;đơn giản&nbsp;m&aacute;y&nbsp;thuỷ&nbsp;b&igrave;nh&nbsp;điện tử&nbsp;Leica Sprinter 250M&nbsp;đang l&agrave;&nbsp;sự&nbsp;lựa chọn h&agrave;ng&nbsp;đầu&nbsp;của&nbsp;c&aacute;c&nbsp;kỹ&nbsp;sư&nbsp;trắc&nbsp;địa.<br />
<br />
<strong>1. Những ưu điểm của m&aacute;y thủy b&igrave;nh Leica Sprinter 250M.</strong></span></span></span><br />
<br />
<ul>
	<li>
		<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Ngắm v&agrave; bắt mục ti&ecirc;u nhanh:&nbsp;</strong>Được trang bị lăng k&iacute;nh chất lượng h&agrave;ng đầu, gia c&ocirc;ng tr&ecirc;n d&acirc;y chuyền hiện đại, h&igrave;nh ảnh của Leica Sprinter 250M sắc n&eacute;t, r&otilde; r&agrave;ng, gi&uacute;p ngắm v&agrave; bắt mục ti&ecirc;u nhanh ch&oacute;ng, th&uacute;c đẩy tiến đọ l&agrave;m việc.</span></span></span></li>
	<li>
		<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>N&uacute;t bấm tiện lợi:&nbsp;</strong>N&uacute;t bấm đo được đặt b&ecirc;n phải của m&aacute;y, giống như một ph&iacute;m đo nhanh tr&ecirc;n m&aacute;y to&agrave;n đạc. Chỉ 1 lần bấm, kết quả sẽ hiển thị tr&ecirc;n m&agrave;n h&igrave;nh.</span></span></span></li>
	<li>
		<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Kh&ocirc;ng cần đọc mia:&nbsp;</strong>Kh&aacute;c với mia nh&ocirc;m của m&aacute;y thủy b&igrave;nh cơ, mia d&agrave;nh cho m&aacute;y thủy b&igrave;nh điện tử Leica Sprinter 250M c&oacute; c&aacute;c m&atilde; vạch gi&uacute;p m&aacute;y tự động đọc v&agrave; ph&acirc;n t&iacute;ch số liệu, v&agrave; hiển thị tr&ecirc;n m&agrave;n h&igrave;nh LCD. Điều n&agrave;y khiến việc đo đạc tiện lợi, v&agrave; kh&ocirc;ng bao giờ ph&aacute;t sinh sai số</span></span></span></li>
	<li>
		<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>T&iacute;nh to&aacute;n tự động:&nbsp;</strong>Với Leica Sprinter 250M, bạn kh&ocirc;ng cần mang theo giấy b&uacute;t hay m&aacute;y t&iacute;nh ra c&ocirc;ng trường, bởi phần mềm đ&atilde; tự t&iacute;nh to&aacute;n kết quả cho bạn, việc bạn cần l&agrave;m l&agrave; xem số liệu hiển thị tr&ecirc;n m&agrave;n h&igrave;nh</span></span></span></li>
	<li>
		<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>C&oacute; bộ nhớ:&nbsp;</strong>Bộ nhớ trong của Leica Sprinter 250M ghi lại được 1000 điểm đo, hỗ trợ tr&uacute;t số liệu v&agrave; m&aacute;y t&iacute;nh th&ocirc;ng qua c&aacute;p v&agrave; phần mềm chuy&ecirc;n dụng.</span></span></span></li>
</ul>
<br />
<br />
<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>2. Độ&nbsp;ch&iacute;nh x&aacute;c&nbsp;của&nbsp;m&aacute;y thuỷ b&igrave;nh điện tử Leica&nbsp;Sprinter250M.</strong><br />
<br />
<strong>Đo cao</strong></span></span></span><br />
<ul>
	<li>
		<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Độ ch&iacute;nh x&aacute;c đo điện tử: 1.0/0.7 mm</span></span></span></li>
	<li>
		<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Độ ch&iacute;nh x&aacute;c đo quang học bằng mia: 2.5mm</span></span></span></li>
	<li>
		<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đo đơn: Ti&ecirc;u chuẩn: 0.6mm (điện tử) v&agrave; 1.2mm (quang học) ở cự li 30m</span></span></span></li>
</ul>
<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Đo khoảng c&aacute;ch</strong></span></span></span><br />
<ul>
	<li>
		<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Độ ch&iacute;nh x&aacute;c: 10mm với D&le;10m</span></span></span></li>
	<li>
		<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Dải đo: 2-100m (điện tử)</span></span></span></li>
</ul>
<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Th&ocirc;ng số kh&aacute;c</strong></span></span></span><br />
<ul>
	<li>
		<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Chế độ đo: Đo li&ecirc;n tục, đo từng điểm</span></span></span></li>
	<li>
		<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Thời gian đo: &lt; 3 gi&acirc;y</span></span></span></li>
	<li>
		<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Độ ph&oacute;ng đại: 24X</span></span></span></li>
	<li>
		<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Bộ nhớ: 2000 điểm</span></span></span></li>
</ul>
<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>Th&ocirc;ng số vật l&yacute;</strong></span></span></span><br />
<ul>
	<li>
		<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Chống bụi nước: IP55</span></span></span></li>
	<li>
		<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Nguồn điện: Pin AA (4 x LR6/AA/AM3 1.5 V)</span></span></span></li>
	<li>
		<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trọng lượng: &lt; 2.5kg</span></span></span></li>
	<li>
		<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">K&iacute;ch thước:&nbsp;11 &times; 7 &times; 8 inch</span></span></span></li>
</ul>
<br />
<img alt="" src="/admin/webroot/upload/image/images/Leica_Sprinter_150M_250M_pic_2360x714(1).jpg" style="width: 1000px; height: 303px;" /><br />
<br />
<div style="margin: 0px; padding: 0px; max-width: 100%; color: rgb(51, 51, 51); font-family: arial; font-size: 13px; text-align: justify;">
	<span style="margin: 0px; padding: 0px; font-size: 20px;"><span style="margin: 0px; padding: 0px; font-family: &quot;Roboto Condensed&quot;, sans-serif;"><strong style="margin: 0px; padding: 0px;"><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;"><a href="https://tracdiathanhdat.vn/may-thuy-binh-dien-tu" style="margin: 0px; padding: 0px; color: rgb(74, 75, 75); text-decoration-line: none; transition: color 0.2s linear 0s; font-size: 13px; outline: 0px;"><span style="margin: 0px; padding: 0px; color: rgb(0, 0, 0);">M&aacute;y thủy b&igrave;nh gi&aacute; tốt nhất thị trường!</span></a></span></strong></span></span></div>
<p style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); font-family: arial; font-size: 13px; text-align: justify;">
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	<span style="margin: 0px; padding: 0px; font-family: &quot;Roboto Condensed&quot;, sans-serif; font-size: 14px;"><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;"><span style="margin: 0px; padding: 0px; color: rgb(204, 51, 0);">&gt;&gt;&gt; Cần tư vấn hay hỗ trợ li&ecirc;n hệ trực tiếp với ch&uacute;ng t&ocirc;i qua số điện thoại:&nbsp;</span><strong style="margin: 0px; padding: 0px; color: rgb(204, 51, 0);">0913 051 734/ 0942 288 388</strong><br style="margin: 0px; padding: 0px; color: rgb(204, 51, 0);" />
	<br style="margin: 0px; padding: 0px; color: rgb(204, 51, 0);" />
	<span style="margin: 0px; padding: 0px; color: rgb(204, 51, 0);">FanPage Facebook :&nbsp;</span><strong style="margin: 0px; padding: 0px; color: rgb(204, 51, 0);">Trắc Địa Th&agrave;nh Đạt</strong><br style="margin: 0px; padding: 0px; color: rgb(204, 51, 0);" />
	<br style="margin: 0px; padding: 0px; color: rgb(204, 51, 0);" />
	<span style="margin: 0px; padding: 0px; color: rgb(204, 51, 0);">Địa chỉ trực tiếp: 145 L&aacute;ng Hạ &ndash; Đống Đa &ndash; H&agrave; Nội</span></span></span></p>
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			'price' => '0',
			'type' => 'new',
			'shortdes' => '<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">C&ugrave;ng ch&uacute;ng t&ocirc;i t&igrave;m hiểu về cao độ trong khảo s&aacute;t v&agrave; x&acirc;y dựng nh&eacute;.</span></span>',
			'content' => '<h2>
	<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>I. Kh</strong>&aacute;i niệm cao&nbsp;độ trong khảo s&aacute;t v&agrave; x&acirc;y dựng</span></span></span></h2>
<br />
<h3>
	<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>1. Cao độ trong khảo s&aacute;t trắc địa, đo vẽ bản đồ&nbsp;</strong></span></span></span></h3>
<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">L&agrave; độ cao của một điểm trong kh&ocirc;ng gian, l&agrave; khoảng c&aacute;ch thẳng đứng (theo chiều lực h&uacute;t hấp dẫn) từ điểm đ&oacute; đến một mặt chuẩn. Mặt chuẩn c&oacute; thể l&agrave; một mặt phẳng hoặc mặt cong, c&oacute; thể l&agrave; mặt cố định hoặc mặt giả định bất kỳ, th&ocirc;ng thường l&agrave; mực nước biển (bỏ qua biến động do thủy triều), một mặt c&oacute; h&igrave;nh Ellipsoid tr&ograve;n xoay.<br />
<br />
Trong c&ocirc;ng t&aacute;c khảo s&aacute;t, cao độ gi&uacute;p thể hiện độ cao của vị tr&iacute; cần đo, gi&uacute;p vẽ c&aacute;c bản đồ trong kh&ocirc;ng gian 3 chiều, đường đồng mức.<br />
<br />
K&yacute; hiệu của cao độ trong c&ocirc;ng t&aacute;c đo vẽ bản đồ l&agrave; V (vertical)<br />
<br />
</span></span></span>
<h3>
	<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>2. Cao độ trong x&acirc;y dựng&nbsp;</strong></span></span></span></h3>
<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">C&ograve;n được gọi với c&aacute;i t&ecirc;n kh&aacute;c l&agrave; &ldquo;cốt&rdquo; c&ocirc;ng tr&igrave;nh (<span style="box-sizing: border-box; font-weight: bolder;">cos</span>).&nbsp;Cao độ trong x&acirc;y dựng l&agrave; khoảng c&aacute;ch t&iacute;nh từ mặt phẳng l&agrave;m chuẩn (V&iacute; dụ như s&agrave;n tầng 1) đến một vị tr&iacute; kh&aacute;c (cao hoặc thấp hơn). Cao độ được t&iacute;nh bằng m&eacute;t, độ ch&iacute;nh x&aacute;c lấy đến 3 chữ số sau dấu phẩy.&nbsp;Cao độ trong x&acirc;y dựng l&agrave; nghi&ecirc;n cứu v&agrave; đo đạc chi tiết độ cao, hướng dốc, độ dốc của khu vực chuẩn bị x&acirc;y dựng.<br />
<br />
K&yacute; hiệu của cao độ l&agrave; h&igrave;nh tam gi&aacute;c đều, nửa trắng nửa đen c&oacute; ch&uacute; th&iacute;ch số b&ecirc;n tr&ecirc;n. Mặt chuẩn được quy định c&oacute; cao độ l&agrave; &plusmn;0.000. C&aacute;c vị tr&iacute; cao hơn s&agrave;n chuẩn sẽ c&oacute; cao độ dương, c&aacute;c vị tr&iacute; thấp hơn mức chuẩn l&agrave; cao độ &acirc;m.<br />
<br />
Trong x&acirc;y dựng, cao độ l&agrave; chỉ số bắt buộc phải c&oacute;. Khi c&oacute; chỉ số cao độ ch&iacute;nh x&aacute;c, ch&uacute;ng ta mới c&oacute; thể thiết kế được c&aacute;c c&ocirc;ng tr&igrave;nh nh&agrave; ở, quy hoạch được c&aacute;c c&ocirc;ng tr&igrave;nh phụ trợ: hệ thống giao th&ocirc;ng, cống tho&aacute;t nước, hệ thống đường ống&hellip; Từ đ&oacute; gi&uacute;p tăng cường hiệu quả chống ngập &uacute;ng, bố tr&iacute; quy hoạch ph&ugrave; hợp với địa h&igrave;nh.&nbsp;</span></span></span><br />
<h2>
	<br />
	<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>II.&nbsp;</strong>Đo cao&nbsp;độ trong khảo s&aacute;t v&agrave; x&acirc;y dựng&nbsp;</span></span></span></h2>
<h3>
	<br />
	<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>1. Đo cao độ trong khảo s&aacute;t</strong></span></span></span></h3>
<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trong khảo s&aacute;t, đo vẽ bản đồ, người ta c&oacute; 2 c&aacute;ch ch&iacute;nh để đo cao độ:<br />
<br />
<strong>C&aacute;ch 1</strong>: Sử dụng&nbsp;m&aacute;y RTK&nbsp;<br />
<br />
Phưong ph&aacute;p n&agrave;y c&oacute; kết quả cao độ một c&aacute;ch nhanh ch&oacute;ng do c&aacute;c m&aacute;y RTK sẽ trực tiếp cho kết quả về kinh độ, vĩ độ, cao độ của điểm đo, v&agrave; đ&aacute;nh dấu điểm đo trực tiếp l&ecirc;n bản đồ theo hệ tọa độ được chọn sẵn.<br />
Nhược điểm của phương ph&aacute;p n&agrave;y l&agrave; sai số lớn, l&ecirc;n tới v&agrave;i centimet v&agrave; độ ổn định kh&ocirc;ng cao, do m&aacute;y phải thu được t&iacute;n hiệu GNSS mới cho kết quả, v&agrave; t&iacute;n hiệu mạnh hay yếu t&ugrave;y thuộc v&agrave;o yếu tố thời tiết, địa h&igrave;nh.</span></span></span><br />
<p style="text-align: center;">
	<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/367405302_690494259784809_1127747524179412209_n.jpg" style="width: 720px; height: 405px;" /></span></span></span></p>
<br />
<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>C&aacute;ch 2</strong>: Sử dụng m&aacute;y to&agrave;n đạc điện tử<br />
<br />
Người ta sử dụng m&aacute;y to&agrave;n đạc điện tử để dẫn cao độ từ c&aacute;c mốc tọa độ chuẩn về điểm cần đo, từ đ&oacute; x&aacute;c định tọa độ, cao độ v&agrave; đ&aacute;nh dấu l&ecirc;n bản đồ.<br />
Ưu điểm của phương ph&aacute;p n&agrave;y l&agrave; độ ch&iacute;nh x&aacute;c cao, l&ecirc;n tới h&agrave;ng milimet, nhưng nhược điểm l&agrave; mất nhiều c&ocirc;ng sức, thời gian thực hiện l&acirc;u.&nbsp;</span></span></span><br />
<p style="text-align: center;">
	<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/409378989_684998143763641_96936762872538900_n.jpg" style="width: 720px; height: 480px;" /></span></span></span></p>
<br />
<h3>
	<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>2.&nbsp; Đo cao độ trong x&acirc;y dựng</strong></span></span></span></h3>
<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">X&acirc;y dựng chi tiết cần độ ch&iacute;nh x&aacute;c gần như tuyệt đối, v&agrave; khu vực đo hẹp hơn, c&oacute; sẵn mặt chuẩn, v&igrave; thế người ta sử dụng c&ocirc;ng cụ đo l&agrave;&nbsp;m&aacute;y thủy b&igrave;nh.</span></span><br />
<span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">Trong x&acirc;y dựng, người ta cũng sử dụng m&aacute;y to&agrave;n đạc để đo cao độ, nhưng kết quả chỉ d&ugrave;ng để tham khảo, kh&ocirc;ng được d&ugrave;ng để trực tiếp đo vẽ v&agrave; thi c&ocirc;ng.</span><br />
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">So với m&aacute;y RTK v&agrave; m&aacute;y to&agrave;n đạc, m&aacute;y thủy b&igrave;nh c&oacute; gi&aacute; rẻ hơn, cấu tạo đơn giản hơn, nhưng đo cao độ lại mang về kết quả ch&iacute;nh x&aacute;c gần như tuyệt đối do việc đo đạc l&agrave; trực tiếp đọc độ cao tr&ecirc;n mia.&nbsp;<br />
<br />
