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	<title>专注福禄克测试仪销售与技术 &#187; 光纤测试</title>
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		<title>福禄克FLUKE CertiFiber Pro（CFP2-100-Q，CFP2-100-M，CFP2-100-S）光纤测试仪自定义测试标准，自定义损耗标准</title>
		<link>http://www.faxytech.com/archives/cfp-loss-limit.html</link>
		<comments>http://www.faxytech.com/archives/cfp-loss-limit.html#comments</comments>
		<pubDate>Fri, 07 Sep 2018 09:40:49 +0000</pubDate>
		<dc:creator>深圳连讯</dc:creator>
				<category><![CDATA[未分类]]></category>
		<category><![CDATA[CFP2-100-Q，CFP2-100-M，CFP2-100-S，福禄克]]></category>
		<category><![CDATA[Fluke]]></category>
		<category><![CDATA[光纤测试]]></category>

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		<description><![CDATA[Custom fixed loss limits in the CertiFiber Pro If you are testing an &#8220;engineered link&#8221; using specific loss values, or testing a?single fiber/simplex link, you will need to know how to configure a custom test limit. A?YouTube video is also ava... ]]></description>
			<content:encoded><![CDATA[<h1 id="article-title">Custom fixed loss limits in the <span class='wp_keywordlink'><a href="http://www.faxytech.com/archives/certifiber-pro.html" title="CertiFiber" rel="nofollow">CertiFiber</a></span> Pro</h1>
<div id="article-body">
<p>If you are testing an &#8220;engineered link&#8221; using specific loss values, or testing a?single fiber/simplex link, you will need to know how to configure a custom test limit. A?YouTube video is also available detailing how this is done.</p>
<p>You can create up to 20 custom test limits in the <span class='wp_keywordlink'><a href="http://www.faxytech.com/archives/certifiber-pro.html" title="CertiFiber Pro">CertiFiber Pro</a></span>.</p>
<ol>
<li>Change to the PROJECT you wish to put this in or tap?<strong>PROJECT </strong>from the home screen.</li>
<li>Tap?<strong>NEW TEST</strong>. (If the Module: does not indicate CertiFiber Pro, tap Module to change it to CertiFiber Pro)</li>
<li>Tap?<strong>Test Limit</strong> &gt;?<strong>MORE </strong>&gt;?<strong>Custom</strong> &gt;?<strong>MANAGE </strong>&gt;?<strong>Create</strong>.</li>
<li>Tap the radio button next to Fixed:<img 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" alt="" /><br />
<strong>注意：</strong> Loss Type: Connector and <span class='wp_keywordlink'><a href="http://www.faxytech.com/archives/multifiber-pro.html" title="福禄克Fluke MPO">MPO</a></span> Module?are descriptors for the same &#8220;connection loss&#8221; field. We recommend you make separate custom loss limits for Connector and MPO Module if you are testing both on one site. Use the Name field to differentiate the two custom limits.</li>
<li>To see:<img src="data:image/png;base64,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" alt="" /></li>
<li>Go ahead and tap?<strong>Enter New Limit Name</strong>.</li>
<li>Enter?<em>Trunk 02a</em> for example; this will be the limit name on the test report and tap?<strong>SAVE</strong>. (Limit names can be up to 25 characters)</li>
<li>Tap Overall Loss for each of the wavelengths you wish to customize, each time entering the allowable loss for that specific link.</li>
<li>Once done, tap?<strong>SAVE </strong>to store your new the custom test limit:<img src="data:image/png;base64,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" alt="" /></li>
<li>If you tap your custom limit here, it will return you to the TEST SETUP screen with this limit selected, shown below.<img src="data:image/png;base64,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" alt="" /></li>
<li>Don&#8217;t forget to tap?<strong>SAVE </strong>again to store your new SETUP.</li>
</ol>
</div>
<p>&nbsp;</p>
]]></content:encoded>
			<wfw:commentRss>http://www.faxytech.com/archives/cfp-loss-limit.html/feed</wfw:commentRss>
		<slash:comments>0</slash:comments>
		</item>
		<item>
		<title>光纤到桌面的智能测试</title>
		<link>http://www.faxytech.com/archives/fiber-desk.html</link>
		<comments>http://www.faxytech.com/archives/fiber-desk.html#comments</comments>
		<pubDate>Tue, 30 Jan 2018 06:25:41 +0000</pubDate>
		<dc:creator>深圳连讯</dc:creator>
				<category><![CDATA[技术专栏]]></category>
		<category><![CDATA[光纤测试]]></category>

		<guid isPermaLink="false">http://www.faxytech.com/?p=9674</guid>
		<description><![CDATA[光纤到桌面(FTTD)的应用长期以来一直与其他FTTX应用归为一类，“X”表示各种光纤接入点，包括光纤到家(FTTH)、光纤到户(FTTP)、光纤到路边(FTTC)和光纤到楼(FTTB)。但重要的是请记住，FTTD是一种... ]]></description>
			<content:encoded><![CDATA[<p>光纤到桌面(FTTD)的应用长期以来一直与其他FTTX应用归为一类，“X”表示各种光纤接入点，包括光纤到家(FTTH)、光纤到户(FTTP)、光纤到路边(FTTC)和光纤到楼(FTTB)。但重要的是请记住，FTTD是一种室内应用，而许多其他的应用被视为户外应用。</p>
<p>或许FTTD被归类为FTTX，是因为其在室内局域网环境中不是一种常见的部署，近年来也并没有受到太多关注。但这并不是说FTTD在某些环境和场景下没有一席之地。在部署了FTTD应用时，最好要了解并知道对其进行测试的最佳方法。</p>
<p>&nbsp;</p>
<p><strong>何时部署？</strong></p>
<p><a href="http://www.faxytech.com/wp-content/uploads/2018/01/fiber-1.jpg" class="highslide-image" onclick="return hs.expand(this);"><img class="alignnone size-full wp-image-9675" title="光纤到桌面的智能测试" src="http://www.faxytech.com/wp-content/uploads/2018/01/fiber-1.jpg" alt="" width="300" height="237" /></a></p>
<p>在室内应用中部署FTTD通常用于解决以下一项或多项问题：</p>
<p>1.安全性——由于光纤不受电磁干扰(EMI)和射频干扰(RFI)的影响，因此分路接入更加困难。而当有人试图接入光纤链路时，很容易被检测到。因此，我们会发现对安全性要求很高的的政府机构，其设施中大量使用FTTD。</p>
<p>2.增加带宽——虽然不典型，但是有些特殊的专业应用需要的带宽，要比<span class='wp_keywordlink'><a href="http://www.faxytech.com/products/testers/cable" title="铜缆测试仪">铜缆</a></span>布线带宽更宽，例如高端3D动画或需要以高传输速率传输大量数据的操作）。</p>
<p>3.延长距离——这个问题有点棘手，因为无论什么类型的介质，标准规定的水平永久链路的最长距离为90米。但实际情况是——光纤通常被用于连接必须距离电信机房超过90米远的设备。</p>
<p>&nbsp;</p>
<p><strong>如何部署？</strong></p>
<p>FTTD应用的部署方式通常是利用双芯光纤电缆将电信机房内的光纤交换机连接至安装在工作区面板上的双芯光纤适配器。计算机和其他设备可以配备光纤网卡(NIC)，来连接插座，或者利用各种介质转换器将光信号转换为电信号，然后使用标准RJ45跳线完成转换器至设备的最终连接。</p>
<p>&nbsp;</p>
<p>如果是出于距离或安全目的而不是带宽需要而选择FTTD，则通常使用OM3或OM4多模光纤来实现1千兆或10千兆双芯光纤链路，例如1000BASE-SX或10GBASE-SR。采用单工单模光纤、分光器和波分复用(WDM)技术的无源光网络是1千兆和10千兆FTTD应用的另一种形式，我们将在以后的博文中进行介绍。</p>
<p>&nbsp;</p>
<p>虽然很少见，但如果需要更高的40千兆速度，您可能会看到BiDi FTTD应用，该应用采用WDM技术，在双工OM3或OM4光纤链路上运行40千兆。对于FTTD应用来说，并行光纤40千兆采用的多芯<span class='wp_keywordlink'><a href="http://www.faxytech.com/archives/multifiber-pro.html" title="福禄克Fluke MPO">MPO</a></span>连接不太实用。</p>
<p>&nbsp;</p>
<p><strong>如何测试？</strong></p>
<p>测试FTTD应用与测试数据中心里的光纤链路并无太大区别。事实上，由于链路远端位于不同空间并且可能位于受保护的空间内，因此测试起来可能更加麻烦。</p>
<p>&nbsp;</p>
<p>可以利用<span class='wp_keywordlink'><a href="http://www.faxytech.com/archives/certifiber-pro.html" title="CertiFiber" rel="nofollow">CertiFiber</a></span> Pro 等光纤损耗测试仪（<span class='wp_keywordlink'><a href="http://www.faxytech.com/archives/certifiber-pro.html" title="福禄克Fluke CFP-100-Q">CFP-100-Q</a></span>，<span class='wp_keywordlink'><a href="http://www.faxytech.com/archives/certifiber-pro.html" title="福禄克FLuke CFP-100-M">CFP-100-M</a></span>）进行简单的1级<span class='wp_keywordlink'><a href="http://www.faxytech.com/archives/insertion-loss.html" title="插入损耗">插入损耗</a></span>测试，从而完成FTTD测试。这是确定链路插入损耗的最准确方法。2级认证使用<span class='wp_keywordlink'><a href="http://www.faxytech.com/archives/optifiber-otdr.html" title="福禄克Fluke OptiFiber">OptiFiber</a></span> PRO光时域反射仪(<span class='wp_keywordlink'><a href="http://www.faxytech.com/archives/dtx-otdr.html" title="DTX OTDR">OTDR</a></span>)，可以检测链路中每个元件的损耗情况。了解通道内最薄弱的环节对于故障诊断和排除至关重要，还有助于未来的性能升级。在两个方向进行2级认证很重要——这是使用OTDR时可以获得准确测量结果的唯一方法。否则，如果连接器两侧的光纤具有不同的反向散射系数，仅在一个方向上进行测试可能会导致连接器显示出具有比实际高得多或者低得多的损耗——有时甚至是负损耗(当然，这在物理上是不可能出现的现象)。对两个方向的结果进行平均将提供准确的测量结果。</p>
<p><a href="http://www.faxytech.com/wp-content/uploads/2018/01/phase.png" class="highslide-image" onclick="return hs.expand(this);"><img class="alignnone size-full wp-image-9676" title="phase" src="http://www.faxytech.com/wp-content/uploads/2018/01/phase.png" alt="" width="500" height="281" /></a></p>