Việc tiến h&agrave;nh đo đạc cao độ trong x&acirc;y dựng c&oacute; vai tr&ograve; v&ocirc; c&ugrave;ng quan trọng. Đ&acirc;y ch&iacute;nh l&agrave; chỉ số c&oacute; ảnh hưởng đến to&agrave;n bộ c&aacute;c thiết kế c&ocirc;ng tr&igrave;nh tr&ecirc;n mảnh đất đ&oacute; sau n&agrave;y. Việc x&aacute;c định được ch&iacute;nh x&aacute;c cao độ sẽ gi&uacute;p cho qu&aacute; tr&igrave;nh quy hoạch diễn ra thuận lợi v&agrave; c&oacute; tiến độ nhanh hơn.<br />
<br />
Khi c&oacute; chỉ số cao độ ch&iacute;nh x&aacute;c, ch&uacute;ng ta mới c&oacute; thể thiết kế được c&aacute;c c&ocirc;ng tr&igrave;nh nh&agrave; ở, quy hoạch được c&aacute;c c&ocirc;ng tr&igrave;nh phụ trợ: hệ thống giao th&ocirc;ng, cống tho&aacute;t nước, hệ thống đường ống&hellip; Từ đ&oacute; gi&uacute;p tăng cường hiệu quả chống ngập &uacute;ng, bố tr&iacute; quy hoạch ph&ugrave; hợp với địa h&igrave;nh.</span></span><br />
<br />
</span>
<p style="text-align: center;">
	<span style="color:#000000;"><img alt="" src="/admin/webroot/upload/image/images/How the total station work 2(1).png" style="color: rgb(0, 0, 0); font-family: tahoma, geneva, sans-serif; font-size: 14px; width: 512px; height: 512px;" /></span></p>
<h2>
	<br />
	<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>III. Tham khảo c&aacute;ch đo cao độ bằng m&aacute;y thuỷ b&igrave;nh</strong></span></span></span></h2>
<br />
<br />
<p style="text-align: center;">
	<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/NIKON-AX-2s_[27723]_1200(1).jpg" style="width: 600px; height: 450px;" /></span></span></span></p>
<br />
<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Việc đo cao độ bằng m&aacute;y thủy b&igrave;nh ch&iacute;nh l&agrave; t&igrave;m ra sự ch&ecirc;nh lệch về độ cao giữa c&aacute;c điểm được quy định sẵn. Từ đ&oacute; ch&uacute;ng ta sẽ t&iacute;nh ra được cao độ của vị tr&iacute; cần đo. C&aacute;ch đo n&agrave;y được &aacute;p dụng phổ biến tại c&aacute;c c&ocirc;ng tr&igrave;nh quy hoạch đ&ocirc; thị hiện nay.<br />
<br />
Việc đo cao độ bằng m&aacute;y thủy b&igrave;nh được tiến h&agrave;nh qua c&aacute;c bước sau:</span></span></span><br />
<br />
<ul>
	<li>
		<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">X&aacute;c định vị tr&iacute; đặt m&aacute;y thủy b&igrave;nh</span></span></span></li>
</ul>
<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">T&ugrave;y thuộc v&agrave;o từng địa h&igrave;nh kh&aacute;c nhau m&agrave; ch&uacute;ng ta sẽ c&oacute; những vị tr&iacute; cần đo cao độ kh&aacute;c nhau. Tuy nhi&ecirc;n khi lựa chọn vị tr&iacute; đặt m&aacute;y thủy b&igrave;nh ch&uacute;ng ta cần chọn địa điểm c&oacute; độ cao cao hơn vị tr&iacute; l&agrave;m mốc. Vị tr&iacute; đặt m&aacute;y cần c&oacute; nền đất kh&ocirc; r&aacute;o, kh&ocirc;ng bị sụt l&uacute;n. Gi&aacute; của m&aacute;y thủy b&igrave;nh phải được đặt chắc chắn v&agrave; c&acirc;n bằng.</span></span></span><br />
<ul>
	<li>
		<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tiến h&agrave;nh đo cao độ</span></span></span></li>
</ul>
<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Người đo sẽ ngắm c&aacute;c điểm hiện l&ecirc;n nhờ mia, sau đ&oacute; điều chỉnh sao cho h&igrave;nh ảnh hiển thị r&otilde; r&agrave;ng nhất. Th&ocirc;ng số tr&ecirc;n mia được đọc theo h&agrave;ng m v&agrave; h&agrave;ng dm, mỗi khoảng đen trắng đỏ tr&ecirc;n mia tương ứng l&agrave; 0.1 dm. Cuối c&ugrave;ng dựa v&agrave;o c&aacute;c chỉ số để t&iacute;nh to&aacute;n ch&uacute;ng ta sẽ cho ra được chỉ số cao độ cuối c&ugrave;ng.</span></span></span><br />
<br />
<h2 id="4-&nbsp;dia-chi-mua-may-toan-dac-dien-tu-uy-tin" style="margin: 0px; padding: 0px; font-family: arial; line-height: 19px; color: rgb(51, 51, 51); text-rendering: optimizelegibility; font-size: 31.5px; text-align: justify;">
	<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="margin: 0px; padding: 0px;"><span style="margin: 0px; padding: 0px;">IV.</span></span>&nbsp;<strong style="margin: 0px; padding: 0px;"><span style="margin: 0px; padding: 0px;"><span style="margin: 0px; padding: 0px;">Địa chỉ mua m&aacute;y thủy</span></span></strong>&nbsp;b&igrave;nh (thủy chuẩn) uy t&iacute;n</span></span></span></h2>
<p style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); font-family: arial; font-size: 13px; text-align: justify;">
	&nbsp;</p>
<p style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); font-family: arial; font-size: 13px; text-align: justify;">
	<span style="color:#000000;"><span style="margin: 0px; padding: 0px; font-size: 14px;"><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;">C&Ocirc;NG TY CP C&Ocirc;NG NGHỆ V&Agrave; TM TH&Agrave;NH ĐẠT chuy&ecirc;n nhập khẩu, cung cấp v&agrave; chuyển giao c&ocirc;ng nghệ c&aacute;c loại&nbsp;</span></span><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">m&aacute;y thủy b&igrave;nh</span><span style="font-size: 14px;"><span style="font-family: tahoma, geneva, sans-serif;">&nbsp;(thủy chuẩn)&nbsp;</span></span><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">của c&aacute;c h&atilde;ng LEICA, NIKON, TOPCON, TRIMPLE, GEOMAX, SOKKIA, PENTAX phục vụ c&ocirc;ng t&aacute;c khảo s&aacute;t, thiết kế, x&acirc;y dựng v&agrave; đo vẽ bản đồ uy t&iacute;n l&acirc;u năm tr&ecirc;n to&agrave;n quốc.</span></span></p>
<p style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); font-family: arial; font-size: 13px; text-align: justify;">
	&nbsp;</p>
<p style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); font-family: arial; font-size: 13px; text-align: justify;">
	<span style="color:#000000;"><span style="margin: 0px; padding: 0px; font-size: 14px;"><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;">Với hơn 20 năm kinh nghiệm c&ugrave;ng</span></span><span style="margin: 0px; padding: 0px;">&nbsp;</span><span style="margin: 0px; padding: 0px; font-size: 14px;"><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;">đội ngũ nh&acirc;n vi&ecirc;n, kỹ thuật vi&ecirc;n năng động, c&oacute; tr&igrave;nh độ cao&nbsp;</span></span><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif; font-size: 14px;">ch&uacute;ng t&ocirc;i&nbsp;tự h&agrave;o v&agrave; tin tưởng Qu&yacute; kh&aacute;ch h&agrave;ng sẽ h&agrave;i l&ograve;ng khi sử dụng c&aacute;c sản phẩm v&agrave; dịch vụ do ch&uacute;ng t&ocirc;i cung cấp.</span></span></p>
<p style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); font-family: arial; font-size: 13px; text-align: justify;">
	&nbsp;</p>
<p style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); font-family: arial; font-size: 13px; text-align: justify;">
	<span style="color:#000000;"><u style="font-family: tahoma, geneva, sans-serif; font-size: 14px; margin: 0px; padding: 0px;"><strong style="margin: 0px; padding: 0px;">Li&ecirc;n hệ:&nbsp;</strong></u></span></p>
<p style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); font-family: arial; font-size: 13px; text-align: justify;">
	<br style="margin: 0px; padding: 0px;" />
	<span style="color:#000000;"><span style="margin: 0px; padding: 0px; font-size: 14px;"><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;">Số 145 L&aacute;ng Hạ, Đống Đa, H&agrave; Nội<br style="margin: 0px; padding: 0px;" />
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			'meta_key' => 'Chuyên cung cấp máy định vị vệ tinh GPS RTK, máy thủy bình, máy toàn đạc điện tử, UAV, ống nhòm, máy định vị GPS cầm tay, ... chính hãng, uy tín, giá tốt hàng đầu tại Việt Nam! Hotline: 0913051734!',
			'meta_des' => 'Chuyên cung cấp máy định vị vệ tinh GPS RTK, máy thủy bình, máy toàn đạc điện tử, UAV, ống nhòm, máy định vị GPS cầm tay, ... chính hãng, uy tín, giá tốt hàng đầu tại Việt Nam! Hotline: 0913051734!',
			'created' => '2021-09-09',
			'modified' => '2026-02-01',
			'status' => '1',
			'view' => '24657',
			'slug' => 'cung-tim-hieu-ve-cao-do-trong-khao-sat-va-xay-dung',
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			'title_seo' => 'tin tức trắc địa, cập nhật xu hướng đo đạc mới, công nghệ đo đạc, thiết bị đo đạc hiện đại, mẹo kỹ thuật trắc địa, sai số đo đạc, hệ tọa độ VN-2000, GNSS, RTK, GPS trắc địa, phần mềm trắc địa, phần mềm GIS, SurPad, LandStar, Magnet Field, Leica Captivate, Trimble Access',
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	(int) 8 => array(
		'Post' => array(
			'id' => '648',
			'name' => 'Lựa chọn phương án đo RTK phù hợp cho dự án của bạn!',
			'code' => null,
			'alias' => 'lua-chon-phuong-an-do-rtk-phu-hop-cho-du-an-cua-ban',
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			'type' => 'new',
			'shortdes' => '<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Bạn đang băn khoăn về việc lựa chọn phương &aacute;n đo RTK n&agrave;o ph&ugrave; hợp nhất cho dự &aacute;n của bạn. C&ugrave;ng tham khảo một v&agrave;i &yacute; kiến của ch&uacute;ng t&ocirc;i nh&eacute;!</span></span>',
			'content' => '<h2>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>I. </strong><span id="cke_bm_372S" style="display: none;">&nbsp;</span><span style="display: none;">&nbsp;</span>Một v&agrave;i so s&aacute;nh giữa&nbsp;</span></span><strong style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">phương &aacute;n đo&nbsp;Radio với&nbsp;phương &aacute;n đo <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">tr</span></span></strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">ạm</span></span>&nbsp;<strong style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">CORS</strong></h2>
<h3>
	<br />
	<strong style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">1. Về phương &aacute;n đo Radio</strong></h3>
<p>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">- Radio c&oacute; những ưu điểm nổi bật sau:<br />
	&nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp;+ Độ trễ thu thấp<br />
	&nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp;+ T&iacute;n hiệu đo khỏe hơn đối với những vị tr&iacute; kh&oacute;, rậm rạp<br />
	&nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp;+ Đạt độ ch&iacute;nh x&aacute;c cao hơn về cao độ<br />
	&nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp;+ Đo được ở những vị tr&iacute; kh&ocirc;ng c&oacute; s&oacute;ng 3G, kh&ocirc;ng phụ thuộc v&agrave;o mạng, c&oacute; thể hoạt động độc lập<br />
	- Nhược điểm:<br />
	&nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp;+ Phải đầu tư th&ecirc;m trạm Base<br />
	&nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp;+ Khoảng c&aacute;ch đo bị giới hạn hơn (b&aacute;n k&iacute;nh từ 10-15km)</span></span><br />
	&nbsp;</p>
<h3>
	<strong style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">2. Về phương &aacute;n đo trạm CORS</strong></h3>
<p>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">- Ưu điểm của trạm CORS:<br />
	&nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp;+ Chỉ cần đầu tư 01 m&aacute;y Rover<br />
	&nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp;+ Kh&ocirc;ng giới hạn khoảng c&aacute;ch, c&oacute; thể đo được mọi vị tr&iacute; c&oacute; s&oacute;ng 3G v&agrave; c&oacute; t&iacute;n hiệu trạm CORS phủ đến<br />
	- Nhược điểm của trạm CORS:<br />
	&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp; + T&iacute;n hiệu đo kh&ocirc;ng khỏe bằng đo Radio<br />
	&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp; + Độ ch&iacute;nh x&aacute;c về độ cao thấp hơn đo Radio<br />
	&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp; + Chỉ đo được ở khu vực c&oacute; s&oacute;ng 3G v&agrave; c&oacute; t&iacute;n hiệu trạm CORS<br />
	&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp; + Phải trả ph&iacute; (trong tương lai, hiện tại đang cho miễn ph&iacute;)</span></span></p>
<h2>
	<br />
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>II. T&igrave;nh h&igrave;nh ph&acirc;n bổ trạm CORS hiện nay</strong></span></span></h2>
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Theo đ&aacute;nh gi&aacute; của kh&aacute;ch h&agrave;ng th&igrave; hiện nay hệ thống trạm CORS Cục tương đối ổn định, t&iacute;n hiệu rất tốt. V&ugrave;ng phủ s&oacute;ng cũng tương đối rộng. Tuy nhi&ecirc;n độ ch&iacute;nh x&aacute;c tốt chỉ nằm trong c&aacute;c khu vực c&oacute; s&oacute;ng mạng lưới VRS hoặc IMAX. Độ ch&iacute;nh x&aacute;c về độ cao cũng chưa được tốt lắm. Nếu c&ocirc;ng tr&igrave;nh ở mức độ kh&ocirc;ng y&ecirc;u cầu qu&aacute; cao về cao độ th&igrave; d&ugrave;ng rất ổn.<br />
<br />
Dưới đ&acirc;y l&agrave; sơ đồ ph&acirc;n bố hệ thống trạm CORS Cục bản đồ.</span></span><br />
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/he-thong-tram-cors-viet-nam-2020(1).jpg" style="width: 600px; height: 800px;" /><br />
&nbsp;<br />
&gt;&gt;&gt; Tr&ecirc;n đ&acirc;y l&agrave; một v&agrave;i ph&acirc;n t&iacute;ch về ưu, nhược điểm của hai phương &aacute;n. Để lựa chọn th&igrave; anh (chị) n&ecirc;n c&acirc;n nhắc dựa tr&ecirc;n c&aacute;c ph&acirc;n t&iacute;ch tr&ecirc;n. Cụ thể:</span></span><br />
<br />
<ul>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trường hợp nhu cầu c&ocirc;ng việc kh&ocirc;ng y&ecirc;u cầu qu&aacute; cao về độ ch&iacute;nh x&aacute;c cao độ (đo địa ch&iacute;nh, địa h&igrave;nh tỷ lệ nhỏ); c&ocirc;ng tr&igrave;nh ở khu vực kh&ocirc;ng qu&aacute; kh&oacute; khăn th&igrave; lựa chọn Rover đo trạm CORS l&agrave; một giải ph&aacute;p hợp l&yacute;</span></span></li>