<p>使用SmartLoop对工作区插座进行双向测试</p>
<p>对于FTTD应用，双向测试可能会非常复杂，除非您有像OptiFiber ?Pro这样的测试仪(<span class='wp_keywordlink'><a href="http://www.faxytech.com/archives/ofp-100-q.html" title="fluke OFP-100-Q">OFP-100-Q</a></span>)。该测试仪在远端使用一个环路，允许在不移动OTDR的情况下一次性测试双工链路的两根光纤，方便技术人员留在电信机房进行测试。</p>
<p>SmartLoop是具有高安全性要求的FTTD场景下的理想选择，这种场景下技术人员可能无法进入工作区插座所在的空间。有安全许可的人员很容易学会在远程工作区插座处连接环路。</p>
<p>&nbsp;</p>
<p>&nbsp;</p>
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		<title>福禄克网络测试仪 &#8211; 光纤测试篇</title>
		<link>http://www.faxytech.com/archives/fiber-tester.html</link>
		<comments>http://www.faxytech.com/archives/fiber-tester.html#comments</comments>
		<pubDate>Thu, 13 Nov 2014 01:21:41 +0000</pubDate>
		<dc:creator>深圳连讯</dc:creator>
				<category><![CDATA[技术专栏]]></category>
		<category><![CDATA[ft500]]></category>
		<category><![CDATA[ft525]]></category>
		<category><![CDATA[FT600]]></category>
		<category><![CDATA[OptiFiber Pro]]></category>
		<category><![CDATA[OTDR]]></category>
		<category><![CDATA[simplifiber pro]]></category>
		<category><![CDATA[光纤测试]]></category>
		<category><![CDATA[福禄克光纤测试仪]]></category>

		<guid isPermaLink="false">http://www.faxytech.com/?p=5469</guid>
		<description><![CDATA[深圳市连讯达电子技术开发有限公司拥有17年电子测试行业经验，同时作为福禄克长久合作伙伴，我们提供一系列网络测试解决方案，今天为大家介绍福禄克光纤测试解决方案。光纤布线是当今... ]]></description>
			<content:encoded><![CDATA[<p>深圳市连讯达电子技术开发有限公司拥有17年电子测试行业经验，同时作为福禄克长久合作伙伴，我们提供一系列网络测试解决方案，今天为大家介绍福禄克<span class='wp_keywordlink_affiliate'><a href="http://www.faxytech.com/tag/%e5%85%89%e7%ba%a4%e6%b5%8b%e8%af%95" title="查看 光纤测试 的全部文章" target="_blank">光纤测试</a></span>解决方案。光纤布线是当今数据通信网络的核心。光纤是当今最主要的介质类型，广泛用于关键任务数据中心链路、建筑物内的网络架构以及校园网络远程连接。随着人们对网络速度和带宽的要求不断提升，链路长度和光损耗的极限值日益缩小，因此光纤布线的认证比以往更为重要。<br />
<strong>检查光缆的光损耗</strong><br />
长久以来，为了确保光束正确通过，需要检查和清洁光纤。随着链路的数据传输速率日益提高，要求损耗也应不断降低，因此，尽管光纤检查和光纤接头清洁并不新鲜，但其重要性却与日俱增。由于对整体光损耗的容许误差越来越小，适配器的<span class='wp_keywordlink'><a href="http://www.faxytech.com/archives/insertion-loss.html" title="衰减">衰减</a></span>值肯定比以往要求更小。通过检查并在必要时清洁光纤，可以实现这一目标。</p>
<p>在光束离开一个端面进入适配器内另一端面的过程中，有两种类型的问题可能造成损耗：污染和损坏。</p>
<p>油污和水凝胶堵塞是光纤连接器端接面污染的常见形式。只要接触金属套圈，就会在端面立即留下人体油污，一旦连接，就会导致过量的衰减。灰尘和细小的带静电微粒在空气中漂浮，有可能吸附到任何暴露尾端上。正在建造或改造的设施中尤其可能出现这种情况。缓冲液凝胶和润滑油在新安装过程中很容易溢出到端面上。</p>
<p>光缆损坏包括刮痕、凹陷、裂缝或碎裂。这些端面表面缺陷可能是由于端接不当或连接污染造成的。如果决定首先完成每个连接然后仅检查发生故障的连接，这种方法很危险，因为受污染端面的实际连接可能导致永久性损坏。这种永久性损坏要求进行更加昂贵耗时的重新端接或以预先端接的链路进行更换。</p>
<p>在光缆布线的最初阶段，需要使用台式立体显微镜检查光纤端面。随着时间的推移，人们设计出了更小的便携式显微镜来轻松地测试光缆。显微镜可分为两种基本类型：光学显微镜FT120和视频显微镜FT500，FT525以及<span class='wp_keywordlink_affiliate'><a href="http://www.faxytech.com/tag/ft600" title="查看 FT600 的全部文章" target="_blank">FT600</a></span>。光学显微镜结合了物镜透镜和目镜透镜，因此可以直接通过设备检查端面。视频显微镜包含光学探头和用于查看探头图像的显示屏。探头设计得很小，使其可以到达位置难以接近的端口。通过屏幕可以放大图像，更易于发现污染和损坏。由于不是直接查看端面而是在屏幕上查看，因此探头的使用最大程度上降低了任何有害激光接触人眼的可能性。<span class='wp_keywordlink'><a href="http://www.faxytech.com" title="Fluke Networks">Fluke Networks</a></span> 提供从普通显微镜到专家级显微镜的各种光纤显微镜。</p>
<p><strong>清洁光缆</strong><br />
由于多年来清洁已经成为光缆维护的一部分，大多数人都有他们自己的方法来清洁端面，其中包括一些不太理想的方法，例如使用罐装空气喷洗光缆或使用异丙醇 (IPA) 进行清洗。?光纤专用溶剂不仅可以快速溶解沾染在光纤端面上的任何污染，还具有合适的蒸发率，既有时间发挥作用，又能在连接前完全蒸发。最基本的工具是分别用于清洁跳线和内部端口的棉布和棉签。便捷的?fiber optic cleaning kit （<span class='wp_keywordlink'><a href="http://www.faxytech.com/archives/fiber-cleaning-kit.html" title="fluke NFC-KIT-CASE">NFC-KIT-CASE</a></span>）中包括细致地清洗端面所需的所有溶剂和清洁设备。</p>
<p><strong>光纤测试故障排除、验证与认证</strong><br />
<span class='wp_keywordlink'><a href="http://www.faxytech.com/products/testers/fiber" title="光纤测试仪">光纤测试仪</a></span>包括用于基本检查和清洁、基本故障排除的工具，还包括验证测试仪、认证测试仪、以及用于故障排除和现有布线分析的高级?<span class='wp_keywordlink'><a href="http://www.faxytech.com/archives/dtx-otdr.html" title="DTX OTDR">OTDR</a></span> 测试仪。</p>
<p>要进行简单的光纤故障排除和验证，可将?<span class='wp_keywordlink'><a href="http://www.faxytech.com/archives/simplifiber-pro.html" title="福禄克FLUKE SimpliFiber Pro光纤测试仪">SimpliFiber</a></span> Pro 和光源解决方案结合使用，来测量多模和单模光纤损耗。内置的结果存储和自动波长同步功能即可节省时间又可防止出现错误。</p>
<p>必须根据 IEEE、TIA/EIA 或 ISO/IEC 标准对新的布线进行认证，以确保链路能够运行将要使用的应用。完整的光纤布线认证包括两个部分：第 1 层或基本测试方案和第 2 层或扩展测试方案。第一层光纤布线认证使用功率计和光源或 <span class='wp_keywordlink'><a href="http://www.faxytech.com/archives/certifiber-pro.html" title="CertiFiber" rel="nofollow">CertiFiber</a></span> Pro 这类光学损耗测试装置 (OLTS) 来测量链路的绝对损耗，并与标准中规定的限值进行比较。可使用 <span class='wp_keywordlink_affiliate'><a href="http://www.faxytech.com/tag/otdr" title="查看 OTDR 的全部文章" target="_blank">OTDR</a></span>（比如 <span class='wp_keywordlink'><a href="http://www.faxytech.com/archives/optifiber-otdr.html" title="福禄克Fluke OptiFiber">OptiFiber</a></span> Pro OTDR）执行第二层光纤布线认证和故障排除。</p>
<p>光纤链路认证要求操作人员使用正确的测试设备、具备充分的安装和应用标准知识，并能够准确记录测试结果。<span class='wp_keywordlink'><a href="http://www.faxytech.com/archives/dtx-clt.html" title="福禄克FLUKE DTX-CLT测试仪">DTX-CLT</a></span> CertiFiber 是一款手持光纤认证测试仪，能够快速简便地对多模网络进行认证。按下一个按钮可测量两个波长的两条光纤的光纤长度和光损耗，计算光损耗承受范围，并将结果与选定的工业标准进行比较，快速提供一个“通过”或“失败”标识。使用随附的?<span class='wp_keywordlink'><a href="http://www.faxytech.com/linkware" title="fluke Linkware">LinkWare</a></span> 软件 可轻松保存并管理测试结果。</p>
<p>第二层<strong>光纤认证</strong>要求使用?OTDR 以确保已安装链路的各个组件的质量。要了解关于 OTDR 和第二层光纤认证的更多内容，请点击此处。</p>
<p>深圳市连讯达电子技术开发有限公司是企业<strong>光纤测试设备</strong>领域的市场领导者，提供各种适合现场使用的光纤测试仪，这些产品广泛用于光纤网络的检测、清洁、验证、认证以及故障排除等方面。如需了解请联系连讯达公司400-688-2580</p>
]]></content:encoded>
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		<title>福禄克测试时光纤损耗过大的因素-熔接篇</title>
		<link>http://www.faxytech.com/archives/fiber-loss-welding.html</link>
		<comments>http://www.faxytech.com/archives/fiber-loss-welding.html#comments</comments>
		<pubDate>Wed, 06 Nov 2013 02:14:02 +0000</pubDate>
		<dc:creator>深圳连讯</dc:creator>
				<category><![CDATA[技术专栏]]></category>
		<category><![CDATA[dtx-1800ms]]></category>
		<category><![CDATA[光纤测试]]></category>
		<category><![CDATA[熔接损耗]]></category>
		<category><![CDATA[福禄克测试]]></category>

		<guid isPermaLink="false">http://www.faxytech.com/?p=3344</guid>
		<description><![CDATA[通过深圳连讯达测试工程部发来的反馈，我们在用福禄克DTX-1800MS或者OptiFiber PRO进行光纤测试的时候，最大的问题往往是光纤衰减通不过，那影响光纤衰减通不过的主要问题有哪些呢？让我们一... ]]></description>
			<content:encoded><![CDATA[<p>
	通过深圳连讯达测试工程部发来的反馈，我们在用福禄克<span class='wp_keywordlink'><a href="http://www.faxytech.com/archives/dtx-cableanalyzer.html" title="福禄克FLUKE DTX">DTX</a></span>-1800MS或者<span class='wp_keywordlink'><a href="http://www.faxytech.com/archives/optifiber-otdr.html" title="福禄克Fluke OptiFiber">OptiFiber</a></span> PRO进行<span class='wp_keywordlink_affiliate'><a href="http://www.faxytech.com/tag/%e5%85%89%e7%ba%a4%e6%b5%8b%e8%af%95" title="查看 光纤测试 的全部文章" target="_blank">光纤测试</a></span>的时候，最大的问题往往是光纤<span class='wp_keywordlink'><a href="http://www.faxytech.com/archives/insertion-loss.html" title="衰减">衰减</a></span>通不过，那影响光纤衰减通不过的主要问题有哪些呢？让我们一起来看看深圳连讯达总结的经验。
</p>
<p>
	1.影响光纤<span class='wp_keywordlink_affiliate'><a href="http://www.faxytech.com/tag/%e7%86%94%e6%8e%a5%e6%8d%9f%e8%80%97" title="查看 熔接损耗 的全部文章" target="_blank">熔接损耗</a></span>的主要因素：
</p>
<p>
	影响光纤熔接损耗的因素较多，大体可分为光纤本征因素和非本征因素两类。1．光纤本征因素是指光纤自身因素，主要有四点。
</p>
<p>
	（1）光纤模场直径不一致；
</p>
<p>
	<br />
	（2）两根光纤芯径失配；
</p>
<p>
	<br />
	（3）纤芯截面不圆；
</p>
<p>
	<br />
	（4）纤芯与包层同心度不佳。
</p>
<p>
	<br />
	其中光纤模场直径不一致影响最大，按CCITT(国际电报电话咨询委员会)建议，单模光纤的容限标准如下：
</p>
<p>
	模场直径：（9~10&mu;m）&plusmn;10％，即容限约&plusmn;1&mu;m；
</p>
<p>
	<br />
	包层直径：125&plusmn;3&mu;m；
</p>
<p>
	<br />
	模场同心度误差&le;6％，包层不圆度&le;2％。
</p>
<p>
	&nbsp;
</p>
<p>
	<br />
	2．影响光纤接续损耗的非本征因素即接续技术。
</p>
<p>
	（1）轴心错位：单模光纤纤芯很细，两根对接光纤轴心错位会影响接续损耗。当错位1.2&mu;m时，接续损耗达0.5dB。
</p>
<p>
	<br />
	（2）轴心倾斜：当光纤断面倾斜1&deg;时，约产生0.6dB的接续损耗，如果要求接续损耗&le;0.1dB，则单模光纤的倾角应为&le;0.3&deg;。
</p>
<p>
	<br />
	（3）端面分离：活动连接器的连接不好，很容易产生端面分离，造成连接损耗较大。当熔接机放电电压较低时，也容易产生端面分离，此情况一般在有拉力测试功能的熔接机中可以发现。
</p>
<p>
	<br />