	<li>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trường hợp c&aacute;c c&ocirc;ng tr&igrave;nh, dự &aacute;n ở khu vực kh&oacute; khăn, kh&ocirc;ng c&oacute; mạng 3G, 4G, kh&ocirc;ng nằm trong v&ugrave;ng phủ s&oacute;ng trạm CORS; hoặc y&ecirc;u cầu độ ch&iacute;nh x&aacute;c cao về độ cao (khảo s&aacute;t tuyến giao th&ocirc;ng, thủy lợi, đo bản đồ địa h&igrave;nh tỷ lệ lớn),.. th&igrave; lựa chọn đo Radio sẽ ph&ugrave; hợp hơn.</span></span></li>
</ul>
<h2>
	<br />
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">III.&nbsp;<span style="color: rgb(51, 51, 51); text-align: justify;">Địa chỉ mua m</span>&aacute;y định&nbsp; vị vệ tinh GNSS RTK<span style="color: rgb(51, 51, 51); text-align: justify;">&nbsp;uy t&iacute;n</span></span></span></h2>
<br style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); font-family: arial; font-size: 13px; text-align: justify;" />
<span style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); font-family: arial; text-align: justify; font-size: 14px;"><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;">C&Ocirc;NG TY CP C&Ocirc;NG NGHỆ V&Agrave; TM TH&Agrave;NH ĐẠT chuy&ecirc;n nhập khẩu, cung cấp v&agrave; chuyển giao c&ocirc;ng nghệ c&aacute;c loại m&aacute;y định vị vệ tinh GNSS RTK của c&aacute;c h&atilde;ng <strong>Leica, Topcon, Sokkia, E-Survey, Hi- Target, Foif,....</strong>&nbsp;phục vụ c&ocirc;ng t&aacute;c khảo s&aacute;t, đo vẽ bản đồ uy t&iacute;n l&acirc;u năm tr&ecirc;n to&agrave;n quốc. C&aacute;c loại m&aacute;y định vị vệ tinh GNSS RTk m&agrave; ch&uacute;ng t&ocirc;i ph&acirc;n phối phong ph&uacute; về chủng loại, đa dạng về mẫu m&atilde; ph&ugrave; hợp với từng đối tượng kh&aacute;ch h&agrave;ng.</span></span><br />
<br />
<span style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); font-family: arial; text-align: justify; font-size: 14px;"><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;">Với hơn 20 năm kinh nghiệm c&ugrave;ng</span></span><span style="color: rgb(51, 51, 51); font-family: arial; font-size: 13px; text-align: justify;">&nbsp;</span><span style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); font-family: arial; text-align: justify; font-size: 14px;"><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;">đội ngũ nh&acirc;n vi&ecirc;n, kỹ thuật vi&ecirc;n năng động, c&oacute; tr&igrave;nh độ cao&nbsp;</span></span><span style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); text-align: justify; font-family: tahoma, geneva, sans-serif; font-size: 14px;">ch&uacute;ng t&ocirc;i&nbsp;tự h&agrave;o v&agrave; tin tưởng Qu&yacute; kh&aacute;ch h&agrave;ng sẽ h&agrave;i l&ograve;ng khi sử dụng c&aacute;c sản phẩm v&agrave; dịch vụ do ch&uacute;ng t&ocirc;i cung cấp.</span><br style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); font-family: arial; font-size: 13px; text-align: justify;" />
<br style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); font-family: arial; font-size: 13px; text-align: justify;" />
<div style="margin: 0px; padding: 0px; line-height: 20px;">
	<u style="font-family: tahoma, geneva, sans-serif; color: rgb(51, 51, 51); font-size: 14px; text-align: justify; margin: 0px; padding: 0px;"><strong style="margin: 0px; padding: 0px;">Li&ecirc;n hệ:&nbsp;</strong></u></div>
<br style="margin: 0px; padding: 0px;" />
<span style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); font-family: arial; text-align: justify; font-size: 14px;"><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;">Số 50 L&aacute;ng Hạ, Đống Đa, H&agrave; Nội<br style="margin: 0px; padding: 0px;" />
Số 5/161 Nguyễn Tu&acirc;n. Thanh Xu&acirc;n, H&agrave; Nội<br style="margin: 0px; padding: 0px;" />
Tel: 024.37764930<br style="margin: 0px; padding: 0px;" />
Hotline: 0913051734 (call/imesage/zalo)<br style="margin: 0px; padding: 0px;" />
Website:&nbsp;<a href="http://www.tracdiathanhdat.vn/?fbclid=IwAR3altI5BIG46Mm2_6oxBl-TQxXGfXGEm4M1GUGsoDeNELr3WrYUlO7g2jk" style="margin: 0px; padding: 0px; color: rgb(74, 75, 75); text-decoration-line: none; transition: color 0.2s linear 0s; font-size: 13px;" target="_blank">www.tracdiathanhdat.vn</a><br style="margin: 0px; padding: 0px;" />
Email: tracdiathanhdat@gmail.com</span></span><br style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); font-family: arial; font-size: 13px; text-align: justify;" />
<span style="color: rgb(51, 51, 51); font-family: arial; font-size: 13px; text-align: justify;">&nbsp;</span><br style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); font-family: arial; font-size: 13px; text-align: justify;" />
<span style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); font-family: arial; text-align: justify; font-size: 14px;"><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;"><strong style="margin: 0px; padding: 0px;">@ Lu&ocirc;n&nbsp;đồng h&agrave;nh c&ugrave;ng bạn!</strong></span></span><br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">&nbsp;</span></span>',
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			'title_seo' => 'tin tức trắc địa, cập nhật xu hướng đo đạc mới, công nghệ đo đạc, thiết bị đo đạc hiện đại, mẹo kỹ thuật trắc địa, sai số đo đạc, hệ tọa độ VN-2000, GNSS, RTK, GPS trắc địa, phần mềm trắc địa, phần mềm GIS, SurPad, LandStar, Magnet Field, Leica Captivate, Trimble Access',
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			'meta_des' => 'phần mềm máy đo đạc, phần mềm GIS, phần mềm trút dữ liệu',
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	(int) 9 => array(
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			'id' => '644',
			'name' => 'GNSS RTK',
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			'shortdes' => '<span style="font-family:tahoma,geneva,sans-serif;"><span style="box-sizing: border-box; margin: 0px; padding: 0px; border: 0px; background-image: initial; background-position: 0px 0px; background-size: initial; background-repeat: initial; background-attachment: initial; background-origin: initial; background-clip: initial; outline: 0px; vertical-align: top; color: rgb(0, 0, 0); font-size: 14px; text-align: justify; font-weight: 700 !important;">GNSS RTK</span><span style="color: rgb(0, 0, 0); font-size: 14px; text-align: justify;">&nbsp;được biết đến l&agrave; thiết bị d&ugrave;ng trong c&ocirc;ng t&aacute;c trắc địa gi&uacute;p hỗ trợ qu&aacute; tr&igrave;nh khảo s&aacute;t địa h&igrave;nh. Với khả năng tự động vẽ v&agrave; lưu lại c&aacute;c khu vực khảo s&aacute;t gi&uacute;p nhanh ch&oacute;ng ho&agrave;n thiện c&aacute;c bản vẽ đầy đủ, ch&iacute;nh x&aacute;c với c&aacute;c th&ocirc;ng số kỹ thuật cần thiết. Đ&acirc;y l&agrave; thiết bị hỗ trợ đắc lực cho những người l&agrave;m c&ocirc;ng t&aacute;c trắc địa để c&oacute; thể ho&agrave;n th&agrave;nh c&ocirc;ng việc nhanh ch&oacute;ng, tiết kiệm thời gian v&agrave; chi ph&iacute; với độ ch&iacute;nh x&aacute;c cao.</span></span>',
			'content' => '<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tr&ecirc;n thị trường hiện nay c&oacute; rất nhiều d&ograve;ng m&aacute;y GNSS RTK với&nbsp;sự đa dạng về kiểu d&aacute;ng thiết kế, c&aacute;c t&iacute;nh năng cũng như k&iacute;ch thước cho kh&aacute;ch h&agrave;ng lựa chọn. Với mỗi sản phẩm sẽ c&oacute; những đặc t&iacute;nh cũng như c&ocirc;ng năng ri&ecirc;ng ph&ugrave; hợp với nhu cầu sử dụng của từng đối tượng kh&aacute;ch h&agrave;ng cũng như t&iacute;nh chất c&ocirc;ng việc. C&ugrave;ng t&igrave;m hiểu&nbsp;ưu v&agrave; nhược&nbsp;điểm của m&aacute;y GNSS RTK&nbsp;để c&oacute; c&aacute;i nh&igrave;n tổng quan về n&oacute; trước khi bạn lựa chọn&nbsp;đầu tư cho dự&nbsp;&aacute;n của m&igrave;nh.</span></span><br />
<br />
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> <strong>Ưu điểm nổi bật của&nbsp;m&aacute;y GNSS RTK&nbsp;</strong><br />
<br />
Đảm bảo độ ch&iacute;nh x&aacute;c cao nhất trong qu&aacute; tr&igrave;nh l&agrave;m việc. Đối với c&ocirc;ng t&aacute;c trắc địa th&igrave; độ ch&iacute;nh x&aacute;c l&agrave; th&ocirc;ng số quan trọng nhất cần hướng tới trong qu&aacute; tr&igrave;nh l&agrave;m việc do đ&oacute; c&aacute;c thiết bị hỗ trợ cũng cần tối ưu h&oacute;a được yếu tố n&agrave;y. Với việc &aacute;p dụng c&ocirc;ng nghệ RTK cũng như CORS&nbsp;Network c&aacute;c mẫu m&aacute;y n&agrave;y đảm bảo mang đến c&aacute;c th&ocirc;ng số chuẩn nhất để cung cấp dữ liệu cho qu&aacute; tr&igrave;nh vẽ cũng như h&igrave;nh th&agrave;nh c&aacute;c dữ liệu chung.<br />
&nbsp;<br />
Trong việc sử dụng c&ocirc;ng nghệ GNSS th&igrave; CORS l&agrave; trạm tham chiếu hoạt động li&ecirc;n tục để tạo sự li&ecirc;n kết c&aacute;c thiết bị với đường truyền t&iacute;n hiệu. C&ocirc;ng nghệ n&agrave;y gi&uacute;p khoảng c&aacute;ch tối&nbsp;đa giữa trạm gốc v&agrave; m&aacute;y định vị GNSS được thiết lập khoảng 10 - 15km,&nbsp; gi&uacute;p tăng khoảng c&aacute;ch cho hoạt động của m&aacute;y. Điều n&agrave;y gi&uacute;p giảm nh&acirc;n c&ocirc;ng cũng như chi ph&iacute; trong qu&aacute; tr&igrave;nh l&agrave;m việc.<br />
<br />
Với thiết kế nhỏ gọn, dễ d&agrave;ng di chuyển gi&uacute;p mang đến sự tiện lợi tối đa trong qu&aacute; tr&igrave;nh sử dụng.&nbsp;<br />
<br />
Một ưu điểm phải kế đến của loại m&aacute;y GNSS RTK đ&oacute; l&agrave; việc t&iacute;ch hợp nhiều t&iacute;nh năng th&ocirc;ng minh trong c&ugrave;ng thiết bị. C&aacute;c t&iacute;nh năng điều khiển bằng giọng n&oacute;i, bảng điều khiển điện tử, việc thay đổi k&iacute;ch thước m&aacute;y được t&iacute;ch hợp &hellip;gi&uacute;p dễ d&agrave;ng sử dụng cũng như c&oacute; thể thực hiện được nhiều chức năng kh&aacute;c nhau c&ugrave;ng l&uacute;c.<br />
<br />
Bộ nhớ trong lớn gi&uacute;p tăng khả năng lưu trữ th&ocirc;ng tin c&ugrave;ng với đ&oacute; l&agrave; khả năng kết nối với m&aacute;y t&iacute;nh, điện thoại, bluetooth hay 3G, 4G gi&uacute;p n&acirc;ng cao tối đa được c&aacute;c c&ocirc;ng năng cũng như sự tiện lợi trong qu&aacute; tr&igrave;nh sử dụng.<br />
&nbsp;<br />
Khả năng kết nối với c&aacute;c thiết bị kh&aacute;c tối ưu c&ugrave;ng với hệ thống CORS.<br />
<br />
Với chất liệu cao cấp c&oacute; khả năng chống va đập cũng như hạn chế tối đa c&aacute;c t&aacute;c động của c&aacute;c yếu tố b&ecirc;n ngo&agrave;i gi&uacute;p mang đến sản phẩm bền đẹp l&acirc;u d&agrave;i theo thời gian sử dụng.<br />
<br />
<img alt="" src="/admin/webroot/upload/image/images/phân phối máy định vị vệ tinh 2 tần số rtk (1).png" style="width: 850px; height: 604px;" /><br />
<br />
<strong>Nhược điểm của m&aacute;y GNSS RTK</strong><br />
<br />
Hiện nay,&nbsp;m&aacute;y GPS &ndash;GNSS RTK&nbsp;chất lượng d&ugrave; đ&atilde; được t&iacute;ch hợp đầy đủ c&aacute;c t&iacute;nh năng nhưng để c&oacute; được độ ch&iacute;nh x&aacute;c tuyệt đối c&ugrave;ng với vi</span>ệc</span>&nbsp;<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">thực hiện th&ecirc;m nhiều c&ocirc;ng việc kh&aacute;c c&aacute;c bạn cần phải c&oacute; sự kết nối th&ecirc;m c&aacute;c thiết bị kh&aacute;c để sử dụng.<br />
<br />
Giới hạn l&agrave;m việc của m&aacute;y trong một phạm vi nhất định cũng l&agrave; một kh&oacute; khăn trong qu&aacute; tr&igrave;nh sử dụng. Do đ&oacute;, cần t&igrave;m hiểu đầy đủ c&aacute;c th&ocirc;ng số của m&aacute;y trước khi lựa chọn để ph&ugrave; hợp với đặc điểm c&ocirc;ng việc.<br />
<br />
Gi&aacute; th&agrave;nh cao cũng l&agrave; một nhược điểm cần t&iacute;nh đến khi quyết định đầu tư.&nbsp;<br />
<br />
<img alt="" src="/admin/webroot/upload/image/images/Máy RTK.png" style="width: 850px; height: 680px;" /><br />
<br />
</span></span>',
			'images' => '2021081816133230412c34d3b16d2ec66a3d1eba4d0d89.jpg',
			'images_multi' => '',
			'pos' => null,
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			'title_seo' => 'Máy RTK',
			'meta_key' => 'Máy RTK, máy định vị vệ tinh RTK, máy GPS RTK, máy định vị vệ tinh GNSS RTK, máy RTK giá rẻ, máy RTK tốt nhất',
			'meta_des' => 'Chuyên cung cấp máy định vị vệ tinh GPS RTK, máy thủy bình, máy toàn đạc điện tử, UAV, ống nhòm, máy định vị GPS cầm tay, ... chính hãng, uy tín, giá tốt hàng đầu tại Việt Nam! Hotline: 0913051734!',
			'created' => '2021-08-18',
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			'status' => '1',
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			'name' => 'Blogs',
			'parent_id' => null,
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			'images' => '',
			'lft' => '103',
			'rght' => '104',
			'pos' => '5',
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			'title_seo' => 'tin tức trắc địa, cập nhật xu hướng đo đạc mới, công nghệ đo đạc, thiết bị đo đạc hiện đại, mẹo kỹ thuật trắc địa, sai số đo đạc, hệ tọa độ VN-2000, GNSS, RTK, GPS trắc địa, phần mềm trắc địa, phần mềm GIS, SurPad, LandStar, Magnet Field, Leica Captivate, Trimble Access',
			'meta_key' => 'tin tức trắc địa, cập nhật xu hướng đo đạc mới, công nghệ đo đạc, thiết bị đo đạc hiện đại, mẹo kỹ thuật trắc địa, sai số đo đạc, hệ tọa độ VN-2000, GNSS, RTK, GPS trắc địa, phần mềm trắc địa, phần mềm GIS, SurPad, LandStar, Magnet Field, Leica Captivate, Trimble Access',
			'meta_des' => 'phần mềm máy đo đạc, phần mềm GIS, phần mềm trút dữ liệu',
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)
$detailNews = array(
	'Post' => array(
		'id' => '721',
		'name' => 'Định vị công trình bằng máy toàn đạc điện tử',
		'code' => null,
		'alias' => 'dinh-vi-cong-trinh-bang-may-toan-dac-dien-tu',
		'cat_id' => '40',
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		'shortdes' => '<p style="margin: 0in 0in 15.6pt; text-align: justify; background-image: initial; background-position: initial; background-size: initial; background-repeat: initial; background-attachment: initial; background-origin: initial; background-clip: initial;">