	（4）端面质量：光纤端面的平整度差时也会产生损耗，甚至气泡。
</p>
<p>
	<br />
	（5）接续点附近光纤物理变形：光缆在架设过程中的拉伸变形，接续盒中夹固光缆压力太大等，都会对接续损耗有影响，甚至熔接几次都不能改善。
</p>
<p>
	3．其他因素的影响。
</p>
<p>
	<br />
	接续人员操作水平、操作步骤、盘纤工艺水平、熔接机中电极清洁程度、熔接参数设置、工作环境清洁程度等均会影响到熔接损耗的值。
</p>
<p>
	如需要购买<span class='wp_keywordlink'><a href="http://www.faxytech.com/products/testers/fiber" title="光纤测试仪">光纤测试仪</a></span>产品，请联系连讯达公司。DTX-1800MS，DTX-1200MS特价销售中！</p>
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		<title>福禄克Fluke OptiFiber PRO (OTDR)操作说明之OTDR测试入门</title>
		<link>http://www.faxytech.com/archives/otdr-test.html</link>
		<comments>http://www.faxytech.com/archives/otdr-test.html#comments</comments>
		<pubDate>Wed, 21 Aug 2013 06:19:09 +0000</pubDate>
		<dc:creator>深圳连讯</dc:creator>
				<category><![CDATA[技术专栏]]></category>
		<category><![CDATA[Fluke]]></category>
		<category><![CDATA[OptiFiber Pro]]></category>
		<category><![CDATA[OTDR]]></category>
		<category><![CDATA[光纤OTDR测试入门]]></category>
		<category><![CDATA[光纤测试]]></category>
		<category><![CDATA[福禄克]]></category>

		<guid isPermaLink="false">http://www.faxytech.com/?p=3194</guid>
		<description><![CDATA[深圳连讯（0755-83999818）从事网络测试仪、光纤测试仪、线缆测试仪销售十多年，经过测试技术部门整理相关技术资料推荐给各位同学们： 本文主要介绍福禄克Fluke OptiFiber PRO (OTDR)光纤测试仪使... ]]></description>
			<content:encoded><![CDATA[<p>深圳连讯（0755-83999818）从事<span class='wp_keywordlink'><a href="http://www.faxytech.com/products/testers/network" title="网络测试仪">网络测试仪</a></span>、<span class='wp_keywordlink'><a href="http://www.faxytech.com/products/testers/fiber" title="光纤测试仪">光纤测试仪</a></span>、线缆测试仪销售十多年，经过测试技术部门整理相关技术资料推荐给各位同学们：</p>
<p>本文主要介绍<span class='wp_keywordlink_affiliate'><a href="http://www.faxytech.com/tag/%e7%a6%8f%e7%a6%84%e5%85%8b" title="查看 福禄克 的全部文章" target="_blank">福禄克</a></span><span class='wp_keywordlink_affiliate'><a href="http://www.faxytech.com/tag/fluke" title="查看 Fluke 的全部文章" target="_blank">Fluke</a></span> <span class='wp_keywordlink'><a href="http://www.faxytech.com/archives/optifiber-otdr.html" title="福禄克Fluke OptiFiber">OptiFiber</a></span> PRO (<span class='wp_keywordlink'><a href="http://www.faxytech.com/archives/dtx-otdr.html" title="DTX OTDR">OTDR</a></span>)<span class='wp_keywordlink_affiliate'><a href="http://www.faxytech.com/tag/%e5%85%89%e7%ba%a4%e6%b5%8b%e8%af%95" title="查看 光纤测试 的全部文章" target="_blank">光纤测试</a></span>仪使用指南-<span class='wp_keywordlink_affiliate'><a href="http://www.faxytech.com/tag/otdr" title="查看 OTDR 的全部文章" target="_blank">OTDR</a></span>测试方法原理解释。</p>
<p>如果向光纤注入一束持续时间很短的光脉冲<span style="font-family: 'Times New Roman';">(</span><span style="font-family: 宋体;">比如</span><span style="font-family: 'Times New Roman';">100ns)</span><span style="font-family: 宋体;">，那么光脉冲能量在向前传输的过程中同时也会有极微弱能量被光纤本身不断地向四面八方散射</span><span style="font-family: 'Times New Roman';">(</span><span style="font-family: 宋体;">瑞利散射</span><span style="font-family: 'Times New Roman';">)</span><span style="font-family: 宋体;">、反射回来，由于所有光纤都存在损耗，因此光纤近端反射的能量较大，而远端反射的能量则较小。这种反射又被称作逆向散射</span><span style="font-family: 'Times New Roman';">(backscatter)</span><span style="font-family: 宋体;">，数量级为</span><span style="font-family: 'Times New Roman';">1ppm</span><span style="font-family: 宋体;">左右。如果我们把“沿途”的这些反射能量都记录下来，就可以画成如图</span><span style="font-family: 'Times New Roman';">1</span><span style="font-family: 宋体;">所示的反射能量曲线</span><span style="font-family: 'Times New Roman';">(</span><span style="font-family: 宋体;">即光时域反射曲线，</span><span style="font-family: 'Times New Roman';">OTDR</span><span style="font-family: 宋体;">曲线</span><span style="font-family: 'Times New Roman';">)</span><span style="font-family: 宋体;">。这个曲线有什么用处呢？图中</span><span style="font-family: 'Times New Roman';">0m</span><span style="font-family: 宋体;">的地方反射强</span><span style="font-family: 'Times New Roman';">(</span><span style="font-family: 宋体;">对应纵坐标约为</span><span style="font-family: 'Times New Roman';">-0.8dB</span><span style="font-family: 宋体;">左右</span><span style="font-family: 'Times New Roman';">)</span><span style="font-family: 宋体;">，是光纤链路的“入口”，而在光纤末端</span><span style="font-family: 'Times New Roman';">2040m</span><span style="font-family: 宋体;">的地方，反射量会较弱</span><span style="font-family: 'Times New Roman';">(</span><span style="font-family: 宋体;">对应纵坐标约为</span><span style="font-family: 'Times New Roman';">-6.5dB)</span><span style="font-family: 宋体;">，我们首先可以用这条曲线推算出这段长约</span><span style="font-family: 'Times New Roman';">2040m</span><span style="font-family: 宋体;">的光纤对反射光的损耗大约为</span><span style="font-family: 'Times New Roman';">(-0.8-(-6.5))=5.7dB</span><span style="font-family: 宋体;">。通常，我们可以用这个损耗值来近似地代替这条光纤本身的前向传输损耗值。</span></p>
<p><span style="font-family: 宋体;"><a href="http://www.faxytech.com/wp-content/uploads/2013/08/otdr1.png" class="highslide-image" onclick="return hs.expand(this);"><img class="alignnone size-full wp-image-3195" title="福禄克Fluke OptiFiber PRO OTDR 测试仪" src="http://www.faxytech.com/wp-content/uploads/2013/08/otdr1.png" alt="福禄克Fluke OptiFiber PRO OTDR 测试仪" width="640" height="480" /></a></span></p>
<p>图一?<span style="font-family: 'Times New Roman';">OTDR</span><span style="font-family: 宋体;">曲线</span><span style="font-family: 'Times New Roman';">(</span><span style="font-family: 宋体;">光时域反射曲线</span><span style="font-family: 'Times New Roman';">)</span></p>
<p>如果光脉冲向前传输时遇到连接器<span style="font-family: 'Times New Roman';">(</span><span style="font-family: 宋体;">此处存在一个很窄的空气隙</span><span style="font-family: 'Times New Roman';">)</span><span style="font-family: 宋体;">，由于介质突变，反射能量会很大，最大可达前向总能量的</span><span style="font-family: 'Times New Roman';">8%(</span><span style="font-family: 宋体;">比逆向散射大得多</span><span style="font-family: 'Times New Roman';">)</span><span style="font-family: 宋体;">。图中</span><span style="font-family: 'Times New Roman';">2040m</span><span style="font-family: 宋体;">处的尖峰就是由连接器引起的较强的能量反射。事实上，由于该连接质量不高，尖峰过后出现了一个约</span><span style="font-family: 'Times New Roman';">2dB</span><span style="font-family: 宋体;">的损耗跌落</span><span style="font-family: 'Times New Roman';">(</span><span style="font-family: 宋体;">通常最低要求不超过</span><span style="font-family: 'Times New Roman';">0.75dB)</span><span style="font-family: 宋体;">，这个跌落就是由于连接器质量问题所引起的损耗。所以，我们可以用这个损耗来近似代替连接器的前向传输损耗。</span></p>
<p>仔细观察约<span style="font-family: 'Times New Roman';">2040m-2095m</span><span style="font-family: 宋体;">这段</span><span style="font-family: 'Times New Roman';">55</span><span style="font-family: 宋体;">米的短光纤，你会发现除了前面提到的</span><span style="font-family: 'Times New Roman';">2dB</span><span style="font-family: 宋体;">连接器损耗外，</span><span style="font-family: 'Times New Roman';">55m</span><span style="font-family: 宋体;">光纤段自身还有约</span><span style="font-family: 'Times New Roman';">1dB</span><span style="font-family: 宋体;">的损耗</span><span style="font-family: 'Times New Roman';">(</span><span style="font-family: 宋体;">横坐标 </span><span style="font-family: 'Times New Roman';">-8dB-(-9dB)=1dB)</span><span style="font-family: 宋体;">。这显然太高了。</span></p>
<p>在约<span style="font-family: 'Times New Roman';">2095m</span><span style="font-family: 宋体;">处出现的强“反射峰”，表示这是这条光纤链路的末端。由于末端之后不存在光纤，光子不再“逆向”返回，因此</span><span style="font-family: 'Times New Roman';">OTDR</span><span style="font-family: 宋体;">曲线迅速向坐标“横轴”跌落。末端对应的长度值就是光纤的长度，或是断纤的具体位置。</span></p>
<p>从上面描述的<span style="font-family: 'Times New Roman';">OTDR</span><span style="font-family: 宋体;">曲线中，我们可以轻松地获得几个重要的参数：</span></p>
<p>a)?这段光纤长度是<span style="font-family: 'Times New Roman';">2095</span><span style="font-family: 宋体;">米 </span>–?也可能就是断纤的断点长度；</p>