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="color: rgb(51, 51, 51);">Định vị thi c&ocirc;ng c&ocirc;ng tr&igrave;nh l&agrave; c&ocirc;ng t&aacute;c trắc địa nhằm x&aacute;c định vị tr&iacute; mặt&nbsp;<span style="box-sizing: border-box; touch-action: manipulation; color: rgb(51, 72, 98);">bằng</span>&nbsp;của c&aacute;c điểm, c&aacute;c đường thẳng, c&aacute;c điểm chi tiết của c&ocirc;ng tr&igrave;nh x&acirc;y dựng tr&ecirc;n đất liền cũng như tr&ecirc;n mặt nước theo đ&uacute;ng thiết kế.</span></span></span><span style="font-size:11.5pt;
font-family:Montserrat;color:#333333"><o:p></o:p></span></p>
',
		'content' => '<h2>
	<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>I. T&igrave;m hiểu về định vị thi c&ocirc;ng c&ocirc;ng tr&igrave;nh&nbsp;</strong></span></span></span></h2>
<br />
<p>
	<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Định vị thi c&ocirc;ng c&ocirc;ng tr&igrave;nh l&agrave; c&ocirc;ng t&aacute;c trắc địa nhằm x&aacute;c định vị tr&iacute; mặt&nbsp;bằng&nbsp;của c&aacute;c điểm, c&aacute;c đường thẳng, c&aacute;c điểm chi tiết của c&ocirc;ng tr&igrave;nh x&acirc;y dựng tr&ecirc;n đất liền cũng như tr&ecirc;n mặt nước theo đ&uacute;ng thiết kế.<br />
	<br />
	Định vị c&ocirc;ng tr&igrave;nh bằng m&aacute;y to&agrave;n đạc c&oacute; thể hiểu l&agrave; thao t&aacute;c sử dụng m&aacute;y to&agrave;n đạc để khảo s&aacute;t, x&aacute;c định vị tr&iacute; tọa độ c&ocirc;ng tr&igrave;nh chi tiết, nhanh ch&oacute;ng v&agrave; ch&iacute;nh x&aacute;c. C&aacute;c kỹ sư sẽ nhập c&aacute;c tham số tr&ecirc;n bản vẽ v&agrave;o m&aacute;y. Sau đ&oacute;, c&aacute;c thuật to&aacute;n của m&aacute;y to&agrave;n đạc sẽ xử l&yacute; những số liệu n&agrave;y. Cuối c&ugrave;ng, m&aacute;y to&agrave;n đạc&nbsp;sẽ khảo s&aacute;t, x&aacute;c định chi tiết v&agrave; x&aacute;c thực những vị tr&iacute; điểm ra thực địa.&nbsp;<br />
	<br />
	Chỉ cần tr&iacute;ch xuất những vị tr&iacute; tọa độ ch&iacute;nh x&aacute;c điểm tr&ecirc;n bản vẽ sang&nbsp;<strong><a href="https://tracdiathanhdat.vn/may-toan-dac-dien-tu">m&aacute;y to&agrave;n đạc điện tử</a> , </strong>&nbsp;m&aacute;y sẽ xử l&yacute; c&aacute;c th&ocirc;ng số n&agrave;y. Sau đ&oacute;, m&aacute;y triển khai vị tr&iacute; những tim trục tr&ecirc;n bản đồ l&ecirc;n thực địa. Nhờ vậy, sẽ định vị được x&aacute;c thực tim trục của nền m&oacute;ng cho những bước thi c&ocirc;ng tiếp theo.</span></span></span></p>
<p style="text-align: center;">
	<br />
	<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="/admin/webroot/upload/image/images/dinh-vi-cong-trinh-bang-may-toan-dac.jpg" style="width: 620px; height: 360px;" /></span></span></span></p>
<h2>
	<br />
	<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>II. Phương ph&aacute;p thực hiện định vị c&ocirc;ng tr&igrave;nh bằng m&aacute;y to&agrave;n đạc điện tử</strong></span></span></span></h2>
<p style="text-align: center;">
	<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">&nbsp; &nbsp; &nbsp;&nbsp;<img alt="" 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" style="height: 411px; width: 620px;" /></span></span></span></p>
<p style="text-align: center;">
	<em><span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">&nbsp; &nbsp; &nbsp;Bản vẽ mặt bằng mộtt nh&agrave; xưởng</span></span></span></em><br />
	&nbsp;</p>
<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Reference Line (Định ᴠị c&ocirc;ng tr&igrave;nh theo đường chuẩn l&agrave; đường thẳng): một đường chuẩn c&oacute; thể được х&aacute;c định bằng c&aacute;ch tham chiếu tới 1 đường thẳng gốc đ&atilde; biết.&nbsp;<br />
<br />
1. X&aacute;c định đường gốc<br />
<br />
Một đường gốc được gắn ᴠới 2 điểm gốc ᴠ&agrave; được х&aacute;c định theo 3 c&aacute;ch: Đo đến điểm gốc; Nhập toạ độ bằng taу; Gọi điểm từ bộ nhớ.<br />
<br />
a) Đo tới điểm gốc. Nhập t&ecirc;n điểm <strong>PtID</strong> ᴠ&agrave; đo bằng ph&iacute;m&nbsp;<br />
b) Với điểm gốc đ&atilde; biết toạ độ t&igrave;m kiếm điểm <strong>PtID</strong> trong bộ nhớ. Nhập toạ độ bằng taу. Hiển thị những điểm ѕẵn trong m&aacute;у.<br />
&nbsp; &nbsp; (1) Điểm gốc trang bị 1&nbsp;<br />
&nbsp; &nbsp; (2) Điểm gốc thứ hai.<br />
&nbsp; &nbsp; (3) Đường gốc.<br />
&nbsp; &nbsp; (4) Đường chuẩn.<br />
<br />
2. Dịch chuуển/Quaу đường gốc<br />
Đường gốc được dịch chuуển ѕong ѕong, chiều dọc, chiều đứng hoặc l&agrave; quaу. Tất cả c&aacute;c kết quả đo ѕau đ&oacute; ѕẽ ảnh hưởng đến đường chuẩn.<br />
&nbsp; &nbsp; <strong>BP</strong>: Điểm gốc.<br />
&nbsp; &nbsp; <strong>BL</strong>: Đường gốc.<br />
&nbsp; &nbsp; <strong>RP</strong>: Điểm chuẩn.<br />
&nbsp; &nbsp; <strong>RL</strong>: Đường chuẩn.<br />
&nbsp; &nbsp; <strong>Off</strong>: Dịch chuуển ѕong ѕong.<br />
&nbsp; &nbsp; <strong>L</strong>: Dịch chuуển theo chiều dọc.<br />
&nbsp; &nbsp; <strong>R</strong>: Th&ocirc;ng ѕố quaу.<br />
<br />
Nhập th&ocirc;ng ѕố: Sử dụng ph&iacute;m n&agrave;у để chuуển con trỏ đến trường th&ocirc;ng ѕố bắt buộc nhập.&nbsp;Ta c&oacute; thể nhập c&aacute;c th&ocirc;ng ѕố như ѕau:<br />
&nbsp; &nbsp; <strong>Offѕet</strong>: Dịch chuуển đường chuẩn ѕong ѕong ᴠề ph&iacute;a b&ecirc;n cần của đường gốc, ᴠ&agrave;o hướng của đường gốc (BP1-BP2).<br />
&nbsp; &nbsp; <strong>Line</strong>: Dịch chuуển đường chuẩn theo chiều dọc t&iacute;nh từ điểm gốc trước ti&ecirc;n theo hướng từ điểm gốc đầu ti&ecirc;n tới điểm gốc vật dụng hai.<br />
&nbsp; &nbsp; <strong>Rotate</strong>: Quaу đường chuẩn theo chiều kim đồng hồ хung quanh điểm gốc.<br />
&nbsp; &nbsp; <strong>Height</strong>: Đường chuẩn cao hơn đường gốc.<br />
&nbsp; &nbsp; <strong>Ref.Hgt:Point1:</strong> Ch&ecirc;nh cao ѕo ᴠới điểm gốc chuẩn nhất.<br />
&nbsp; &nbsp; <strong>Point 2</strong>: Ch&ecirc;nh cao ѕo ᴠới điểm gốc chuẩn hai.<br />
&nbsp; &nbsp; <strong>Interpolated:</strong> Ch&ecirc;nh cao dọc theo đường chuẩn.<br />
&nbsp; &nbsp; <strong>No height</strong>: Ch&ecirc;nh cao kh&ocirc;ng được t&iacute;nh to&aacute;n ᴠ&agrave; hiển thị.<br />
<br />
3. Tiến h&agrave;nh đo hoặc chuуển ѕang chế độ chuуển điểm bề ngo&agrave;i ra thực địa. Tiến h&agrave;nh đo đến điểm đ&iacute;ch. Chuуển ѕang chế độ chuуển điểm bề ngo&agrave;i ra thực địa.<br />
<br />
4. Ứng dụng tương trợ &ldquo;Line&amp;Offѕet&rdquo;:&nbsp;t&iacute;nh to&aacute;n ra ᴠị tr&iacute; của điểm đo ѕo ᴠới đường chuẩn bằng c&aacute;ch hiển thị c&aacute;c lệch dọc trục, lệch ngang, ch&ecirc;nh cao&hellip;<br />
&nbsp;</span></span></span><br />
<p style="box-sizing: border-box; margin-bottom: 1.3em; margin-top: 0px; color: rgb(66, 66, 66); font-family: Roboto, sans-serif; font-size: 15px; text-align: justify;">
	<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Trắc đạc c&ocirc;ng tr&igrave;nh hay đo đạc c&ocirc;ng tr&igrave;nh l&agrave; khảo s&aacute;t v&agrave; khai triển bản vẽ thiết kế của c&ocirc;ng tr&igrave;nh ra thực địa, d&ugrave;ng cho thi c&ocirc;ng v&agrave; gi&aacute;m s&aacute;t x&acirc;y dựng c&ocirc;ng tr&igrave;nh đ&uacute;ng bản vẽ thiết kế. Quan trắc dịch chuyển của c&ocirc;ng tr&igrave;nh ra thực địa, chuy&ecirc;n dụng cho thi c&ocirc;ng v&agrave; gi&aacute;m s&aacute;t x&acirc;y dựng c&ocirc;ng tr&igrave;nh đ&uacute;ng bản vẽ thiết kế. C&ocirc;ng cụ đo bằng những mẫu m&aacute;y đo đạc như m&aacute;y kinh vĩ, m&aacute;y thủy b&igrave;nh,m&aacute;y đo khoảng c&aacute;ch laser, m&aacute;y to&agrave;n đạc điện tử&nbsp;&hellip;&nbsp;</span></span></span></p>
<p style="box-sizing: border-box; margin-bottom: 1.3em; margin-top: 0px; color: rgb(66, 66, 66); font-family: Roboto, sans-serif; font-size: 15px; text-align: justify;">
	<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Nhiệm vụ chủ đạo của c&ocirc;ng t&aacute;c trắc địa trong x&acirc;y dựng l&agrave; đảm bảo cho c&ocirc;ng tr&igrave;nh được x&acirc;y dựng đ&uacute;ng k&iacute;ch thước h&igrave;nh học v&agrave; đ&uacute;ng vị tr&iacute; thiết kế. Chỉ khi hai y&ecirc;u cầu n&agrave;y được đ&aacute;p ứng th&igrave; c&ocirc;ng tr&igrave;nh mới mang thể vận h&agrave;nh an to&agrave;n.&nbsp;</span></span></span></p>
<h2 style="box-sizing: border-box; margin-bottom: 1.3em; margin-top: 0px; color: rgb(66, 66, 66); font-family: Roboto, sans-serif; font-size: 15px; text-align: justify;">
	<span style="font-weight: var(--h2_typography-font-weight); font-family: tahoma, geneva, sans-serif; font-size: 14px; color: rgb(0, 0, 0);">III. Những thiết bị được sử dụng trong định vị thi c&ocirc;ng c&ocirc;ng tr&igrave;nh</span></h2>
<ul style="box-sizing: border-box; color: rgb(73, 73, 73); font-family: &quot;Open Sans&quot;, Arial, Helvetica, sans-serif; font-size: 15px;">
	<li style="box-sizing: border-box;">
		<span style="color:#ff0000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><a href="https://tracdiathanhdat.vn/may-thuy-binh-tu-dong"><strong>M&aacute;y thủy b&igrave;nh tự động, m&aacute;y thủy b&igrave;nh điện tử</strong></a></span></span></span><span style="color:#000080;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">:</span></span></span><span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"> X&aacute;c định cao độ, dẫn mốc cao độ, đo ch&ecirc;nh cao, quan trắc l&uacute;n&hellip;</span></span></span></li>
</ul>
<ul style="box-sizing: border-box; color: rgb(73, 73, 73); font-family: &quot;Open Sans&quot;, Arial, Helvetica, sans-serif; font-size: 15px;">
	<li style="box-sizing: border-box;">
		<span style="color:#000080;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="box-sizing: border-box; font-weight: bolder;"><a href="https://tracdiathanhdat.vn/may-toan-dac-dien-tu">M&aacute;y to&agrave;n đạc điện tử</a></span></span></span></span><span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="box-sizing: border-box; font-weight: bolder;">:</span>&nbsp;Bố tr&iacute; tr&iacute; tọa độ thiết kế ra thực địa; t&iacute;nh to&aacute;n khoảng c&aacute;ch ngang, đứng, g&oacute;c phương vị của đường, tọa độ điểm, diện t&iacute;ch v&agrave; bố tr&iacute; đường thẳng, đường cong; dẫn lưới lập mốc đường chuyền&hellip;</span></span></span></li>
</ul>
<ul style="box-sizing: border-box; color: rgb(73, 73, 73); font-family: &quot;Open Sans&quot;, Arial, Helvetica, sans-serif; font-size: 15px;">
	<li style="box-sizing: border-box;">
		<span style="color:#000080;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="box-sizing: border-box; font-weight: bolder;"><a href="https://tracdiathanhdat.vn/may-dinh-vi-ve-tinh-gps-2-tan-so-rtk">M&aacute;y định vị GNSS</a></span></span></span></span><span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="box-sizing: border-box; font-weight: bolder;">:</span>&nbsp;Khảo s&aacute;t th&agrave;nh lập lưới khống chế tọa độ; bố tr&iacute; điểm phục vụ cho c&ocirc;ng t&aacute;c chuyển điểm thiết kế ra thực địa; giao hội, bố tr&iacute; đường cong, t&iacute;nh diện t&iacute;ch&hellip;</span></span></span></li>
</ul>
<p style="box-sizing: border-box; margin-bottom: 1.3em; margin-top: 0px; color: rgb(66, 66, 66); font-family: Roboto, sans-serif; font-size: 15px; text-align: center;">
	<span style="color:#000000;"><img alt="" src="/admin/webroot/upload/image/images/Banner (665 × 295 px) (31).png" style="width: 665px; height: 295px;" /></span></p>
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		'title_seo' => 'tin tức trắc địa, cập nhật xu hướng đo đạc mới, công nghệ đo đạc, thiết bị đo đạc hiện đại, mẹo kỹ thuật trắc địa, sai số đo đạc, hệ tọa độ VN-2000, GNSS, RTK, GPS trắc địa, phần mềm trắc địa, phần mềm GIS, SurPad, LandStar, Magnet Field, Leica Captivate, Trimble Access',
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	'id' => '1',
	'name' => 'Công ty CP Công nghệ và Thương mại Thành Đạt',
	'title' => 'Chuyên phân phối máy đo đạc, trắc địa: Máy GPS RTK, máy thủy bình, máy toàn đạc, máy scanner, UAV chính hãng (LEICA, TOPCON, NIKON, TRIMPLE, SOKKIA, DJI, PENTAX, GARMIN,...)',
	'address_eng' => '',
	'address' => '<p>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong><u>Văn ph&ograve;ng</u></strong></span></span><span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">: Số 157&nbsp;Đặng Văn Ngữ, Phường Kim Li&ecirc;n, H&agrave; Nội</span></span></p>
<p>
	<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">MST:<strong><a href="javascript: void(0)" style="font-size:11px;"><span style="color:#ffffff;"> 0103764857 </span></a></strong>do Sở KHĐT TP. H&agrave; Nội cấp ng&agrave;y 28-04-2009<br />
	Điện thoại:&nbsp;<a href="javascript: void(0)" style="font-family: tahoma, geneva, sans-serif;font-size:11px;"><span style="color: rgb(255, 255, 255);"><strong style="font-family: arial, helvetica, sans-serif;">(</strong><strong style="font-family: arial, helvetica, sans-serif;">024) 3776 4930</strong></span></a></span></span></p>
<div>
	<p>
		<strong style="font-size: 14px; font-family: tahoma, geneva, sans-serif;"><u>Cửa h&agrave;ng</u></strong><span style="font-size: 14px; font-family: tahoma, geneva, sans-serif;">:</span></p>
</div>
<p>
	<span style="font-family: tahoma, geneva, sans-serif;">- <span style="font-size:12px;">Số <strong><span style="font-size:14px;">145 </span></strong></span></span><span style="font-size:12px;"><span style="font-family: tahoma, geneva, sans-serif;">L&aacute;ng Hạ, Phường L&aacute;ng Hạ, H&agrave; Nội</span></span></p>
<p>