<p>b)?在<span style="font-family: 'Times New Roman';">2040</span><span style="font-family: 宋体;">米出有一个连接器质量不好</span><span style="font-family: 'Times New Roman';">(</span>连接器损耗达<span style="font-family: 'Times New Roman';">2dB)</span><span style="font-family: 宋体;">；</span></p>
<p>c)?这条光纤在<span style="font-family: 'Times New Roman';">2040~2095</span><span style="font-family: 宋体;">米有一段约</span><span style="font-family: 'Times New Roman';">55</span><span style="font-family: 宋体;">米的</span>光纤损耗大，本身质量有问题<span style="font-family: 'Times New Roman';">(1dB</span><span style="font-family: 宋体;">损耗</span><span style="font-family: 'Times New Roman';">)</span><span style="font-family: 宋体;">。</span></p>
<p>d)?整段光纤的链路总损耗太大，约为<span style="font-family: 'Times New Roman';">5.7+2+1=8.7dB</span><span style="font-family: 宋体;">，问题在</span><span style="font-family: 'Times New Roman';">2040~2095</span><span style="font-family: 宋体;">米一段。</span></p>
<p>这就是用<span style="font-family: 'Times New Roman';">OTDR</span><span style="font-family: 宋体;">测试曲线来判断问题的一个例子。可以看到光纤长度、连接器损耗、光纤损耗、链路总损耗等很有用的故障信息，帮助定位故障。下面我们再举几个案例。</span></p>
<p>如图二所示，这是一段约<span style="font-family: 'Times New Roman';">230</span><span style="font-family: 宋体;">米的光纤，原先用于运行千兆以太网，在升级为万兆以太网时发现丢包率很高，许多用户反映系统升级后速度不升反降。测试光纤链路的总损耗约为</span><span style="font-family: 'Times New Roman';">3.5dB</span><span style="font-family: 宋体;">，超过标准允许值。维护人员需要迅速定位链路中引起损耗超差的故障点。</span></p>
<p><span style="font-family: 宋体;"><a href="http://www.faxytech.com/wp-content/uploads/2013/08/OTDR2.png" class="highslide-image" onclick="return hs.expand(this);"><img class="alignnone size-full wp-image-3196" title="福禄克OptiFiber PRO OTDR" src="http://www.faxytech.com/wp-content/uploads/2013/08/OTDR2.png" alt="福禄克OptiFiber PRO OTDR" width="640" height="480" /></a></span></p>
<p>图二?<span style="font-family: 'Times New Roman';">OTDR</span><span style="font-family: 宋体;">测试曲线</span></p>
<p>一般地，维护人员会先检查交换机的光模块配置和光功率，或简单地试着重新插拔一下光纤跳线。接下来则可能怀疑交换机主机是否有问题。稍有经验的维护人员会测试一下这条光纤链路的损耗值，并试着清洁一下光纤跳线。但如果这些手段都不奏效，就需要使用<span style="font-family: 'Times New Roman';">OTDR</span><span style="font-family: 宋体;">测试仪来观测了了。它可以提供与曲线对应的“事件表”，不精通曲线分析的一线维护人员可以通过“事件表”迅速了解问题所在的物理位置，如图三所示。请读者对应查看曲线和事件表两图。在</span><span style="font-family: 'Times New Roman';">102</span><span style="font-family: 宋体;">米的地方有一个正常的连接器，损耗值</span><span style="font-family: 'Times New Roman';">0.19dB</span><span style="font-family: 宋体;">，反射尖峰幅度较低，说明连接质量优良；在约</span><span style="font-family: 'Times New Roman';">152</span><span style="font-family: 宋体;">米的地方有一个反射尖峰，幅度适中，但连接器损耗</span><span style="font-family: 'Times New Roman';">(</span><span style="font-family: 宋体;">即</span><span style="font-family: 'Times New Roman';">OTDR</span><span style="font-family: 宋体;">曲线跌落</span><span style="font-family: 'Times New Roman';">)</span><span style="font-family: 宋体;">高达</span><span style="font-family: 'Times New Roman';">1.73dB</span><span style="font-family: 宋体;">，说明此连接器质量较差</span><span style="font-family: 'Times New Roman';">(</span><span style="font-family: 宋体;">存在灰尘的可能性较大</span><span style="font-family: 'Times New Roman';">)</span><span style="font-family: 宋体;">；在约</span><span style="font-family: 'Times New Roman';">202</span><span style="font-family: 宋体;">米的地方有一个连接器尖峰，损耗为</span><span style="font-family: 'Times New Roman';">0.28</span><span style="font-family: 宋体;">，紧随其后有一段长约</span><span style="font-family: 'Times New Roman';">2</span><span style="font-family: 宋体;">米的光跳线</span><span style="font-family: 'Times New Roman';">(</span><span style="font-family: 宋体;">即</span><span style="font-family: 'Times New Roman';">202</span><span style="font-family: 宋体;">米</span><span style="font-family: 'Times New Roman';">~204</span><span style="font-family: 宋体;">米的隐藏事件</span><span style="font-family: 'Times New Roman';">)</span><span style="font-family: 宋体;">，由于这段跳线的总损耗为</span><span style="font-family: 'Times New Roman';">0.28dB</span><span style="font-family: 宋体;">，可以认为质量尚可。在</span><span style="font-family: 'Times New Roman';">214</span><span style="font-family: 宋体;">米处有一个损耗，且无反射尖峰，判断其最大的可能是一个光纤熔接点或者光纤过度弯曲事件。由于损耗值高达</span><span style="font-family: 'Times New Roman';">0.72dB</span><span style="font-family: 宋体;">，被认为超标</span><span style="font-family: 'Times New Roman';">(</span><span style="font-family: 宋体;">最大应不超过</span><span style="font-family: 'Times New Roman';">0.3dB)</span><span style="font-family: 宋体;">。</span></p>
<p><span style="font-family: 宋体;"><a href="http://www.faxytech.com/wp-content/uploads/2013/08/OTDR3.png" class="highslide-image" onclick="return hs.expand(this);"><img class="alignnone size-full wp-image-3197" title="福禄克Fluke OptiFiber PRO OTDR3" src="http://www.faxytech.com/wp-content/uploads/2013/08/OTDR3.png" alt="福禄克Fluke OptiFiber PRO OTDR3" width="640" height="480" /></a></span></p>
<p>图三?与<span style="font-family: 'Times New Roman';">OTDR</span><span style="font-family: 宋体;">对应的事件表</span></p>
<p>过量的损耗会加剧信号<span class='wp_keywordlink'><a href="http://www.faxytech.com/archives/insertion-loss.html" title="衰减">衰减</a></span>，在多模光纤链路中还会引入附加的色散值，这将缩短光纤的有效传输长度。室内光纤过度弯曲点通常发生在配线架或设备端口处，与整理跳线的方式不当从而造成弯曲过度有较大关系。</p>
<p>以上测试结果基本上可以涵盖中低速光纤链路中的故障诊断定位，掌握了<span style="font-family: 'Times New Roman';">OTDR</span><span style="font-family: 宋体;">曲线分析方法可以很快确认问题发生的物理位置。对于不熟悉</span><span style="font-family: 'Times New Roman';">OTDR</span><span style="font-family: 宋体;">曲线解读的维护人员，则可以简单地遵循“事件表”的提示，检查对应的故障位置。</span></p>
<p>不过，在高速光纤链路中，情形远比中低速光纤链路复杂，比如在<span style="font-family: 'Times New Roman';">10G/40G/100G</span><span style="font-family: 宋体;">以太网光纤链路中，链路总损耗和连接点损耗符合要求并不意味着链路的误码率一定能符合要求，这是因为总损耗合格并不意味着每个连接器、熔接点都合格，且连接器的过量反射会引起误码率上升，甚至造成连接失败，所以需要考察每个“事件”的单个损耗值和每个连接器的反射值</span><span style="font-family: 'Times New Roman';">(ORL)</span><span style="font-family: 宋体;">。</span></p>
<p>连接器的损耗和反射值<span style="font-family: 'Times New Roman';">(ORL</span><span style="font-family: 宋体;">，光<span class='wp_keywordlink'><a href="http://www.faxytech.com/archives/return_loss.html" title="回波损耗">回波损耗</a></span></span><span style="font-family: 'Times New Roman';">)</span><span style="font-family: 宋体;">是器件质量的两个重要参数，但因为安装过程中存在着误用连接器、指纹污染、唾液污染等情形，连接质量并不是很乐观。关键的误解还在于，这些过量反射点在</span><span style="font-family: 'Times New Roman';">10/100/1000M</span><span style="font-family: 宋体;">等中低速以太网链路中可能并不明显影响链路的误码率。</span></p>
<p>补偿光纤。由于<span style="font-family: 'Times New Roman';">OTDR</span><span style="font-family: 宋体;">测试仪端口不能在发射测试脉冲的同时接收反射回来的逆向散射和菲涅耳反射信号</span><span style="font-family: 'Times New Roman';">(</span><span style="font-family: 宋体;">此时间接收器件呈关闭状态</span><span style="font-family: 'Times New Roman';">)</span><span style="font-family: 宋体;">，所以，作为紧邻的第一个连接器</span><span style="font-family: 'Times New Roman';">(</span><span style="font-family: 宋体;">就是仪器测试端口</span><span style="font-family: 'Times New Roman';">)</span><span style="font-family: 宋体;">往往是不能被“看清”的。为此，我们可以认为地在测试仪端口前加上一段光纤，把第一个连接器移到远离测试端口的地方，这样就可以看清第一个被测链路的连接器了。这段人为添加的测试光纤就是“发射补偿光纤”，又称“测试前导光纤”。仪器会在测试结果中会自动减去这段长度。另外，被测链路的终端由于没有连接光纤或光接收器，测试光脉冲将直接射入到空气中。这样，终端端面反射回来的光脉冲就和实际连接有光纤或者光接收器的反射脉冲不同。通常，终端反射比较强，这就是为什么</span><span style="font-family: 'Times New Roman';">OTDR</span><span style="font-family: 宋体;">曲线末端会有一个最高的尖峰。为了“看清”终端端面的质量，此事需要认为地在终端后面加一段光纤来仿真实际反射的状况，以此评估终端端面的质量。这段附加的光纤就叫接收补偿光纤，又叫测试尾纤、后置光纤。为了方便，发射补偿光纤和接收补偿光纤采用同样规格的光纤，长度一般是多模补偿光纤</span><span style="font-family: 'Times New Roman';">100</span><span style="font-family: 宋体;">米，单模补偿光纤</span><span style="font-family: 'Times New Roman';">130</span><span style="font-family: 宋体;">米。</span></p>
<p>为了看清端面反射，我们选择事件表中的某一事件比如<span style="font-family: 'Times New Roman';">0m</span><span style="font-family: 宋体;">处的事件，进入“查看细节”菜单，就可以查看实测的反射值和</span><span style="font-family: 'Times New Roman';">/</span><span style="font-family: 宋体;">或</span><span style="font-family: 'Times New Roman';">ORL</span><span style="font-family: 宋体;">值。如图</span><span style="font-family: 'Times New Roman';">4</span><span style="font-family: 宋体;">所示。</span></p>
<p>这是事件表中的<span style="font-family: 'Times New Roman';">0</span><span style="font-family: 宋体;">米处的详细信息，反射值</span><span style="font-family: 'Times New Roman';">Reflectance</span><span style="font-family: 宋体;">列在最下端，值约</span><span style="font-family: 'Times New Roman';">-49.79dB</span><span style="font-family: 宋体;">，没有任何问题。对于高速链路，如果反射值高于</span><span style="font-family: 'Times New Roman';">-30dB(</span><span style="font-family: 宋体;">比如</span><span style="font-family: 'Times New Roman';">-29dB)</span><span style="font-family: 宋体;">，则很容易引发误码率明显增加。事实上，</span><span style="font-family: 'Times New Roman';">-30dB</span><span style="font-family: 宋体;">以上的反射值通常是因为误用了</span><span style="font-family: 'Times New Roman';">FC</span><span style="font-family: 宋体;">光纤端面研磨的连接器或者端面污染。对于万兆链路，一般建议反射值低于</span><span style="font-family: 'Times New Roman';">-35dB</span><span style="font-family: 宋体;">。在</span><span style="font-family: 'Times New Roman';">TSB140</span><span style="font-family: 宋体;">标准中，由于没有规定相对应的</span><span style="font-family: 'Times New Roman';">10G/40G/100G</span><span style="font-family: 宋体;">的反射值极限，业界一般有如下推荐门限：</span><span style="font-family: 'Times New Roman';">-35dB/-45dB/-55dB</span><span style="font-family: 宋体;">。</span></p>
<p><span style="font-family: 宋体;"><a href="http://www.faxytech.com/wp-content/uploads/2013/08/OTDR4.png" class="highslide-image" onclick="return hs.expand(this);"><img class="alignnone size-full wp-image-3198" title="福禄克Fluke OptiFiber PRO OTDR4" src="http://www.faxytech.com/wp-content/uploads/2013/08/OTDR4.png" alt="福禄克Fluke OptiFiber PRO OTDR4" width="640" height="480" /></a></span></p>
<p>图四?事件详细信息<span style="font-family: 'Times New Roman';">(</span><span style="font-family: 宋体;">反射值 </span><span style="font-family: 'Times New Roman';">Reflectance)</span></p>
<p><span style="font-family: 'Times New Roman';"><a href="http://www.faxytech.com/wp-content/uploads/2013/08/OTDR5.png" class="highslide-image" onclick="return hs.expand(this);"><img class="alignnone size-full wp-image-3199" title="福禄克FLuke OptiFiber PRO" src="http://www.faxytech.com/wp-content/uploads/2013/08/OTDR5.png" alt="福禄克FLuke OptiFiber PRO" width="640" height="480" /></a></span></p>
<p>图五	增益现象<span style="font-size: 13px; line-height: 19px;">OTDR</span><span style="font-family: 宋体;">增益。</span></p>
<p><span style="font-family: 宋体;">如果光纤链路中采用了不同折射率</span><span style="font-family: 'Times New Roman';">(OM4/OM2)</span><span style="font-family: 宋体;">或者不同直径的光纤</span><span style="font-family: 'Times New Roman';">(50/62.5)</span><span style="font-family: 宋体;">，则连接器反射尖峰后面不光不会自然跌落，反而有可能抬升，这种现象就叫做</span><span style="font-family: 'Times New Roman';">OTDR</span><span style="font-family: 宋体;">测试增益。如图五所示。</span></p>
<p>&nbsp;</p>
<p><span style="font-family: 宋体;">产品推荐：<a href="http://www.faxytech.com/archives/certifiber-pro.html">http://www.faxytech.com/archives/certifiber-pro.html</a></span></p>
<p><span style="font-family: 宋体;">值得说明的是：<span class='wp_keywordlink'><a href="http://www.faxytech.com/archives/certifiber-pro.html" title="福禄克Fluke CFP-100-Q">CFP-100-Q</a></span>为单多模OTDR测试仪<span class='wp_keywordlink'><a href="http://www.faxytech.com/archives/certifiber-pro.html" title="福禄克FLuke CFP-100-M">CFP-100-M</a></span>为多模OTDR测试仪<span class='wp_keywordlink'><a href="http://www.faxytech.com/archives/certifiber-pro.html" title="福禄克FLuke CFP-100-S">CFP-100-S</a></span>为单模OTDR测试仪</span></p>
<p><span style="font-family: 宋体;"> </span></p>
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		<title>光纤ISO/IEC测试要求 A部分</title>
		<link>http://www.faxytech.com/archives/fiber-test-a.html</link>
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		<pubDate>Wed, 27 Feb 2013 04:04:23 +0000</pubDate>
		<dc:creator>深圳连讯</dc:creator>
				<category><![CDATA[技术专栏]]></category>
		<category><![CDATA[A部分]]></category>
		<category><![CDATA[ISO/IEC]]></category>
		<category><![CDATA[光纤测试]]></category>
		<category><![CDATA[福禄克网络]]></category>

		<guid isPermaLink="false">http://www.faxytech.com/?p=2706</guid>
		<description><![CDATA[福禄克网络公司编制了这份文件，以帮助提供规定的测试光纤布线安装标准，它可提供作为一般的指导。原文为英文，深圳连讯公司翻译。（如有疏漏，请批评指正） 一般要求 1、每一条光纤... ]]></description>
			<content:encoded><![CDATA[<p><span style="font-family: Arial;"><span style="font-size: xx-small;"><span class='wp_keywordlink_affiliate'><a href="http://www.faxytech.com/tag/%e7%a6%8f%e7%a6%84%e5%85%8b%e7%bd%91%e7%bb%9c" title="查看 福禄克网络 的全部文章" target="_blank">福禄克网络</a></span>公司编制了这份文件，以帮助提供规定的测试光纤布线安装标准，它可提供作为一般的指导。原文为英文，深圳连讯公司翻译。（如有疏漏，请批评指正）<strong><em><br />
</em></strong></span></span></p>
<p><strong><span style="font-family: 宋体; font-size: xx-small;">一般要求</span></strong></p>
<p><strong><em><span style="font-family: 宋体; font-size: xx-small;"> </span></em></strong><span style="font-family: 宋体; font-size: xx-small;">1、每一条光纤布线链路的安装应按照由</span><span style="font-size: xx-small;">CENELEC</span><span style="font-size: xx-small;">(Comité Européan de Normalisation Electrotechnique)</span><span style="font-size: xx-small;"> </span><span style="font-family: 宋体; font-size: xx-small;">标准</span><span style="font-size: xx-small;">ISO / IEC 11801</span><span style="font-family: 宋体; font-size: xx-small;">定义进行了现场规格测试或通过更高的要求的适当的网络应用标准。请参阅第</span><span style="font-size: xx-small;">B</span><span style="font-family: 宋体; font-size: xx-small;">。</span></p>
<p><span style="font-family: 宋体; font-size: xx-small;">2、</span><span style="font-family: Arial; font-size: xx-small;">ISO / IEC 11801</span><span style="font-family: 宋体; font-size: xx-small;">定义了无源布线网络，</span><span style="font-family: 宋体; font-size: xx-small;">在</span><span style="font-family: 宋体; font-size: xx-small;">两个光纤配线架（连接硬件）之间的</span><span style="font-family: 宋体; font-size: xx-small;">，</span><span style="font-family: 宋体; font-size: xx-small;">包括电缆，连接器和接头（如果存在的话），一个典型的水平链路段是从电信插座</span><span style="font-size: xx-small;">/</span><span style="font-family: 宋体; font-size: xx-small;">连接器</span><span style="font-family: 宋体; font-size: xx-small;">到</span><span style="font-family: 宋体; font-size: xx-small;">水平交叉连接。从建筑</span><span style="font-family: 宋体; font-size: xx-small;">物的</span><span style="font-family: 宋体; font-size: xx-small;">主干布线子系统延伸到</span><span style="font-family: 宋体; font-size: xx-small;">各楼层布线系统</span><span style="font-family: 宋体; font-size: xx-small;">。测试应包括代表</span><span style="font-family: 宋体; font-size: xx-small;">与</span><span style="font-family: 宋体; font-size: xx-small;">连接器</span><span style="font-family: 宋体; font-size: xx-small;">连接</span><span style="font-family: 宋体; font-size: xx-small;">的跳线与连接硬件的性能。然而，该测试不</span><span style="font-family: 宋体; font-size: xx-small;">能</span><span style="font-family: 宋体; font-size: xx-small;">包括</span><span style="font-family: 宋体; font-size: xx-small;">两端</span><span style="font-family: 宋体; font-size: xx-small;">测试设备的性能。</span></p>