	<span style="font-size:12px;"><span style="font-family: tahoma, geneva, sans-serif;">- Số 5/161 Nguyễn Tu&acirc;n, Phường Thanh Xu&acirc;n, H&agrave; Nội</span></span><br />
	<br />
	&nbsp;</p>
',
	'contactinfo_eng' => '',
	'taikhoan' => '<strong><span style="color:#04529a;">Số T&agrave;i&nbsp; khoản c&aacute;c ng&acirc;n h&agrave;ng của c&ocirc;ng ty T&acirc;n &Aacute;</span></strong><br />
<br />
1. 13022-0506-5430 - Nguyễn Văn Hiệu - Agribank - CN Trung Y&ecirc;n, HN<br />
2. 0011-00404-0367 - Nguyễn Văn Hiệu - Vietcombank - CN Sở Giao dịch, HN<br />
3. 711A-6202-9713 - Nguyễn Văn Hiệu - Vietinbank - CN Thanh Xu&acirc;n, HN<br />
4. 190-256-018-210-13 - Nguyễn Văn Hiệu - Techcombank, H&agrave; Nội<br />
5. 1231-0000-368-767 - Nguyễn Văn Hiệu - BIDV CN Quang Trung, H&agrave; Nội',
	'contactinfo' => '<div dir="rtl" style="text-align: left;">
	<u style="font-family: tahoma, geneva, sans-serif; font-size: 14px;"><strong>Văn Ph&ograve;ng</strong></u></div>
<div style="">
	<br />
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Địa chỉ:&nbsp; Số 157 Đặng Văn Ngữ, Phường Kim Li&ecirc;n, H&agrave; Nội, Việt Nam<br />
	Tel:&nbsp; &nbsp; &nbsp; &nbsp; (024) 3776 4930 &nbsp; &nbsp;<br />
	Fax:&nbsp; &nbsp; &nbsp; &nbsp;(024) 3776 5908<br />
	Email:&nbsp; &nbsp; thanhdatsurvey.JSC@gmail.com/ tracdiathanhdat@gmail.com<br />
	Hotline:&nbsp; <strong>0913 051 734</strong><br />
	<br />
	<strong><u>C</u></strong><strong><u>ửa h&agrave;ng</u></strong></span></span><br />
	<br />
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">- Số 145 L&aacute;ng Hạ, Phường L&aacute;ng Hạ, H&agrave; Nội</span></span><br />
	<img alt="" src="data:image/png;base64,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" style="height: 12px; width: 16px;" /><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">&nbsp;<strong>0942 288 388</strong></span><br />
	&nbsp;</div>
<div style="">
	<span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">- Số 5/161 Nguyễn Tu&acirc;n, Phường Thanh Xu&acirc;n, H&agrave; Nội</span></div>
<div style="">
	<img alt="" src="data:image/png;base64,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" style="height: 12px; width: 16px;" /><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">&nbsp;<strong>0949 322 456</strong></span></div>
<div style="">
	<br />
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong><u>VPĐD tại Tp. Hồ Ch&iacute; Minh</u></strong><br />
	<br />
	- 1/56 Nguyễn Th&aacute;i Sơn, Phường Hạnh Th&ocirc;ng, Hồ Ch&iacute; Minh</span></span><br />
	<img alt="" src="data:image/png;base64,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" style="height: 12px; width: 16px;" /><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">&nbsp;<strong>0904 925 936</strong></span></div>
',
	'telephone' => '01659 014592',
	'hotline' => '0913051734',
	'email' => 'tracdiathanhdat@yahoo.com',
	'url' => '',
	'meta_key' => 'Leica Geosystems, Máy RTK, máy định vị GPS, GNSS, vngeonet, máy laser, thước đo, Yamayo, máy toàn đạc điện tử, máy toàn đạc robotic, máy toàn đạc tự động, Leica, Sokkia, Nikon, Trimple, Nikon, Spectra, Topcon, ống nhòm, máy bộ đàm, thước đo Yamayo, Máy toàn đạc điện tử, Máy toàn đạc Leica, Máy toàn đạc Sokkia, máy toàn đạc Nikon, Máy toàn đạc Geomax,	Máy toàn đạc Topcon, Máy toàn đạc Trimble, Máy thủy bình tự động, Máy thủy bình leica, Máy thủy bình sokkia, Máy thủy bình Nikon, Máy thủy bình Topcon, Máy thủy bình pentax, Máy thủy bình điện tử, Máy cân bằng laser, Máy kinh vĩ nikon, Máy kinh vĩ Topcon, Máy kinh vĩ sokkia, Máy kinh vĩ geomax, Máy cân bằng laser sabaru, Máy cân bằng laser sincon, Máy cân bằng laser fukuda, Máy cân bằng laser acuza, Máy đo khoảng cách laser leica, Máy đo khoảng cách laser sincon, Máy đo khoảng cách laser bosch, Máy định vị gps 2 tần, Máy định vị gps cầm tay, Máy đo sâu, Máy bộ đàm, Phụ kiện trắc địa, Máy định vị GPS RTK GNSS, Máy định vị GPS RTK Trimble, Máy định vị GPS RTK Sokkia, Máy định vị GPS RTK Sanding, Máy định vị GPS RTK CHC, Máy định vị GPS RTK Comnav, Máy định vị GPS RTK Efix, Máy định vị GPS RTK FOIF, Máy định vị GPS RTK Geomax, Máy định vị GPS RTK Topcon, Máy định vị GPS RTK Nikon, Máy định vị GPS RTK South, Máy định vị GPS RTK Ruide, Máy định vị GPS RTK Kolida, Máy định vị GPS RTK Leica, máy định vị điểm, đo đạc, khảo sát, bản đồ, RINEX, CORS, ',
	'meta_des' => 'Chuyên cung cấp máy định vị vệ tinh GNSS RTK, máy thủy bình, máy toàn đạc, máy laser, máy GPS cầm tay, UAV, ống nhòm (LEICA, TOPCON, NIKON, TRIMPLE, SOKKIA, DJI, PENTAX, GARMIN,...). Uy tín, chất lượng, giá tốt hàng đầu tại Việt Nam!',
	'created' => '2012-06-05',
	'modified' => '1769758152',
	'youtube' => 'http://youtube.com',
	'twitter' => 'https://twitter.com/',
	'myspace' => 'https://myspace.com/',
	'facebook' => 'https://www.facebook.com/thanhdatsurvey.jsc/',
	'email2' => 'duycuong7640',
	'skype' => 'hothihuyen.hn',
	'yahoo' => 'duycuong7640',
	'yahoo1' => 'duycuong7640',
	'content' => 'Thanks for your interest in Vn Discoverytours. For a fast response, please submit this basic Quick Enquiry form below by clicking &ldquo;Submit&rdquo;, and we&rsquo;ll get back to you by e-mail within 12 to 24 hours (in working days). For urgent booking, call us at +84 974 839 873',
	'video' => '<iframe width="1280" height="720" src="https://www.youtube.com/embed/mR4kOuAkEtY" title="YouTube video player" frameborder="0" allow="accelerometer; autoplay; clipboard-write; encrypted-media; gyroscope; picture-in-picture" allowfullscreen></iframe>',
	'slogan' => 'trung tâm sửa chữa và bảo hành máy giặt electrolux',
	'slogan_eng' => '',
	'printer' => '',
	'googleplus' => '',
	'bando' => '<p>
	<iframe allowfullscreen="" frameborder="0" height="410" src="https://www.google.com/maps/embed?pb=!1m18!1m12!1m3!1d1680.2372398112452!2d105.81212934716025!3d21.01437303922492!2m3!1f0!2f0!3f0!3m2!1i1024!2i768!4f13.1!3m3!1m2!1s0x3135ab63b645b665%3A0xa6797ac6008687bf!2zQ-G7rWEgSMOgbmcgVHLhuq9jIMSQ4buLYQ!5e0!3m2!1svi!2s!4v1449908805279" style="border:0" width="600"></iframe></p>
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	'gioithieu' => '<p style="text-align: center;">
	<img alt="" src="/admin/webroot/upload/image/images/gioithieu.png" /></p>
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	'thongtincongty' => 'Sửa máy lạnh tại nhà
Sửa máy lạnh tại HCM
Sửa tủ lạnh
Bơm ga máy lạnh ',
	'trogiupkh' => 'Tai nghe Iphone
Sua may tinh tai nha
Máy Ozone Z755',
	'dichvuft' => 'Sửa máy lạnh
Bảo dưỡng máy lạnh
Vệ sinh máy lạnh
Lắp đặt máy lạnh',
	'bb' => '',
	'zing' => '',
	'hotline2' => '0912 35 65 75',
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	'theh1' => 'thanhdatsurvey.JSC',
	'hanoi' => '<div>
	<strong>C&Ocirc;NG TY CỔ PHẦN THƯƠNG MẠI HMH VIỆT NAM</strong></div>
<div>
	<strong>Địa chỉ</strong> &nbsp;: Số 51 - Trần Duy Hưng, Trung H&ograve;a, Cầu Giấy, H&agrave; Nội</div>
<div>
	<strong>Điện thoại </strong>: (04) 3641.7498 - <strong>Fax</strong>: (04) 3543.0479</div>
<div>
	<strong>Email </strong>: info@ifes.vn</div>
',
	'tphcm' => '<div>
	<strong>C&Ocirc;NG TY CỔ PHẦN THƯƠNG MẠI HMH VIỆT NAM</strong></div>
<div>
	<strong>Địa chỉ</strong>&nbsp;&nbsp;: Số 51 - Trần Duy Hưng, Trung H&ograve;a, Cầu Giấy, H&agrave; Nội</div>
<div>
	<strong>Điện thoại&nbsp;</strong>: (04) 3641.7498 -&nbsp;<strong>Fax</strong>: (04) 3543.0479</div>
<div>
	<strong>Email&nbsp;</strong>: info@ifes.vn</div>
',
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	'bandohaiphong' => '<iframe frameborder="0" height="450" src="https://www.google.com/maps/embed?pb=!1m14!1m8!1m3!1d3724.958946511035!2d105.8172709!3d20.9942827!3m2!1i1024!2i768!4f13.1!3m3!1m2!1s0x3135ac91e206c757%3A0xf0f7a088bc4c72a2!2zMTg2IEtoxrDGoW5nIFRydW5nLCBUaGFuaCBYdcOibiwgSMOgIE7hu5lpLCBWaeG7h3QgTmFt!5e0!3m2!1svi!2s!4v1419913280809" style="border:0" width="600"></iframe>',
	'gt' => '<p style="text-align: justify;">
	<span style="font-size:12px;"><span style="font-family:tahoma,geneva,sans-serif;">L&agrave; c&ocirc;ng ty chuy&ecirc;n nhập khẩu,&nbsp;cung cấp v&agrave; chuyển giao c&ocirc;ng nghệ c&aacute;c loại m&aacute;y đo đạc,&nbsp;trắc địa phục vụ khảo s&aacute;t thiết kế, x&acirc;y dựng v&agrave; đo vẽ bản đồ của c&aacute;c h&atilde;ng nổi tiếng tr&ecirc;n thế giới như: LEICA, TOPCON, NIKON, PENTAX, SOKKIA, GLUNZ, TRIMPLE, SPECTRA, GEOMAX, GARMIN..., ch&uacute;ng t&ocirc;i cam kết mang tới cho kh&aacute;ch h&agrave;ng những sản phẩm ch&iacute;nh h&atilde;ng chất lượng tốt nhất, gi&aacute; cả hợp l&yacute;, hỗ trợ tư vấn, chuyển giao c&ocirc;ng nghệ miễn ph&iacute;, dịch vụ chăm s&oacute;c kh&aacute;ch h&agrave;ng tận t&acirc;m 24/7!&nbsp; </span><br />
	<br />
	<span style="font-family: tahoma, geneva, sans-serif;">Với hơn 20 năm kinh nghiệm c&ugrave;ng</span>&nbsp;<span style="font-family: tahoma, geneva, sans-serif;">đội ngũ nh&acirc;n vi&ecirc;n, kỹ thuật vi&ecirc;n năng động, c&oacute; tr&igrave;nh độ cao ch&uacute;ng t&ocirc;i&nbsp;tự h&agrave;o v&agrave; tin tưởng Qu&yacute; kh&aacute;ch h&agrave;ng sẽ h&agrave;i l&ograve;ng khi sử dụng c&aacute;c sản phẩm v&agrave; dịch vụ do ch&uacute;ng t&ocirc;i cung cấp!</span></span><br />
	&nbsp;</p>
<div style="text-align: justify;">
	<span style="color:#ff9966;"><span style="font-family:comic sans ms,cursive;"><span style="font-size:14px;"><strong style="font-family: tahoma, geneva, sans-serif;">Hỗ trợ 24/7:</strong>&nbsp;<strong>0942 288 388/</strong></span><span style="font-size: 14px;"><strong>0949 322 456</strong>&nbsp;(Zalo)&nbsp;</span></span></span></div>
',
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			'name' => 'Hướng dẫn mua hàng',
			'code' => null,
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			'cat_id' => '4',
			'price' => '0',
			'type' => 'new',
			'shortdes' => '',
			'content' => '<p>
	<span style="color:#000000;"><b><span style="font-size: 10.5pt; line-height: 107%; font-family: Verdana, sans-serif;">Cảm ơn Qu&yacute; kh&aacute;ch đ&atilde; tin tưởng lựa chọn sản phẩm v&agrave; dịch vụ vủa ch&uacute;ng t&ocirc;i!</span></b><br />
	<span style="font-size: 10.5pt; line-height: 107%; font-family: Tahoma, sans-serif;"> </span></span><span style="font-size: 10.5pt; line-height: 107%; font-family: Tahoma, sans-serif;"><!--[if !supportLineBreakNewLine]--><!--[endif]--></span></p>
<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="line-height: 107%;"><!--[if !supportLineBreakNewLine]--><!--[endif]--></span></span></span>
<p>
	<br />
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="color:#000000;">Qu&yacute; kh&aacute;ch c&oacute; thể mua h&agrave;ng theo những c&aacute;ch sau:</span></span></span><br />
	&nbsp;</p>
<p>
	<span style="color: rgb(0, 0, 0); font-size: 14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>1. C&aacute;ch 1: </strong>Đặt h&agrave;ng trực tiếp tại mục ĐẶT H&Agrave;NG (Th&ecirc;m v&agrave;o giỏ h&agrave;ng) tr&ecirc;n website:&nbsp;</span></span><span style="font-size: 14px;"><span style="font-family:tahoma,geneva,sans-serif;"><a href="https://maytracdiasaoviet.vn/" target="_blank"><span style="color:#000000;">https://tracdiathanhdat.vn/</span></a></span></span><span style="color: rgb(0, 0, 0); font-size: 14px;"><span style="font-family:tahoma,geneva,sans-serif;">.</span></span></p>
<p>
	<br />
	<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Ngay&nbsp;sau khi tiếp nhận th&ocirc;ng tin đặt h&agrave;ng, nh&acirc;n vi&ecirc;n kinh doanh c&ocirc;ng ty sẽ gọi điện cho qu&yacute; kh&aacute;ch để x&aacute;c nhận đơn h&agrave;ng v&agrave; tiến h&agrave;nh giao h&agrave;ng cho qu&yacute; kh&aacute;ch ngay trong ng&agrave;y.</span></span></span></p>
<br />
<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>2. C&aacute;ch 2: </strong>Đặt h&agrave;ng trực tiếp qua số hotline của c&ocirc;ng ty&nbsp;<br />
<br />
&ndash; Tại trụ sở H&agrave; Nội:&nbsp;<strong>0913 051 734&nbsp;</strong></span></span></span><span style="color: rgb(0, 0, 0); font-family: tahoma, geneva, sans-serif; font-size: 14px;">(Zalo/Call)</span><br />
<br />
<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">&ndash; Tại VPGD Hồ Ch&iacute; Minh:<strong>&nbsp;0904 925 936&nbsp;</strong></span></span></span><span style="color: rgb(0, 0, 0); font-family: tahoma, geneva, sans-serif; font-size: 14px;">(Zalo/Call)</span><br />
<br />
<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>3. C&aacute;ch 3:&nbsp;</strong>Qu&yacute; kh&aacute;ch mua h&agrave;ng trực tiếp tại địa chỉ sau:<br />
<br />
<strong>C&Ocirc;NG TY CP C&Ocirc;NG NGHỆ V&Agrave; THƯƠNG MẠI TH&Agrave;NH ĐẠT</strong></span></span></span><br />
<div style="margin: 0px; padding: 0px; color: rgb(0, 0, 0); font-family: arial; font-size: 13px; text-align: justify;">
	<br style="margin: 0px; padding: 0px;" />
	<span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">- 145 L&aacute;ng Hạ, Đống Đa, H&agrave; Nội</span><br />
	<br />
	<span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">- 5/161 Nguyễn Tu&acirc;n, Thanh Xu&acirc;n, H&agrave; Nội</span></div>
<div style="margin: 0px; padding: 0px; color: rgb(0, 0, 0); font-family: arial; font-size: 13px; text-align: justify;">
	&nbsp;</div>
<div style="margin: 0px; padding: 0px; color: rgb(0, 0, 0); font-family: arial; font-size: 13px; text-align: justify;">
	<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="margin: 0px; padding: 0px;"><span style="margin: 0px; padding: 0px;">- 1/56 Nguyễn Th&aacute;i Sơn, Phường 3, Quận G&ograve; Vấp, Hồ Ch&iacute; Minh</span></span><br style="margin: 0px; padding: 0px;" />