<p><span style="font-family: 宋体; font-size: xx-small;"> </span><span style="font-size: xx-small;">3、100</span><span style="font-family: 宋体; font-size: xx-small;">％必须进行测试和安装的布线链路必须通过的要求提到的标准</span><span style="font-size: xx-small;">A.1</span><span style="font-family: 宋体; font-size: xx-small;">以上，</span><span style="font-family: 宋体; font-size: xx-small;">更详细的内容与</span><span style="font-family: 宋体; font-size: xx-small;">于</span><span style="font-size: xx-small;">B</span><span style="font-family: 宋体; font-size: xx-small;">部分</span><span style="font-family: 宋体; font-size: xx-small;">，而且</span><span style="font-family: 宋体; font-size: xx-small;">必须记录任何失败的链接，</span><span style="font-family: 宋体; font-size: xx-small;">并且</span><span style="font-family: 宋体; font-size: xx-small;">诊断和纠正。</span><span style="font-family: 宋体; font-size: xx-small;">修改的链路</span><span style="font-family: 宋体; font-size: xx-small;">应</span><span style="font-family: 宋体; font-size: xx-small;">重新进行一个新的</span><span style="font-family: 宋体; font-size: xx-small;">测试，以证明修正后的链接满足性能要求。最终通过测试</span><span style="font-family: 宋体; font-size: xx-small;">的所有</span><span style="font-family: 宋体; font-size: xx-small;">结果</span><span style="font-family: 宋体; font-size: xx-small;">应当按照</span><span style="font-size: xx-small;">C</span><span style="font-family: 宋体; font-size: xx-small;">文中所说。</span></p>
<p><span style="font-family: 宋体; font-size: xx-small;">4、测试人员应当是已经成功地参加适当的培训，训练有素而且获得证书的技术人员，以证明其能执行完成测试。这些证书可能已发出以下任何组织或同等机构：??光纤电缆的制造商和/或光纤连接器光纤设备制造厂商;通过??BICSI，?BTEC或城市的行业协会授权的培训机构。</span></p>
<p><span style="font-family: 宋体; font-size: xx-small;">5、试验设备应当为符合IEC 61280-4-1（对于多模光纤）和IEC61280-4-2（单模光纤）的光源和光功率设备。光源的类型和发射条件应当符合IEC 61280-4-1中定义的类别（多模光纤）和IEC61280-4-2（单模光纤）标准。由一系列测试线组成的接口适配器应符合IEC 61280-4-1（对于多模光纤）和IEC61280-4-2（单模光纤）标准。多模测试需要使用心轴。所用的心轴应当按照IEC61300-3-34（5×20毫米的62.5/125微米光纤，5&#215;15毫米的50/125微米光纤）。</span></p>
<p><span style="font-family: 宋体; font-size: xx-small;">6、试验设备应</span><span style="font-family: 宋体; font-size: xx-small;">在</span><span style="font-family: 宋体; font-size: xx-small;">生产商推荐的<span class='wp_keywordlink'><a href=" http://www.faxytech.com/archives/jl.html" title="福禄克校准">校准</a></span>期间内，以实现在制造商指定的测量精度。</span><span style="font-family: 宋体; font-size: xx-small;">校准</span><span style="font-family: 宋体; font-size: xx-small;">期限一般为</span><span style="font-size: xx-small;">12</span><span style="font-family: 宋体; font-size: xx-small;">个月。</span></p>
<p><span style="font-family: 宋体; font-size: xx-small;">7、必须使用高品质的光纤发射电缆和适配器，不应使用过度磨损的光纤和接口适配器。而且应该使用固体凝胶。</span></p>
<p><span style="font-family: 宋体; font-size: xx-small;">8、“</span><span style="font-family: 宋体; font-size: xx-small;">通过</span><span style="font-family: 宋体; font-size: xx-small;">”</span><span style="font-family: 宋体; font-size: xx-small;">或</span><span style="font-family: 宋体; font-size: xx-small;">“</span><span style="font-family: 宋体; font-size: xx-small;">失败</span><span style="font-family: 宋体; font-size: xx-small;">”的结果判定为各自需求确定（相见</span><span style="font-size: xx-small;">B</span><span style="font-family: 宋体; font-size: xx-small;">部分）</span></p>
<p><span style="font-family: 宋体; font-size: xx-small;">9、每个参数通过或失败的结果，是由该参数指定的测试限制的测量值进行比较。</span></p>
<p><strong><em><span style="font-family: Arial; font-size: xx-small;"> </span></em></strong></p>
<p><strong><span style="font-family: Arial; font-size: xx-small;">其他要求:</span></strong></p>
<p><strong><em> </em></strong><span style="font-family: Arial; font-size: xx-small;">10</span><span style="font-family: 宋体; font-size: xx-small;">.最终用户的代表应邀请</span><span style="font-family: 宋体; font-size: xx-small;">参与见证</span><span style="font-family: 宋体; font-size: xx-small;">现场测试。</span><span style="font-family: 宋体; font-size: xx-small;">在测试前</span><span style="font-size: xx-small;">5</span><span style="font-family: 宋体; font-size: xx-small;">个工作日应该通知该代表。</span></p>
<p><span style="font-family: 宋体; font-size: xx-small;"> 11.</span><span style="font-family: 宋体; font-size: xx-small;">最终用户的代表将选择一个随机抽取的</span><span style="font-size: xx-small;">5</span><span style="font-family: 宋体; font-size: xx-small;">％的安装</span><span style="font-family: 宋体; font-size: xx-small;">链路进行测试</span><span style="font-family: 宋体; font-size: xx-small;">。代表人（或其授权代表）应测试这些随机选择的</span><span style="font-family: 宋体; font-size: xx-small;">链路</span><span style="font-family: 宋体; font-size: xx-small;">结果是被存储</span><span style="font-family: 宋体; font-size: xx-small;">，并且与</span><span style="font-family: 宋体; font-size: xx-small;">安装承包商提供的数据，得到的结果进行比较。如果超过</span><span style="font-size: xx-small;">2</span><span style="font-family: 宋体; font-size: xx-small;">％的抽样调查结果不同的合格</span><span style="font-size: xx-small;">/</span><span style="font-family: 宋体; font-size: xx-small;">不合格判定，</span><span style="font-family: 宋体; font-size: xx-small;">在</span><span style="font-family: 宋体; font-size: xx-small;">最终用户代表的监督下</span><span style="font-family: 宋体; font-size: xx-small;">，</span><span style="font-family: 宋体; font-size: xx-small;">安装承包商应重复</span><span style="font-size: xx-small;">100</span><span style="font-family: 宋体; font-size: xx-small;">％的测试</span><span style="font-family: 宋体; font-size: xx-small;">并且承担</span><span style="font-family: 宋体; font-size: xx-small;">费用。</span></p>
<p>&nbsp;</p>
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		<title>光纤测试之-OTDR的使用</title>
		<link>http://www.faxytech.com/archives/otdr-1.html</link>
		<comments>http://www.faxytech.com/archives/otdr-1.html#comments</comments>
		<pubDate>Mon, 25 Jul 2011 14:25:15 +0000</pubDate>
		<dc:creator>深圳连讯</dc:creator>
				<category><![CDATA[技术专栏]]></category>
		<category><![CDATA[OTDR]]></category>
		<category><![CDATA[otdr测试]]></category>
		<category><![CDATA[光纤测试]]></category>
		<category><![CDATA[福禄克]]></category>

		<guid isPermaLink="false">http://www.faxytech.com/?p=1282</guid>
		<description><![CDATA[福禄克测试仪中，光纤测试产品有OptiFiber，DTX-OTDR，DTX-MFM2，DTX-SFM2，SimpliFiber??? 下面介绍OTDR使用 ??? 用OTDR进行光纤测量可分为三步：参数设置、数据获取和曲线分析。人工设置测量参数包括：?... ]]></description>
			<content:encoded><![CDATA[<p><a title="福禄克" href="http://www.faxytech.com">福禄克</a>测试仪中，<span class='wp_keywordlink_affiliate'><a href="http://www.faxytech.com/tag/%e5%85%89%e7%ba%a4%e6%b5%8b%e8%af%95" title="查看 光纤测试 的全部文章" target="_blank">光纤测试</a></span>产品有<span class='wp_keywordlink'><a href="http://www.faxytech.com/archives/optifiber-otdr.html" title="福禄克Fluke OptiFiber">OptiFiber</a></span>，<span class='wp_keywordlink'><a href="http://www.faxytech.com/archives/dtx-otdr.html" title="福禄克FLUKE DTX-OTDR测试仪">DTX-OTDR</a></span>，<span class='wp_keywordlink'><a href="http://www.faxytech.com/archives/dtx-xfm2.html" title="DTX系列分析仪仪光纤测试模块">DTX-MFM2</a></span>，<span class='wp_keywordlink'><a href="http://www.faxytech.com/archives/dtx-xfm2.html" title="DTX系列光缆测试模块">DTX-SFM2</a></span>，<span class='wp_keywordlink'><a href="http://www.faxytech.com/archives/simplifiber-pro.html" title="福禄克FLUKE SimpliFiber Pro光纤测试仪">SimpliFiber</a></span>???</p>
<p>下面介绍<span class='wp_keywordlink'><a href="http://www.faxytech.com/archives/dtx-otdr.html" title="DTX OTDR">OTDR</a></span>使用</p>
<p>??? 用<span style="font-family: Tahoma;"><span class='wp_keywordlink_affiliate'><a href="http://www.faxytech.com/tag/otdr" title="查看 OTDR 的全部文章" target="_blank">OTDR</a></span></span><span style="font-family: 宋体;">进行光纤测量可分为三步：参数设置、数据获取和曲线分析。人工设置测量参数包括：</span><span style="font-family: Tahoma;">?</span><br />
??????(1)<span style="font-family: 宋体;">波长选择</span><span style="font-family: Tahoma;">(λ)</span><span style="font-family: 宋体;">：</span><span style="font-family: Tahoma;">?</span><br />
????????<span style="font-family: 宋体;">因不同的波长对应不同的光线特性</span><span style="font-family: Tahoma;">(</span><span style="font-family: 宋体;">包括<span class='wp_keywordlink'><a href="http://www.faxytech.com/archives/insertion-loss.html" title="衰减">衰减</a></span>、微弯等</span><span style="font-family: Tahoma;">)</span><span style="font-family: 宋体;">，测试波长一般遵循与系统传输通信波长相对应的原则，即系统开放</span><span style="font-family: Tahoma;">1550</span><span style="font-family: 宋体;">波长，则测试波长为</span><span style="font-family: Tahoma;">1550nm</span><span style="font-family: 宋体;">。?</span></p>