	<br />
	Rất mong được hợp t&aacute;c với Qu&yacute; kh&aacute;ch h&agrave;ng tr&ecirc;n cả nước.<br />
	<br />
	Tr&acirc;n trọng!</span></span></span></div>
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			'cat_id' => '4',
			'price' => '0',
			'type' => 'new',
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			'content' => '<p style="margin: 0px 0px 1.3em; padding: 0px; text-align: justify; box-sizing: border-box; color: rgb(66, 66, 66); font-family: Roboto, sans-serif; font-size: 16px;">
	<span style="color:#000000;"><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif; font-size: 14px;"><b><span style="font-size: 10.5pt; line-height: 107%; font-family: Verdana, sans-serif;">Cảm ơn Qu&yacute; kh&aacute;ch đ&atilde; tin tưởng lựa chọn sản phẩm v&agrave; dịch vụ vủa ch&uacute;ng t&ocirc;i!</span></b><br />
	<br />
	<span style="font-size: 10.5pt; line-height: 107%; font-family: Tahoma, sans-serif;"> <!--[if !supportLineBreakNewLine]--><!--[endif]--></span>&nbsp;</span><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif; font-size: 14px;">Ch&uacute;ng t&ocirc;i c</span><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">hấp nhận c&aacute;c h&igrave;nh thức thanh to&aacute;n bằng tiền mặt, chuyển khoản theo đ&uacute;ng quy định ph&aacute;p luật.&nbsp;</span></span></p>
<p style="margin: 0px 0px 1.3em; padding: 0px; box-sizing: border-box; color: rgb(66, 66, 66); font-family: Roboto, sans-serif; font-size: 16px;">
	<img alt="" src="/admin/webroot/upload/image/images/Thiết kế chưa có tên (22).png" style="width: 320px; height: 183px;" /></p>
<p style="margin: 0px 0px 1.3em; padding: 0px; text-align: justify; box-sizing: border-box; color: rgb(66, 66, 66); font-family: Roboto, sans-serif; font-size: 16px;">
	<span style="color:#000000;"><span style="margin: 0px; padding: 0px; font-size: 14px;"><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;">Qu&yacute; kh&aacute;ch c&oacute; thể chọn c&aacute;c phương thức thanh to&aacute;n sau đ&acirc;y:</span></span><br />
	<br />
	<strong><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">I. Thanh to&aacute;n trực tiếp tại cửa h&agrave;ng<br />
	<br />
	II. Thanh to&aacute;n qua h&igrave;nh thức chuyển khoản</span></strong><br />
	<br />
	<span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">Th&ocirc;ng tin t&agrave;i khoản:</span></span></p>
<p style="margin: 0px 0px 1.3em; padding: 0px; box-sizing: border-box; color: rgb(66, 66, 66); font-family: Roboto, sans-serif; font-size: 16px;">
	<strong style="color: rgb(0, 0, 0); margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif; font-size: 14px; text-align: justify;"><em>Chủ t&agrave;i khoản</em>: C&Ocirc;NG TY CP C&Ocirc;NG NGHỆ V&Agrave; THƯƠNG MẠI TH&Agrave;NH ĐẠT</strong></p>
<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><em style="margin: 0px; padding: 0px;"><strong>Số t&agrave;i khoản</strong></em><em style="margin: 0px; padding: 0px;">: <strong>0611001648635</strong> tại Ng&acirc;n h&agrave;ng TMCP Ngoại thương Việt Nam, chi nh&aacute;nh Ba Đ&igrave;nh<br />
<br />
<strong>Nội dung chuyển khoản</strong>: T&ecirc;n c&ocirc;ng ty - Th&ocirc;ng tin sản phẩm đ&atilde; mua &ndash; Số điện thoại người chuyển tiền</em></span></span></span><br />
<br />
<p style="margin: 0px 0px 1.3em; padding: 0px; text-align: justify; box-sizing: border-box; color: rgb(66, 66, 66); font-family: Roboto, sans-serif; font-size: 16px;">
	<span style="color:#000000;"><span style="margin: 0px; padding: 0px; font-size: 14px;"><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;">Sau khi chuyển khoản h&atilde;y th&ocirc;ng b&aacute;o lại cho ch&uacute;ng t&ocirc;i để ch&uacute;ng t&ocirc;i kiểm tra v&agrave; x&aacute;c nhận lại cho Qu&yacute; kh&aacute;ch.</span></span><br />
	<br />
	<strong><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">III. Thanh to&aacute;n khi nh&acirc;n vi&ecirc;n đến giao nhận h&agrave;ng</span></strong></span></p>
<p style="margin: 0px 0px 1.3em; padding: 0px; text-align: justify; box-sizing: border-box; color: rgb(66, 66, 66);">
	<span style="color:#000000;"><font face="tahoma, geneva, sans-serif"><span style="font-size: 14px;">Qu&yacute; kh&aacute;ch h&agrave;ng thanh to&aacute;n trực tiếp bằng tiền mặt cho nh&acirc;n vi&ecirc;n giao h&agrave;ng của ch&uacute;ng t&ocirc;i ngay khi kiểm tra v&agrave; nhận h&agrave;ng.<br />
	<br />
	Mọi phản hồi v&agrave; thắc mắc về việc thanh to&aacute;n, Qu&yacute; kh&aacute;ch li&ecirc;n hệ <strong>0942 288 388</strong>&nbsp;để được tư vấn.</span></font><br />
	<br />
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tr&acirc;n trọng!</span></span></span></p>
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			'title_seo' => 'Trắc địa Thành Đạt - nơi cung cấp các loại máy móc ngành đo đạc',
			'meta_key' => 'Máy toàn đạc, máy thủy chuẩn, máy kinh vĩ, máy laser, máy GPS, máy RTK,...',
			'meta_des' => 'Trắc địa Thành Đạt chuyên cung cấp các máy toàn đạc, máy GNSS RTK, máy thủy bình, UAV, máy kinh vĩ, phụ kiện trắc địathiết bị máy trắc địa chất lượng cao, giá tốt nhất, hỗ trợ tư vấn 24/7, chuyển giao công nghệ tận chân công trình!',
			'created' => '2015-12-02',
			'modified' => '2025-10-29',
			'slug' => 'chinh-sach-ban-hang-1',
			'cate' => '4',
			'link' => 'dich-vu',
			'name_eng' => 'Sales Policy',
			'name_tq' => '',
			'type' => 'new',
			'hot' => '0',
			'content' => '',
			'display' => '0',
			'content_eng' => null
		)
	),
	(int) 2 => array(
		'Post' => array(
			'id' => '587',
			'name' => 'Chính sách vận chuyển',
			'code' => null,
			'alias' => 'chinh-sach-van-chuyen',
			'cat_id' => '4',
			'price' => '0',
			'type' => 'new',
			'shortdes' => '',
			'content' => '<div>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong><span style="font-family:verdana,geneva,sans-serif;">Cảm ơn Qu&yacute; kh&aacute;ch đ&atilde; tin tưởng lựa chọn sản phẩm v&agrave; dịch vụ vủa ch&uacute;ng t&ocirc;i!</span></strong><br />
	<br />
	Ch&uacute;ng t&ocirc;i hỗ trợ giao h&agrave;ng to&agrave;n quốc cho Qu&yacute; kh&aacute;ch mua h&agrave;ng tại hệ thống cửa h&agrave;ng của ch&uacute;ng t&ocirc;i.</span></span><br />
	&nbsp;</div>
<div>
	<p style="margin: 0in 0in 7.5pt; padding: 0px; color: rgb(51, 51, 51); font-family: arial; font-size: 13px; text-align: justify; background-image: initial; background-position: initial; background-size: initial; background-repeat: initial; background-attachment: initial; background-origin: initial; background-clip: initial;">
		<span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;"><span style="margin: 0px; padding: 0px; font-size: 14px;">Sau khi nhận được th&ocirc;ng tin đặt h&agrave;ng ch&uacute;ng t&ocirc;i sẽ lập tức xử l&yacute; đơn h&agrave;ng v&agrave; phản hồi lại th&ocirc;ng tin cho kh&aacute;ch h&agrave;ng về việc thanh to&aacute;n v&agrave; giao nhận.<br />
		<br />
		<strong>&gt; Thời gian giao h&agrave;ng&nbsp;</strong><br />
		<br />
		- Trong v&ograve;ng 24 giờ&nbsp;nếu địa điểm giao h&agrave;ng&nbsp;<b style="color: rgb(74, 74, 74); box-sizing: border-box;">&le; 20 km</b>&nbsp;t&iacute;nh từ cửa h&agrave;ng của ch&uacute;ng t&ocirc;i.</span></span></p>
	<p style="margin-top: 0in; background-image: initial; background-position: initial; background-size: initial; background-repeat: initial; background-attachment: initial; background-origin: initial; background-clip: initial; box-sizing: border-box; margin-bottom: 1rem;">
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">-&nbsp;Trong v&ograve;ng 1-2 ng&agrave;y&nbsp;nếu địa điểm giao h&agrave;ng nằm trong phạm vi&nbsp;<b style="box-sizing: border-box">50 - 100 km</b>&nbsp;</span></span><span style="font-family: Arial, sans-serif;"><o:p></o:p></span><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">t&iacute;nh từ cửa h&agrave;ng của ch&uacute;ng t&ocirc;i.<br />
		<br />
		-&nbsp;Trong v&ograve;ng 3-5 ng&agrave;y</span></span><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">&nbsp;nếu địa điểm giao h&agrave;ng từ <strong>20</strong></span><b style="font-family: tahoma, geneva, sans-serif; font-size: 14px; box-sizing: border-box;">0 km</b><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">&nbsp;trở l&ecirc;n&nbsp;</span><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">t&iacute;nh từ cửa h&agrave;ng của ch&uacute;ng t&ocirc;i.</span></p>
	<p style="margin-top: 0in; background-image: initial; background-position: initial; background-size: initial; background-repeat: initial; background-attachment: initial; background-origin: initial; background-clip: initial; box-sizing: border-box; margin-bottom: 1rem;">
		<span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">Trước khi vận chuyển, bộ phận giao nhận sẽ li&ecirc;n lạc với Qu&yacute; kh&aacute;ch h&agrave;ng để x&aacute;c nhận khoảng thời gian v&agrave; địa điểm giao h&agrave;ng cụ thể.</span></p>
	<p style="margin-top: 0in; background-image: initial; background-position: initial; background-size: initial; background-repeat: initial; background-attachment: initial; background-origin: initial; background-clip: initial; box-sizing: border-box; margin-bottom: 1rem;">
		<strong style="font-family: tahoma, geneva, sans-serif; font-size: 14px; text-align: justify;">&gt; Ph&iacute; vận chuyển</strong><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px; text-align: justify;"> sẽ được t&iacute;nh theo từng gi&aacute; trị đơn h&agrave;ng v&agrave; được thoả thuận giữa hai b&ecirc;n ngay trước khi giao h&agrave;ng.&nbsp;</span></p>
	<p style="margin: 0in 0in 7.5pt; padding: 0px; color: rgb(51, 51, 51); font-family: arial; font-size: 13px; text-align: justify; background-image: initial; background-position: initial; background-size: initial; background-repeat: initial; background-attachment: initial; background-origin: initial; background-clip: initial;">
		<span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;"><span style="margin: 0px; padding: 0px; font-size: 14px;"><span style="margin: 0px; padding: 0px;">Mọi thắc mắc li&ecirc;n quan đến việc giao h&agrave;ng, Qu&yacute; kh&aacute;ch h&agrave;ng li&ecirc;n hệ số điện thoại&nbsp;<strong>0942 288 388</strong>&nbsp;để được giải đ&aacute;p v&agrave; giải quyết kịp thời.<br />
		<br />
		Tr&acirc;n trọng!</span></span></span></p>
</div>
',
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			'hot' => '1',
			'saleoff' => null,
			'title_seo' => 'Trắc địa Thành Đạt',
			'meta_key' => 'Chuyên cung cấp máy định vị vệ tinh GPS RTK, máy thủy bình, máy toàn đạc điện tử, UAV, ống nhòm, máy định vị GPS cầm tay, ... chính hãng, uy tín, giá tốt hàng đầu tại Việt Nam! Hotline: 0913051734!',
			'meta_des' => 'Chuyên cung cấp máy định vị vệ tinh GPS RTK, máy thủy bình, máy toàn đạc điện tử, UAV, ống nhòm, máy định vị GPS cầm tay, ... chính hãng, uy tín, giá tốt hàng đầu tại Việt Nam! Hotline: 0913051734!',
			'created' => '2021-04-07',
			'modified' => '2026-02-01',
			'status' => '1',
			'view' => '3322',
			'slug' => 'chinh-sach-van-chuyen',
			'name_eng' => '',
			'shortdes_eng' => '',
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			'namdi' => null,
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			'thoigiandi_eng' => null,
			'videoyou' => null,
			'nt' => null,
			'duration' => null,
			'duration_eng' => null,
			'twodaypro' => null,
			'twodaypro_eng' => null,
			'threedaypro' => null,
			'threedaypro_eng' => null,
			'photo' => null,
			'lft' => '141',
			'rght' => '142',
			'vat' => null,
			'hangsx' => null,
			'baohanh' => null,
			'tinhtrang' => '1',
			'tailieu' => null,
			'tag' => null
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		'Catproduct' => array(
			'id' => '4',
			'name' => 'Chính sách bán hàng',
			'parent_id' => null,
			'alias' => 'chinh-sach-ban-hang',
			'images' => '',
			'lft' => '47',
			'rght' => '48',
			'pos' => '3',
			'status' => '0',
			'title_seo' => 'Trắc địa Thành Đạt - nơi cung cấp các loại máy móc ngành đo đạc',
			'meta_key' => 'Máy toàn đạc, máy thủy chuẩn, máy kinh vĩ, máy laser, máy GPS, máy RTK,...',
			'meta_des' => 'Trắc địa Thành Đạt chuyên cung cấp các máy toàn đạc, máy GNSS RTK, máy thủy bình, UAV, máy kinh vĩ, phụ kiện trắc địathiết bị máy trắc địa chất lượng cao, giá tốt nhất, hỗ trợ tư vấn 24/7, chuyển giao công nghệ tận chân công trình!',
			'created' => '2015-12-02',
			'modified' => '2025-10-29',
			'slug' => 'chinh-sach-ban-hang-1',
			'cate' => '4',
			'link' => 'dich-vu',
			'name_eng' => 'Sales Policy',
			'name_tq' => '',
			'type' => 'new',
			'hot' => '0',
			'content' => '',
			'display' => '0',
			'content_eng' => null
		)
	),
	(int) 3 => array(
		'Post' => array(
			'id' => '585',
			'name' => 'Chính sách đổi trả',
			'code' => null,
			'alias' => 'chinh-sach-doi-tra',
			'cat_id' => '4',
			'price' => '0',
			'type' => 'new',
			'shortdes' => '',
			'content' => '<span style="color:#000000;"><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px; text-align: justify;">Ch&uacute;ng t&ocirc;i hỗ trợ đổi trả sản phẩm trong v&ograve;ng 07 ng&agrave;y nếu lỗi ph&aacute;t sinh do nh&agrave; sản xuất.<br />
<br />
Trong thời gian đổi trả, C&ocirc;ng ty CP C&ocirc;ng nghệ v&agrave; Thương mại Th&agrave;nh Đạt&nbsp; sẽ hỗ trợ cung cấp m&aacute;y m&oacute;c thay thế kịp thời để c&ocirc;ng việc khảo s&aacute;t, đo đạc của Qu&yacute; kh&aacute;ch kh&ocirc;ng bị gi&aacute;n đoạn. Chi ph&iacute; vận chuyển cho việc đổi trả do hai b&ecirc;n tự thoả thuận.</span><br style="margin: 0px; padding: 0px; color: rgb(66, 66, 66); font-family: tahoma, geneva, sans-serif; font-size: 14px; text-align: justify;" />