<p>?????????(2)<span style="font-family: 宋体;">脉宽</span><span style="font-family: Tahoma;">(Pulse?Width)</span><span style="font-family: 宋体;">：</span><span style="font-family: Tahoma;">?</span><br />
?????????<span style="font-family: 宋体;">脉宽越长，动态测量范围越大，测量距离更长，但在</span><span style="font-family: Tahoma;">OTDR</span><span style="font-family: 宋体;">曲线波形中产生盲区更大；短脉冲注入光平低，但可减小盲区。脉宽周期通常以</span><span style="font-family: Tahoma;">ns</span><span style="font-family: 宋体;">来表示。?</span></p>
<p>??????????(3)<span style="font-family: 宋体;">测量范围</span><span style="font-family: Tahoma;">(Range)</span><span style="font-family: 宋体;">：</span><span style="font-family: Tahoma;">?</span><br />
???????????OTDR<span style="font-family: 宋体;">测量范围是指</span><span style="font-family: Tahoma;">OTDR</span><span style="font-family: 宋体;">获取数据取样的最大距离，此参数的选择决定了取样分辨率的大小。最佳测量范围为待测光纤长度</span><span style="font-family: Tahoma;">1.5</span><span style="font-family: 宋体;">～</span><span style="font-family: Tahoma;">2</span><span style="font-family: 宋体;">倍距离之间。?</span></p>
<p>???????????(4)<span style="font-family: 宋体;">平均时间：</span><span style="font-family: Tahoma;">?</span><br />
???????????<span style="font-family: 宋体;">由于后向散射光信号极其微弱，一般采用统计平均的方法来提高信噪比，平均时间越长，信噪比越高。例如，</span><span style="font-family: Tahoma;">3min</span><span style="font-family: 宋体;">的获得取将比</span><span style="font-family: Tahoma;">1min</span><span style="font-family: 宋体;">的获得取提高</span><span style="font-family: Tahoma;">0.8dB</span><span style="font-family: 宋体;">的动态。但超过</span><span style="font-family: Tahoma;">10min</span><span style="font-family: 宋体;">的获得取时间对信噪比的改善并不大。一般平均时间不超过</span><span style="font-family: Tahoma;">3min</span><span style="font-family: 宋体;">。?</span></p>
<p>??????????(5)<span style="font-family: 宋体;">光纤参数：</span><span style="font-family: Tahoma;">?</span><br />
??????????????<span style="font-family: 宋体;">光纤参数的设置包括折射率</span><span style="font-family: Tahoma;">n</span><span style="font-family: 宋体;">和后向散射系数</span><span style="font-family: Tahoma;">n</span><span style="font-family: 宋体;">和后向散射系数</span><span style="font-family: Tahoma;">η</span><span style="font-family: 宋体;">的设置。折射率参数与距离测量有关，后向散射系数则影响反射与<span class='wp_keywordlink'><a href="http://www.faxytech.com/archives/return_loss.html" title="回波损耗">回波损耗</a></span>的测量结果。这两个参数通常由光纤生产厂家给出。?</span></p>
<p>????????????<span style="font-family: 宋体;">参数设置好后，</span><span style="font-family: Tahoma;">OTDR</span><span style="font-family: 宋体;">即可发送光脉冲并接收由光纤链路散射和反射回来的光，对光电探测器的输出取样，得到</span><span style="font-family: Tahoma;">OTDR</span><span style="font-family: 宋体;">曲线，对曲线进行分析即可了解光纤质量。?</span></p>
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		<title>【福禄克】FLUKE Fiber QuickMap 多模光纤一键故障诊断</title>
		<link>http://www.faxytech.com/archives/fluke-fiber-quickmap.html</link>
		<comments>http://www.faxytech.com/archives/fluke-fiber-quickmap.html#comments</comments>
		<pubDate>Thu, 21 Jul 2011 10:31:41 +0000</pubDate>
		<dc:creator>深圳连讯</dc:creator>
				<category><![CDATA[福禄克光缆测试产品]]></category>
		<category><![CDATA[Fiber QuickMap]]></category>
		<category><![CDATA[FLUKE Fiber QuickMap]]></category>
		<category><![CDATA[光纤测试]]></category>
		<category><![CDATA[光纤测试仪]]></category>
		<category><![CDATA[多模光纤一键故障诊断]]></category>

		<guid isPermaLink="false">http://www.faxytech.com/?p=1265</guid>
		<description><![CDATA[FLUKE Fiber QuickMap 多模光纤一键故障诊断一键测试概览 一键测试 &#8211; 无需用户设置即可使用 六秒测试时间，避免长达数小时的盲目故障诊断 定位通道中的多个事件，全面掌握可能有问题的链... ]]></description>
			<content:encoded><![CDATA[<h4>FLUKE <span class='wp_keywordlink'><a href="http://www.faxytech.com/archives/fluke-fiber-quickmap.html" title="福禄克Fluke Fiber QuickMap">Fiber QuickMap</a></span> <span class='wp_keywordlink_affiliate'><a href="http://www.faxytech.com/tag/%e5%a4%9a%e6%a8%a1%e5%85%89%e7%ba%a4%e4%b8%80%e9%94%ae%e6%95%85%e9%9a%9c%e8%af%8a%e6%96%ad" title="查看 多模光纤一键故障诊断 的全部文章" target="_blank">多模光纤一键故障诊断</a></span>一键测试概览</h4>
<p><a href="http://www.faxytech.com/wp-content/uploads/2011/07/Fiber-QuickMap.jpg" class="highslide-image" onclick="return hs.expand(this);"><img class="alignright size-full wp-image-1266" title="福禄克Fluke Fiber QuickMap" src="http://www.faxytech.com/wp-content/uploads/2011/07/Fiber-QuickMap.jpg" alt="福禄克Fluke Fiber QuickMap" width="246" height="187" /></a>一键测试 &#8211; 无需用户设置即可使用</p>
<p>六秒测试时间，避免长达数小时的盲目故障诊断</p>
<p>定位通道中的多个事件，全面掌握可能有问题的链路和连接</p>
<p>定位高损失事件或断路，这些是多模光纤故障的最常见原因</p>
<p>定位和测量高反射事件，这是导致网络性能降低和高误码率的原因</p>
<p>各种工具包配置，包括其他诊断工具，如功率表、光源和光纤检测显微镜，方便实现“光纤最佳实践”，提高技术人员的故障诊断能力</p>
<div id="box_overview">
<h4>FLUKE <span class='wp_keywordlink_affiliate'><a href="http://www.faxytech.com/tag/fiber-quickmap" title="查看 Fiber QuickMap 的全部文章" target="_blank">Fiber QuickMap</a></span> 多模光纤一键故障诊断一键测试概述</h4>
<p>为支持 10、40，和 100 千兆流量，企业网中安装了越来越多的 OM3 和 OM4 多模光纤，光纤设施的可靠性也变得越来越重要。因此，企业技术人员对整个光纤通道中的一个组件进行测量和故障诊断以避免网络故障（或迅速恢复）的基本能力就成为“光纤最佳实践”之一。技术人员用反复试验的方法花费大量时间进行诊断，最终问题升级到由有 <span class='wp_keywordlink'><a href="http://www.faxytech.com/archives/dtx-otdr.html" title="DTX OTDR">OTDR</a></span> 经验的技术人员来解决的方法已经行不通。每个技术人员都应有一套几秒内即可找到问题所在的方便工具。</p>
<p><span class='wp_keywordlink'><a href="http://www.faxytech.com" title="Fluke Networks">Fluke Networks</a></span> 的 Fiber QuickMap 即是一种可迅速有效地找到多模光纤中的连接和断路问题的企业光纤故障诊断工具。由于 Fiber QuickMap 可迅速提供高损失和高反射事件等故障的距离，它已成为所有光纤技术人员不可或缺的故障诊断工具。</p>
</div>
<div id="box_features">
<h4><span class='wp_keywordlink_affiliate'><a href="http://www.faxytech.com/tag/fluke-fiber-quickmap" title="查看 FLUKE Fiber QuickMap 的全部文章" target="_blank">FLUKE Fiber QuickMap</a></span> 多模光纤一键故障诊断一键测试特性</h4>
<p><a name="3365"></a></p>
<div id="3365q">
<div><strong>一键式测试</strong></div>
</div>
<div id="3365a">
<p>Fiber QuickMap 可直接用在箱子外面而无需用户设置。只要打开它，连接到要测试的多模链路，然后按下“TEST”按钮即可获得所需通道的可视性，从而能快速排除故障或验证连通性。无需修改设置、光纤类型或标准。</p>
</div>
<p><a name="3366"></a></p>
<div id="3366q">
<div><strong>六秒钟故障排除</strong></div>
</div>
<div id="3366a">
<p>Fiber QuickMap 故障排除工具，是一种单端设备，将您的故障排除时间从几小时减少到几秒钟。它的平均测试时间为六秒，可快速提供可视性和必要的数据以找出并修复多模光纤布线的任何问题。通常用于故障排除的工具普遍是低效、无效的，或两者兼而有之。可视化故障定位仪、激光器或手电筒，尽管很容易使用，但极大限制了故障排除的能力，因为他们无法分辨或找出有问题的损耗或反射事件。它们还要求用户在追踪布线长度时与其保持视觉接触以找到故障。这一过程不仅耗时，也是不现实的，因为在许多数据中心和校园环境中链路是在地砖下、墙后或地下运行。功率表和源头于测试整个通道以验证功率和损耗是重要的，但对于故障排除是低效的，因为用户必须按顺序挨个测试通道链路，这可能要花几个小时，取决于通道的长度和链路的数量。</p>
</div>
<p><a name="3364"></a></p>
<div id="3364q">
<div><strong>获取多模通道的关键可视性</strong></div>
</div>
<div id="3364a">
<p>对通道中所有连接事件的可视性是很重要的，因为他们是企业环境中大部分光纤故障出现的地方。Fiber QuickMap 故障排除工具可显示整个链路中多个* 连接事件的距离，直至链路的末端（或断点）。</p>
<p>* 最多可显示九个事件</p>
</div>
<p><a name="3362"></a></p>
<div id="3362q">
<div><strong>找出误码率的原因</strong></div>
</div>
<div id="3362a">
<p>虽然连接器反射在光纤布线中是一种正常的现象，但反射过多实际上可以引起问题，尤其是在高带宽（10+ Gbps）系统。过度反射（通常由端面变脏或打磨差造成）干扰发射机输出，从而导致误码问题。如果能找到并测量高反射事件，可有助于优化网络性能。</p>
</div>
<p><a name="3363"></a></p>
<div id="3363q">
<div><strong>找出企业光纤故障最常见的原因</strong></div>
</div>
<div id="3363a">
<p>发现多模通道中高损耗的事件是至关重要的，因为他们是大多数企业的光纤故障源。这些宏弯、受污染或损坏的光纤端面，可能导致高损耗，但使用可视化故障定位仪、手电筒和功率表是看不到它们的。然而，凭借 Fiber QuickMap，用户可以快速定义损耗阈值来标记并找出高损耗的事件。</p>
</div>
</div>
<div id="box_models_&amp;_accessories">
<h4>FLUKE Fiber QuickMap 多模光纤一键故障诊断一键测试型号和配件</h4>
<div>型号</div>
<table cellpadding="5" width="100%">
<tbody>
<tr>
<td width="160">型号/名称</td>
<td>说明</td>
</tr>
<tr>
<td>FQM-MAIN</td>
<td>Fiber QuickMap 企业光纤故障诊断工具和随身包</td>
</tr>
<tr>
<td>FQM-KIT</td>
<td>Fiber QuickMap 故障诊断套件：包括 Fiber QuickMap、SC/ SC 和 SC/LC（50 和 62.5 μm）混合测试参考线和随身包</td>
</tr>
<tr>
<td>FTS900</td>
<td>Fiber QuickMap 故障诊断套件：包括 Fiber QuickMap、SC/ LC（50 和 62.5 μm）混合测试参考线、<span class='wp_keywordlink'><a href="http://www.faxytech.com/archives/visifault.html" title="福禄克FLUKE VISIFAULT红光笔">VisiFault</a></span> VFL 和随身包</td>
</tr>
<tr>
<td>FTS1000</td>