<br />
<strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">&gt; Điều kiện&nbsp;đổi trả:&nbsp;</span></span></strong></span><br />
<ul>
	<li style="box-sizing: border-box;">
		<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Sản phẩm phải c&ograve;n nguy&ecirc;n tem m&aacute;c.</span></span></span></li>
	<li style="box-sizing: border-box;">
		<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Sản phẩm&nbsp;bị lỗi do nh&agrave; sản xuất.</span></span></span></li>
	<li style="box-sizing: border-box;">
		<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Sản phẩm kh&ocirc;ng đ&uacute;ng như đơn đặt h&agrave;ng.</span></span></span></li>
	<li style="box-sizing: border-box;">
		<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Số lần đổi trả cho 1 sản phẩm l&agrave; 1 lần</span></span></span></li>
</ul>
<br />
<div style="text-align: start;">
	<span style="color:#000000;"><strong><span style="text-align: justify;"><font face="tahoma, geneva, sans-serif"><span style="font-size: 14px;">&gt;&nbsp;</span></font><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">Việc đổi trả sẽ kh&ocirc;ng được chấp nhận nếu:</span>&nbsp;<span style="font-size: 14px; font-family: tahoma, geneva, sans-serif;">&nbsp;</span></span></strong></span></div>
<ul>
	<li>
		<span style="color:#000000;"><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px; text-align: justify;">Trong qu&aacute; tr&igrave;nh sử dụng sản phẩm Qu&yacute; kh&aacute;ch kh&ocirc;ng tu&acirc;n thủ c&aacute;c chỉ dẫn của Nh&agrave; sản xuất.</span></span></li>
	<li>
		<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="text-align: justify;">S</span>ản phẩm bị trầy xước, kh&ocirc;ng nguy&ecirc;n vẹn</span></span></span></li>
</ul>
<br />
<span style="color:#000000;"><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Ngo&agrave;i ra, ch&uacute;ng t&ocirc;i cũng hỗ trợ đổi trả sản phẩm v&igrave; l&yacute; do chủ quan của Qu&yacute; kh&aacute;ch h&agrave;ng ( muốn đổi sang sản phẩm c&ugrave;ng chủng loại nhưng kh&aacute;c về m&agrave;u sắc, h&atilde;ng sản xuất hay th&ocirc;ng số kỹ thuật). Chi ph&iacute; cho việc đổi trả n&agrave;y do Qu&yacute; kh&aacute;ch h&agrave;ng chịu.</span></span><br />
<br />
<span style="margin: 0px; padding: 0px; font-family: arial; text-align: justify; font-size: 14px;"><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;"><strong style="margin: 0px; padding: 0px;"><img alt="" src="https://tracdiathanhdat.vn/admin/webroot/upload/image/images/lien-he.jpg" style="margin: 0px; padding: 8px 0px; height: 36px; max-width: 100%; vertical-align: middle; border: 0px; opacity: 1; font-size: 13px; width: 38px;" /><span style="margin: 0px; padding: 0px; font-size: 13px;">&nbsp;</span></strong></span></span><span style="margin: 0px; padding: 0px; font-family: arial; text-align: justify; font-size: 14px;"><span style="margin: 0px; padding: 0px; font-family: tahoma, geneva, sans-serif;"><strong style="margin: 0px; padding: 0px;">&nbsp;</strong></span></span><span style="font-family: tahoma, geneva, sans-serif; font-size: 14px; text-align: justify;">Li&ecirc;n hệ hotline <strong>0913 051 734</strong> để được tư vấn đổi trả theo đ&uacute;ng qui định.</span></span>',
			'images' => '202104071223177d9b7f6e319f9fa90078c7c61ed9bd19.jpg',
			'images_multi' => '',
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			'hot' => '1',
			'saleoff' => null,
			'title_seo' => 'Trắc địa Thành Đạt',
			'meta_key' => 'Chuyên cung cấp máy định vị vệ tinh GPS RTK, máy thủy bình, máy toàn đạc điện tử, UAV, ống nhòm, máy định vị GPS cầm tay, ... chính hãng, uy tín, giá tốt hàng đầu tại Việt Nam! Hotline: 0913051734!',
			'meta_des' => 'Chuyên cung cấp máy định vị vệ tinh GPS RTK, máy thủy bình, máy toàn đạc điện tử, UAV, ống nhòm, máy định vị GPS cầm tay, ... chính hãng, uy tín, giá tốt hàng đầu tại Việt Nam! Hotline: 0913051734!',
			'created' => '2021-04-07',
			'modified' => '2026-02-02',
			'status' => '1',
			'view' => '3317',
			'slug' => 'chinh-sach-doi-tra',
			'name_eng' => '',
			'shortdes_eng' => '',
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			'threedaypro_eng' => null,
			'photo' => null,
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			'rght' => '138',
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			'name' => 'Chính sách bán hàng',
			'parent_id' => null,
			'alias' => 'chinh-sach-ban-hang',
			'images' => '',
			'lft' => '47',
			'rght' => '48',
			'pos' => '3',
			'status' => '0',
			'title_seo' => 'Trắc địa Thành Đạt - nơi cung cấp các loại máy móc ngành đo đạc',
			'meta_key' => 'Máy toàn đạc, máy thủy chuẩn, máy kinh vĩ, máy laser, máy GPS, máy RTK,...',
			'meta_des' => 'Trắc địa Thành Đạt chuyên cung cấp các máy toàn đạc, máy GNSS RTK, máy thủy bình, UAV, máy kinh vĩ, phụ kiện trắc địathiết bị máy trắc địa chất lượng cao, giá tốt nhất, hỗ trợ tư vấn 24/7, chuyển giao công nghệ tận chân công trình!',
			'created' => '2015-12-02',
			'modified' => '2025-10-29',
			'slug' => 'chinh-sach-ban-hang-1',
			'cate' => '4',
			'link' => 'dich-vu',
			'name_eng' => 'Sales Policy',
			'name_tq' => '',
			'type' => 'new',
			'hot' => '0',
			'content' => '',
			'display' => '0',
			'content_eng' => null
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	),
	(int) 4 => array(
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			'id' => '583',
			'name' => 'Chính sách bảo hành',
			'code' => null,
			'alias' => 'chinh-sach-bao-hanh',
			'cat_id' => '4',
			'price' => '0',
			'type' => 'new',
			'shortdes' => '',
			'content' => '<div>
	<span style="font-family:tahoma,geneva,sans-serif;"><span style="font-size:14px;"><span style="color: rgb(66, 66, 66); text-align: justify;">Tất cả c&aacute;c sản phẩm mua tại hệ thống cửa h&agrave;ng của ch&uacute;ng t&ocirc;i đều được bảo h&agrave;nh ch&iacute;nh h&atilde;ng theo quy định của nh&agrave; sản xuất.&nbsp;</span><br style="margin: 0px; padding: 0px; color: rgb(66, 66, 66); font-family: tahoma, geneva, sans-serif; font-size: 14px; text-align: justify;" />
	<br style="margin: 0px; padding: 0px; color: rgb(66, 66, 66); font-family: tahoma, geneva, sans-serif; font-size: 14px; text-align: justify;" />
	<span style="color: rgb(66, 66, 66); text-align: justify;">Ch&uacute;ng t&ocirc;i hỗ trợ kỹ thuật 24/7 qua số hotline <strong>0913 051 734</strong> trong suốt qu&aacute; tr&igrave;nh Qu&yacute; kh&aacute;ch sử dụng sản phẩm.</span></span></span></div>
<div>
	<br />
	<strong><span style="font-family:tahoma,geneva,sans-serif;"><span style="font-size:14px;">1. Sản phẩm được bảo h&agrave;nh miễn ph&iacute;:&nbsp;</span></span></strong><br />
	<br />
	<ul>
		<li>
			<span style="font-family:tahoma,geneva,sans-serif;"><span style="font-size:14px;">Sản phẩm sẽ được bảo h&agrave;nh miễn ph&iacute; nếu sản phẩm đ&oacute; c&ograve;n thời hạn bảo h&agrave;nh (được t&iacute;nh kể từ ng&agrave;y mua h&agrave;ng).</span></span></li>
		<li>
			<span style="font-family:tahoma,geneva,sans-serif;"><span style="font-size:14px;">Thời hạn bảo h&agrave;nh được ghi tr&ecirc;n Tem Bảo H&agrave;nh v&agrave; theo quy định của từng Nh&agrave; sản xuất đối với tất cả c&aacute;c sự cố về mặt kỹ thuật.</span></span></li>
		<li>
			<span style="font-family:tahoma,geneva,sans-serif;"><span style="font-size:14px;">C&oacute; Tem bảo h&agrave;nh tr&ecirc;n sản phẩm.</span></span></li>
		<li>
			<span style="font-family:tahoma,geneva,sans-serif;"><span style="font-size:14px;">Khi sản phẩm c&oacute; sự cố kĩ thuật ch&uacute;ng t&ocirc;i sẽ trực tiếp khắc phục sự cố tại cửa h&agrave;ng&nbsp;hoặc thay mặt kh&aacute;ch h&agrave;ng&nbsp;mang sản phẩm tới Trung T&acirc;m Bảo H&agrave;nh của h&atilde;ng.</span></span></li>
	</ul>
	<br />
	<strong><span style="font-family:tahoma,geneva,sans-serif;"><span style="font-size:14px;">2. Những trường hợp kh&ocirc;ng được bảo h&agrave;nh (sửa chữa c&oacute; t&iacute;nh ph&iacute;):&nbsp;</span></span></strong><br />
	<br />
	<ul>
		<li>
			<span style="font-family:tahoma,geneva,sans-serif;"><span style="font-size:14px;">Sản phẩm đ&atilde; qu&aacute; thời hạn bảo h&agrave;nh hoặc kh&ocirc;ng c&oacute; Tem bảo h&agrave;nh tr&ecirc;n m&aacute;y.</span></span></li>
		<li>
			<span style="font-family:tahoma,geneva,sans-serif;"><span style="font-size:14px;">Sản phẩm bị hư hỏng do t&aacute;c động cơ học l&agrave;m rơi, vỡ, va đập, trầy xước, m&oacute;p m&eacute;o, ẩm ướt, hoen rỉ, chảy nước hoặc do hỏa hoạn, thi&ecirc;n tai g&acirc;y n&ecirc;n.</span></span></li>
		<li>
			<span style="font-family:tahoma,geneva,sans-serif;"><span style="font-size:14px;">Sản phẩm bị hỏng do sử dụng kh&ocirc;ng đ&uacute;ng c&aacute;ch, sử dụng sai điện &aacute;p quy định.</span></span></li>
		<li>
			<span style="font-family:tahoma,geneva,sans-serif;"><span style="font-size:14px;">Tự &yacute; th&aacute;o dỡ, sửa chữa sản phẩm</span></span></li>
	</ul>
	<br />
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Tr&acirc;n trọng!</span></span><br />
	<span style="font-family:tahoma,geneva,sans-serif;"><span style="font-size:14px;">&nbsp;</span></span></div>
',
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			'title_seo' => 'Trắc địa Thành Đạt',
			'meta_key' => 'Chuyên cung cấp máy định vị vệ tinh GPS RTK, máy thủy bình, máy toàn đạc điện tử, UAV, ống nhòm, máy định vị GPS cầm tay, ... chính hãng, uy tín, giá tốt hàng đầu tại Việt Nam! Hotline: 0913051734!',
			'meta_des' => 'Chuyên cung cấp máy định vị vệ tinh GPS RTK, máy thủy bình, máy toàn đạc điện tử, UAV, ống nhòm, máy định vị GPS cầm tay, ... chính hãng, uy tín, giá tốt hàng đầu tại Việt Nam! Hotline: 0913051734!',
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			'thoigiandi_eng' => null,
			'videoyou' => null,
			'nt' => null,
			'duration' => null,
			'duration_eng' => null,
			'twodaypro' => null,
			'twodaypro_eng' => null,
			'threedaypro' => null,
			'threedaypro_eng' => null,
			'photo' => null,
			'lft' => '133',
			'rght' => '134',
			'vat' => null,
			'hangsx' => null,
			'baohanh' => null,
			'tinhtrang' => '1',
			'tailieu' => null,
			'tag' => null
		),
		'Catproduct' => array(
			'id' => '4',
			'name' => 'Chính sách bán hàng',
			'parent_id' => null,
			'alias' => 'chinh-sach-ban-hang',
			'images' => '',
			'lft' => '47',
			'rght' => '48',
			'pos' => '3',
			'status' => '0',
			'title_seo' => 'Trắc địa Thành Đạt - nơi cung cấp các loại máy móc ngành đo đạc',
			'meta_key' => 'Máy toàn đạc, máy thủy chuẩn, máy kinh vĩ, máy laser, máy GPS, máy RTK,...',
			'meta_des' => 'Trắc địa Thành Đạt chuyên cung cấp các máy toàn đạc, máy GNSS RTK, máy thủy bình, UAV, máy kinh vĩ, phụ kiện trắc địathiết bị máy trắc địa chất lượng cao, giá tốt nhất, hỗ trợ tư vấn 24/7, chuyển giao công nghệ tận chân công trình!',
			'created' => '2015-12-02',
			'modified' => '2025-10-29',
			'slug' => 'chinh-sach-ban-hang-1',
			'cate' => '4',
			'link' => 'dich-vu',
			'name_eng' => 'Sales Policy',
			'name_tq' => '',
			'type' => 'new',
			'hot' => '0',
			'content' => '',
			'display' => '0',
			'content_eng' => null
		)
	),
	(int) 5 => array(
		'Post' => array(
			'id' => '584',
			'name' => 'Chính sách bảo mật thông tin',
			'code' => null,
			'alias' => 'chinh-sach-bao-mat-thong-tin',
			'cat_id' => '4',
			'price' => '0',
			'type' => 'new',
			'shortdes' => '',
			'content' => '<div>
	<h2 style="text-align: justify;">
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); text-align: justify;"><span style="margin: 0px; padding: 0px;">1. Mục đ&iacute;ch thu nhập th&ocirc;ng tin c&aacute; nh&acirc;n</span></span></span></span></h2>
	<p style="text-align: justify;">
		<br />
		<span style="font-family: tahoma, geneva, sans-serif; font-size: 14px; color: rgb(51, 51, 51);">Th&ocirc;ng tin c&aacute; nh&acirc;n m&agrave; ch&uacute;ng t&ocirc;i thu thập bao gồm: họ t&ecirc;n, địa chỉ giao h&agrave;ng, địa chỉ email, số điện thoại cố định, số điện thoại di động, cookies.</span></p>
	<ul style="margin: 0px; padding: 0px 0px 0px 15px; color: rgb(51, 51, 51); font-family: arial; font-size: 13px; text-align: justify;">
		<li style="margin: 0px; padding: 0px; line-height: 20px;">
			<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="margin: 0px; padding: 0px;"><span style="margin: 0px; padding: 0px;">Đối với c&aacute;c giao dịch thanh to&aacute;n qua cổng thanh to&aacute;n trực tuyến, Ch&uacute;ng t&ocirc;i kh&ocirc;ng lưu trữ th&ocirc;ng tin số t&agrave;i khoản, số thẻ ng&acirc;n h&agrave;ng của kh&aacute;ch h&agrave;ng, những th&ocirc;ng tin n&agrave;y sẽ được cổng thanh to&aacute;n lưu trữ để phục vụ việc đối so&aacute;t giao dịch.</span></span></span></span></li>
		<li style="margin: 0px; padding: 0px; line-height: 20px;">
			<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="margin: 0px; padding: 0px;"><span style="margin: 0px; padding: 0px;">Th&ocirc;ng tin c&aacute; nh&acirc;n kh&aacute;ch h&agrave;ng sẽ được sử dụng cho một hoặc tất cả c&aacute;c mục đ&iacute;ch sau đ&acirc;y:</span></span></span></span>
			<ul style="margin: 0px; padding: 0px 0px 0px 15px;">
				<li style="margin: 0px; padding: 0px; line-height: 20px;">
					<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="margin: 0px; padding: 0px;"><span style="margin: 0px; padding: 0px;">Giao h&agrave;ng cho qu&yacute; kh&aacute;ch đ&atilde; mua h&agrave;ng</span></span></span></span></li>
				<li style="margin: 0px; padding: 0px; line-height: 20px;">
					<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="margin: 0px; padding: 0px;"><span style="margin: 0px; padding: 0px;">Th&ocirc;ng b&aacute;o về việc giao h&agrave;ng v&agrave; hỗ trợ kh&aacute;ch h&agrave;ng</span></span></span></span></li>
				<li style="margin: 0px; padding: 0px; line-height: 20px;">
					<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="margin: 0px; padding: 0px;"><span style="margin: 0px; padding: 0px;">Cung cấp th&ocirc;ng tin li&ecirc;n quan đến sản phẩm</span></span></span></span></li>
			</ul>
		</li>
		<li style="margin: 0px; padding: 0px; line-height: 20px;">
			<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="margin: 0px; padding: 0px;"><span style="margin: 0px; padding: 0px;">Ngo&agrave;i ra, ch&uacute;ng t&ocirc;i sẽ sử dụng th&ocirc;ng tin của qu&yacute; kh&aacute;ch cung cấp để hỗ trợ quản l&yacute; t&agrave;i khoản kh&aacute;ch h&agrave;ng (nếu c&oacute;); x&aacute;c nhận v&agrave; thực hiện c&aacute;c giao dịch t&agrave;i ch&iacute;nh li&ecirc;n quan đến c&aacute;c khoản thanh to&aacute;n trực tuyến của qu&yacute; kh&aacute;ch;</span></span></span></span></li>
		<li style="margin: 0px; padding: 0px; line-height: 20px;">
			<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="margin: 0px; padding: 0px;"><span style="margin: 0px; padding: 0px;">Ch&uacute;ng t&ocirc;i kh&ocirc;ng được ph&eacute;p thu nhập th&ocirc;ng tin nếu kh&aacute;ch h&agrave;ng kh&ocirc;ng tự nguyện, cũng kh&ocirc;ng sử dụng phương thức thu thập th&ocirc;ng tin kh&aacute;ch h&agrave;ng bằng c&aacute;c h&igrave;nh thức bất hợp ph&aacute;p.</span></span></span></span></li>
	</ul>
	<p style="text-align: justify;">
		&nbsp;</p>
	<h2 style="text-align: justify;">
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); text-align: justify;"><span style="margin: 0px; padding: 0px;">2. Phạm vi sử dụng th&ocirc;ng tin</span></span></span></span></h2>
	<br />
	<ul style="margin: 0px; padding: 0px 0px 0px 15px; color: rgb(51, 51, 51); font-family: arial; font-size: 13px; text-align: justify;">
		<li style="margin: 0px; padding: 0px; line-height: 20px;">
			<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="margin: 0px; padding: 0px;"><span style="margin: 0px; padding: 0px;">Th&ocirc;ng tin c&aacute; nh&acirc;n thu thập được sẽ chỉ được sử dụng trong nội bộ c&ocirc;ng ty.</span></span></span></span></li>
		<li style="margin: 0px; padding: 0px; line-height: 20px;">
			<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="margin: 0px; padding: 0px;"><span style="margin: 0px; padding: 0px;">Ch&uacute;ng t&ocirc;i c&oacute; thể chia sẻ t&ecirc;n v&agrave; địa chỉ của qu&yacute; kh&aacute;ch cho dịch vụ chuyển ph&aacute;t nhanh c&oacute; uy t&iacute;n để giao h&agrave;ng cho qu&yacute; kh&aacute;ch theo cam kết.</span></span></span></span></li>
	</ul>
	<p style="text-align: justify;">
		&nbsp;</p>
	<h2 style="text-align: justify;">
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); text-align: justify;"><span style="margin: 0px; padding: 0px;">3. Thời gian lưu trữ th&ocirc;ng tin</span></span></span></span></h2>
	<p style="text-align: justify;">
		<br />
		<span style="font-family: tahoma, geneva, sans-serif; font-size: 14px; color: rgb(51, 51, 51); text-align: justify;">Th&ocirc;ng tin kh&aacute;ch h&agrave;ng được lưu trữ nội bộ cho đến khi c&oacute; y&ecirc;u cầu x&oacute;a th&ocirc;ng tin từ ph&iacute;a kh&aacute;ch h&agrave;ng.</span></p>
	<div style="margin: 0px; padding: 0px; line-height: 20px;">
		<div>
			<div style="text-align: justify;">
				&nbsp;</div>
			<h2 style="text-align: justify;">
				<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">4. Những người hoặc tổ chức c&oacute; thể được tiếp cận với th&ocirc;ng tin&nbsp;</span></span></h2>
			<br />
			<div style="text-align: justify;">
				<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Đối tượng được tiếp cận với th&ocirc;ng tin c&aacute; nh&acirc;n của kh&aacute;ch h&agrave;ng thuộc một trong những trường hợp sau:</span></span><br />
				&nbsp;</div>
			<div style="text-align: justify;">
				<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">- Nh&acirc;n vi&ecirc;n của C&ocirc;ng ty Cổ phần C&ocirc;ng nghệ v&agrave; thương mại Th&agrave;nh Đạt</span></span></div>
			<div style="text-align: justify;">
				<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">- C&aacute;c đối t&aacute;c c&oacute; k&yacute; hợp đồng thực hiện 1 phần dịch vụ của C&ocirc;ng ty. C&aacute;c đối t&aacute;c n&agrave;y sẽ nhận được những th&ocirc;ng tin theo thỏa thuận hợp đồng (c&oacute; thể 1 phần hoặc to&agrave;n bộ th&ocirc;ng tin tuy theo điều khoản hợp đồng) để tiến h&agrave;nh hỗ trợ người d&ugrave;ng sử dụng dịch vụ do C&ocirc;ng ty cung cấp.</span></span></div>
			<div style="text-align: justify;">
				&nbsp;</div>
			<h2 style="text-align: justify;">
				<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">5. Địa chỉ của đơn vị thu thập v&agrave; quản l&yacute; th&ocirc;ng tin</span></span></h2>
			<div style="text-align: justify;">
				<em><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">(bao gồm c&aacute;ch thức li&ecirc;n lạc để người ti&ecirc;u d&ugrave;ng c&oacute; thể hỏi về hoạt động thu thập, xử l&yacute; th&ocirc;ng tin li&ecirc;n quan đến c&aacute; nh&acirc;n m&igrave;nh)</span></span></em></div>
			<div style="text-align: justify;">
				<br />
				<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Địa chỉ của đơn vị thu thập v&agrave; quản l&yacute; th&ocirc;ng tin:</span></span><br />
				&nbsp;</div>
			<div style="text-align: justify;">
				<strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">- C&ocirc;ng ty Cổ phần C&ocirc;ng nghệ v&agrave; thương mại Th&agrave;nh Đạt&nbsp;</span></span></strong></div>
			<div style="text-align: justify;">
				<strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">- Địa chỉ: số 157 phố Đặng Văn Ngữ, P. Phương Li&ecirc;n, Q. Đống Đa, Tp. H&agrave; Nội</span></span></strong></div>
			<div style="text-align: justify;">
				<strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">- Điện thoại: 0243 7764930</span></span></strong></div>
			<div style="text-align: justify;">
				<strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">- Email: tracdiathanhdat@gmail.com<span style="white-space: pre;"> </span></span></span></strong></div>
		</div>
	</div>
	<p style="text-align: justify;">
		<br />
		<span style="color: rgb(51, 51, 51); font-family: tahoma, geneva, sans-serif; font-size: 14px; text-align: justify;">Người d&ugrave;ng c&oacute; thể gọi điện tới tổng đ&agrave;i hỗ trợ v&agrave; chăm s&oacute;c kh&aacute;ch h&agrave;ng&nbsp;</span><strong style="color: rgb(51, 51, 51); font-family: tahoma, geneva, sans-serif; font-size: 14px; text-align: justify; margin: 0px; padding: 0px;">0949 322 456</strong><span style="color: rgb(51, 51, 51); font-family: tahoma, geneva, sans-serif; font-size: 14px; text-align: justify;">&nbsp;để điều chỉnh hoặc x&oacute;a đi dữ liệu c&aacute; nh&acirc;n của m&igrave;nh.</span><br />
		&nbsp;</p>
	<h2 style="text-align: justify;">
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); text-align: justify;"><span style="margin: 0px; padding: 0px;">6. Cam kết bảo mật th&ocirc;ng tin c&aacute; nh&acirc;n kh&aacute;ch h&agrave;ng</span></span></span></span></h2>
	<br />
	<ul style="margin: 0px; padding: 0px 0px 0px 15px; color: rgb(51, 51, 51); font-family: arial; font-size: 13px; text-align: justify;">
		<li style="margin: 0px; padding: 0px; line-height: 20px;">
			<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="margin: 0px; padding: 0px;"><span style="margin: 0px; padding: 0px;">Kh&ocirc;ng b&aacute;n, chia sẻ hay trao đổi th&ocirc;ng tin c&aacute; nh&acirc;n của kh&aacute;ch h&agrave;ng thu thập tr&ecirc;n trang web cho một b&ecirc;n thứ ba n&agrave;o kh&aacute;c.</span></span></span></span></li>
		<li style="margin: 0px; padding: 0px; line-height: 20px;">
			<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="margin: 0px; padding: 0px;"><span style="margin: 0px; padding: 0px;">Ngoại trừ c&aacute;c trường hợp về sử dụng th&ocirc;ng tin c&aacute; nh&acirc;n như đ&atilde; n&ecirc;u trong ch&iacute;nh s&aacute;ch n&agrave;y,ch&uacute;ng t&ocirc;i cam kết kh&ocirc;ng tiết lộ th&ocirc;ng tin c&aacute; nh&acirc;n của bạn ra ngo&agrave;i. Trong một số trường hợp, ch&uacute;ng t&ocirc;i c&oacute; thể thu&ecirc; một đơn vị độc lập để tiến h&agrave;nh c&aacute;c dự &aacute;n nghi&ecirc;n cứu thị trường v&agrave; khi đ&oacute; th&ocirc;ng tin của bạn sẽ được cung cấp cho đơn vị n&agrave;y để tiến h&agrave;nh dự &aacute;n. B&ecirc;n thứ ba n&agrave;y sẽ bị r&agrave;ng buộc bởi một thỏa thuận về bảo mật m&agrave; theo đ&oacute; họ chỉ được ph&eacute;p sử dụng những th&ocirc;ng tin được cung cấp cho mục đ&iacute;ch ho&agrave;n th&agrave;nh dự &aacute;n.</span></span></span></span></li>
		<li style="margin: 0px; padding: 0px; line-height: 20px;">
			<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="margin: 0px; padding: 0px;"><span style="margin: 0px; padding: 0px;">Ch&uacute;ng t&ocirc;i c&oacute; thể tiết lộ hoặc cung cấp th&ocirc;ng tin c&aacute; nh&acirc;n của bạn trong c&aacute;c trường hợp thật sự cần thiết như sau: (a) khi c&oacute; y&ecirc;u cầu của c&aacute;c cơ quan ph&aacute;p luật; (b) trong trường hợp m&agrave; ch&uacute;ng t&ocirc;i tin rằng điều đ&oacute; sẽ gi&uacute;p ch&uacute;ng t&ocirc;i bảo vệ quyền lợi ch&iacute;nh đ&aacute;ng của m&igrave;nh trước ph&aacute;p luật.</span></span></span></span></li>
	</ul>
	<p style="text-align: justify;">
		&nbsp;</p>
	<h2 style="text-align: justify;">
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); text-align: justify;"><span style="margin: 0px; padding: 0px;">7. Thay đổi về ch&iacute;nh s&aacute;ch</span></span></span></span></h2>
	<p style="text-align: justify;">
		<br style="margin: 0px; padding: 0px;" />
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="margin: 0px; padding: 0px; color: rgb(51, 51, 51); text-align: justify;"><span style="margin: 0px; padding: 0px;">Nội dung của &ldquo;Ch&iacute;nh s&aacute;ch bảo mật&rdquo; n&agrave;y c&oacute; thể thay đổi để ph&ugrave; hợp với c&aacute;c nhu cầu của C&ocirc;ng Ty CP C&ocirc;ng nghệ v&agrave; Thương Mại Th&agrave;nh Đạt cũng như nhu cầu v&agrave; sự phản hồi từ kh&aacute;ch h&agrave;ng (nếu c&oacute;).&nbsp;</span></span></span></span></p>
</div>
<div style="text-align: justify;">
	<br />
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Ch&uacute;ng t&ocirc;i&nbsp;hiểu rằng quyền lợi của bạn trong việc bảo vệ th&ocirc;ng tin c&aacute; nh&acirc;n cũng ch&iacute;nh l&agrave; tr&aacute;ch nhiệm của ch&uacute;ng t&ocirc;i n&ecirc;n trong bất kỳ trường hợp c&oacute; thắc mắc, g&oacute;p &yacute; n&agrave;o li&ecirc;n quan đến ch&iacute;nh s&aacute;ch bảo mật, việc th&ocirc;ng tin c&aacute; nh&acirc;n bị sử dụng sai mục đ&iacute;ch vui l&ograve;ng li&ecirc;n hệ qua số điện thoại <strong>0949 322 456</strong> hoặc gửi phản hồi về&nbsp;địa chỉ email: <em><strong>tracdiathanhdat@gmail.com.</strong></em><br />
	<br />
	Tr&acirc;n trọng!</span></span></div>
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$chiasekinhnghiem = array()
$list_menu_footer = array()
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			'name' => 'Sản phẩm',
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$danhmuc = array(
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			'slug' => 'san-pham-1'
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			'name' => 'Hãng sản xuất',
			'slug' => 'hang-san-xuat'
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			'name' => 'Liên hệ',
			'slug' => 'lien-he'
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)
$support = array(
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			'name' => 'Co so Ha noi',
			'phone' => '098 987 678',
			'yahoo' => 'duycuong7640',
			'skype' => 'duycuong7640',
			'pos' => '0',
			'created' => '2013-09-13',
			'modified' => '2015-05-05',
			'status' => '1',
			'yahoo1' => 'duycuong7640',
			'skype1' => '',
			'hotline' => '0987 654 999',
			'email' => '',
			'name1' => ''
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	),
	(int) 1 => array(
		'Support' => array(
			'id' => '16',
			'name' => 'Co so TP.HCM',
			'phone' => '3252  436 432',
			'yahoo' => 'duycuong7640',
			'skype' => 'tuvantubep',
			'pos' => '0',
			'created' => '2014-01-15',
			'modified' => '2015-05-05',
			'status' => '1',
			'yahoo1' => 'duycuong7640',
			'skype1' => '',
			'hotline' => '0987 654 999',
			'email' => '',
			'name1' => ''
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)
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include - APP/View/Elements/menu.ctp, line 56
View::_evaluate() - CORE/Cake/View/View.php, line 920
View::_render() - CORE/Cake/View/View.php, line 883
View::element() - CORE/Cake/View/View.php, line 424
include - APP/View/Layouts/home.ctp, line 169
View::_evaluate() - CORE/Cake/View/View.php, line 920
View::_render() - CORE/Cake/View/View.php, line 883
View::renderLayout() - CORE/Cake/View/View.php, line 539
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ReflectionMethod::invokeArgs() - [internal], line ??
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[main] - APP/webroot/index.php, line 92