<td>Fiber QuickMap 故障诊断套件：包括 Fiber QuickMap、SC/SC 和 SC/LC（50 和 62.5μm）混合测试参考线、VisiFault VFL、<span class='wp_keywordlink'><a href="http://www.faxytech.com/archives/simplifiber-pro.html" title="福禄克FLUKE SimpliFiber Pro光纤测试仪">SimpliFiber</a></span> Pro 功率表和多模源和便携箱</td>
</tr>
<tr>
<td>FTS1100</td>
<td>Fiber QuickMap 故障诊断套件：包括 Fiber QuickMap、SC/SC 和 SC/LC（50 和 62.5μm）混合测试参考线、VisiFault VFL、SimpliFiber Pro 功率表和多模光源、FT500 <span class='wp_keywordlink'><a href="http://www.faxytech.com/archives/fiberinspector-mini.html" title="FiberInspector 袖珍光纤视频显微镜">FiberInspector</a></span> Mini 视频显微镜和便携箱</td>
</tr>
<tr>
<td>SFPOWERMETER</td>
<td>包括 SimpliFiber Pro 光功率计、SC 适配器</td>
</tr>
<tr>
<td>SFMULTIMODESOURCE</td>
<td>SimpliFiber Pro 多模 850/1300 光源</td>
</tr>
<tr>
<td>FT525</td>
<td>FiberInspector Mini 和清洁套件：包括 FiberInspector Mini；全套清洁工具（清洁管、十张清洁卡、溶剂笔、2.5mm 端口清洁棉签和 1.25mm 端口清洁棉签）和便携箱</td>
</tr>
<tr>
<td>NFC-Kit-Case</td>
<td>光纤清洁套件和便携箱</td>
</tr>
<tr>
<td>NFC-Kit-Box</td>
<td>光纤清洁套件</td>
</tr>
<tr>
<td>NFK2-1SMPLX-SC</td>
<td>参考测试线，62.5/125 μm，SC/SC，1 m</td>
</tr>
<tr>
<td>NFK2-1SMPLX-LC</td>
<td>参考测试线，62.5/125 μm，SC/LC，1 m</td>
</tr>
<tr>
<td>NFK1-1SMPLX-ST</td>
<td>参考测试线，62.5/125 μm，SC/ST，1 m</td>
</tr>
<tr>
<td>NFK2-1SMPLX-SC</td>
<td>参考测试线，50/125 μm，SC/SC，1 m</td>
</tr>
<tr>
<td>NFK2-1SMPLX-LC</td>
<td>参考测试线，50/125 μm，SC/LC，1 m</td>
</tr>
<tr>
<td>NFK2-1SMPLX-ST</td>
<td>参考测试线，50/125 μm，SC/ST，1 m</td>
</tr>
<tr>
<td>NF300SM</td>
<td>ST/ST 光纤适配器</td>
</tr>
<tr>
<td>NF-OPRT-SC</td>
<td>可互换的 SC Fiber QuickMap 替换端口</td>
</tr>
</tbody>
</table>
<div>零配件</div>
<table cellpadding="5" width="100%">
<tbody>
<tr>
<td width="160">型号/名称</td>
<td>说明</td>
</tr>
<tr>
<td>NFK1-LAUNCH</td>
<td>NFK1-LAUNCH，发射电缆套件，SC/SC，62.5UM</td>
</tr>
<tr>
<td>NFK1-LAUNCH-FC</td>
<td>NFK1-LAUNCH-FC，发射电缆套件，SC/FC，62.5UM</td>
</tr>
<tr>
<td>NFK1-LAUNCH-LC</td>
<td>NFK1-LAUNCH-LC，发射电缆套件，SC/LC，62.5UM</td>
</tr>
<tr>
<td>NFK1-LAUNCH-ST</td>
<td>NFK1-LAUNCH-ST，发射电缆套件，SC/ST，62.5UM</td>
</tr>
<tr>
<td>NFK2-LAUNCH</td>
<td>NFK2-LAUNCH，发射电缆套件，SC/SC，50UM</td>
</tr>
<tr>
<td>NFK2-LAUNCH-FC</td>
<td>NFK2-LAUNCH-FC，发射电缆套件，SC/FC，50UM</td>
</tr>
<tr>
<td>NFK2-LAUNCH-LC</td>
<td>NFK2-LAUNCH-LC，发射电缆套件，SC/LC，50UM</td>
</tr>
<tr>
<td>NFK2-LAUNCH-ST</td>
<td>NFK2-LAUNCH-ST，发射电缆套件，SC/ST，50UM</td>
</tr>
<tr>
<td>NFK2-LAUNCH-E2K</td>
<td>NFK2-LAUNCH-E2K，发射电缆套件，SC/E2K，50UM</td>
</tr>
</tbody>
</table>
</div>
<div id="box_specifications">
<h4>FLUKE Fiber QuickMap 多模光纤一键故障诊断一键测试规格</h4>
<table id="SpecTable1" border="0" cellspacing="0">
<tbody>
<tr>
<td colspan="2"><strong>型号</strong></td>
</tr>
<tr>
<td>带电池的工作<span class='wp_keywordlink'><a href="http://www.faxytech.com/products/testers/temp" title="温度测试">温度</a></span></td>
<td>0?C 至 50?C</td>
</tr>
<tr>
<td>非操作温度</td>
<td>-20?C 至 60?C</td>
</tr>
<tr>
<td>工作相对温度（无冷凝）</td>
<td>95% (10?C &#8211; 35?C) 75% (35?C &#8211; 40?C) 不受控制 &lt; 10?C</td>
</tr>
<tr>
<td>振动</td>
<td>任意，5 Hz 至 500 Hz，MIL-PRF- 28800F 类 2</td>
</tr>
<tr>
<td>冲击</td>
<td>1m 跌落试验</td>
</tr>
<tr>
<td>海拔</td>
<td>3000m</td>
</tr>
<tr>
<td>EMC</td>
<td>EN 61326-1：2004</td>
</tr>
<tr>
<td>电池类型</td>
<td>2 AA 碱性电池（无电池充电器）</td>
</tr>
<tr>
<td>电池寿命</td>
<td>1500 测试（典型）</td>
</tr>
<tr>
<td>激光安全性</td>
<td>1 类 CDRH 符合 EN 60825-2</td>
</tr>
<tr>
<td>LCD 类型</td>
<td>背光黑白（段）</td>
</tr>
<tr>
<td>折射率范围</td>
<td>1.45 至 1.5（出厂默认是 1.496）</td>
</tr>
<tr>
<td>自动关闭</td>
<td>若没有按键，则 5 min 后会自动关闭。背照灯首先关闭。</td>
</tr>
<tr>
<td>出厂<span class='wp_keywordlink'><a href=" http://www.faxytech.com/archives/jl.html" title="福禄克校准">校准</a></span>间隔</td>
<td>无</td>
</tr>
<tr>
<td>输出波长</td>
<td>850 nm ± 10 nm</td>
</tr>
<tr>
<td>激光类别</td>
<td>1 类 CDRH 符合 EN 60825-2</td>
</tr>
<tr>
<td>动态范围</td>
<td>&gt;11 dB</td>
</tr>
<tr>
<td>最大距离</td>
<td>1500 m 或 4921 ft</td>
</tr>
<tr>
<td>显示最大事件数量</td>
<td>9</td>
</tr>
<tr>
<td>距离精度（0 m 至 1500 m 或 0 ft 至 4921 ft）</td>
<td>±（1 m + 0.1 % x 长）对于反射事件<sup>1</sup> ±（3 m + 0.1 % x 长）对于非反射事件<sup>2</sup></td>
</tr>
<tr>
<td>测试速度</td>
<td>一般 &lt; 6 s</td>
</tr>
<tr>
<td>连接器</td>
<td>可拆卸/易清洁的 SC 适配器, UPC 打磨剂</td>
</tr>
<tr>
<td>测试光缆类型</td>
<td>50/125 ?m 或 62.5/125 ?m 多模</td>
</tr>
<tr>
<td>检测反射事件<sup>3</sup></td>
<td>-35 dB 默认阈值（用户可选：-20 dB 至 -45 dB 5 dB 增量）</td>
</tr>
<tr>
<td>反射精度<sup>4</sup></td>
<td>-4 dB</td>
</tr>
<tr>
<td>最大反射测量</td>
<td>-20 dB</td>
</tr>
<tr>
<td>检测损失事件<sup>5</sup></td>
<td>0.70 dB 默认阈值（用户可配置从 0.5 dB 至 6.1 dB 0.2 dB 增量）</td>
</tr>
<tr>
<td>隔板质量</td>
<td>若无已连接的光纤或连接器太脏，则故障诊断器将显示 0 m 或 0 ft。</td>
</tr>
<tr>
<td>检测带电光缆</td>
<td>检测从 600 nm 至 1050 nm 的光信号，若有信号则显示“有效线路”。第一次检测后每隔 3 秒检查一次信号。+7 dB 最大输入功率。</td>
</tr>
<tr>
<td>认证</td>
<td><img src="http://myaccount.flukenetworks.com/NR/rdonlyres/9E6D6663-A67E-4EB7-8604-E6E0CAE221E5/0/CE.jpg" border="0" alt="" /> 符合相关欧盟<br />
指令<br />
<img src="http://myaccount.flukenetworks.com/NR/rdonlyres/4A94F766-77FE-4AEB-B8D5-7207997B80C0/0/35x35_Australian_Gray.jpg" border="0" alt="" /> 符合相关澳大利亚标准<br />
<img src="http://myaccount.flukenetworks.com/NR/rdonlyres/F8C356F7-B22D-4D08-B1F2-593EFD84FC50/0/35x35_Canadian.jpg" border="0" alt="" /> 通过加拿大标准协会 CSA 认证<br />
C22.2 No. 61010.1.04<br />
<img src="http://myaccount.flukenetworks.com/NR/rdonlyres/C8DCBDDD-DA1E-49C4-8EA1-50865F87977B/0/FC_symbol.jpg" border="0" alt="" /> 符合 FCC 规定第 A 部分 A 类的规定</td>
</tr>
</tbody>
</table>
<p>&nbsp;</p>
<table id="SpecTable1">
<tbody>
<tr>
<td colspan="2">1.± 用户可配置的折射率 (IOR) 误差 ± 事件位置错误。反射事件的事件位置错误：±1 m 从 1 m 至 1.5 km。</td>
</tr>
<tr>
<td colspan="2">2.± 用户可配置的折射率 (IOR) 误差 ± 事件位置错误。非反射事件的事件位置错误：±2 m（对于长度 ?15 m），其他 ±1 m。</td>
</tr>
<tr>
<td colspan="2">3.查找并给出反射率大于 -55 dB 的事件位置。隔板反射率 &lt; 35 dB 时检测隔板连接器后 &gt;1m 的事件。事件反射率 &lt; 35 dB 时检测事件后 &gt;3 m 的事件。</td>
</tr>
<tr>
<td colspan="2">4.反射散射系数 -63 dB @ 850 nm，使用校准的 -14 dB 参考。</td>
</tr>
<tr>
<td colspan="2">5.隔板反射率 &lt;-35 dB 且之前的事件 &lt;-35 dB 时，检测隔板连接器或任何之前事件之后 &gt;10 m 的事件。事件之前最大的链路损失 &lt;7 dB。</td>
</tr>
</tbody>
</table>
<p>&nbsp;</p>
</div>
]]></content:encoded>
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		</item>
		<item>
		<title>福禄克光纤测试：提高多模光缆衰减测试能力的最有效办法-发射卷轴</title>
		<link>http://www.faxytech.com/archives/fluke_711.html</link>
		<comments>http://www.faxytech.com/archives/fluke_711.html#comments</comments>
		<pubDate>Mon, 11 Jul 2011 05:33:14 +0000</pubDate>
		<dc:creator>深圳连讯</dc:creator>
				<category><![CDATA[技术专栏]]></category>
		<category><![CDATA[光纤测试]]></category>
		<category><![CDATA[多模卷轴]]></category>

		<guid isPermaLink="false">http://www.faxytech.com/?p=1225</guid>
		<description><![CDATA[福禄克光纤测试：提高多模光缆衰减测试能力的最有效办法-发射卷轴 ???? ?根据美国TIA/EIA-568B?标准，在现场测试多模光缆时，必须使用卷轴（Mandrel）。因为它可以利用普通的LED?型散射面广的光... ]]></description>
			<content:encoded><![CDATA[<p>福禄克<span class='wp_keywordlink_affiliate'><a href="http://www.faxytech.com/tag/%e5%85%89%e7%ba%a4%e6%b5%8b%e8%af%95" title="查看 光纤测试 的全部文章" target="_blank">光纤测试</a></span>：提高多模光缆<span class='wp_keywordlink'><a href="http://www.faxytech.com/archives/insertion-loss.html" title="衰减">衰减</a></span>测试能力的最有效办法-发射卷轴</p>
<div>
<p>???? ?根据美国<span style="font-family: Tahoma;">TIA/EIA-568B?</span><span style="font-family: 宋体;">标准，在现场测试多模光缆时，必须使用卷轴（</span><span style="font-family: Tahoma;">Mandrel</span><span style="font-family: 宋体;">）。因为它可以利用普通的</span><span style="font-family: Tahoma;">LED?</span><span style="font-family: 宋体;">型散射面广的光源用来认证</span><span style="font-family: Tahoma;">62.5</span><span style="font-family: 宋体;">　</span><span style="font-family: Tahoma;">m?</span><span style="font-family: 宋体;">和?</span><span style="font-family: Tahoma;">50</span><span style="font-family: 宋体;">　</span><span style="font-family: Tahoma;">m?</span><span style="font-family: 宋体;">多模光缆是否可以支持千兆甚至万兆以太网。高层次和低层次的模式</span><br />
????多模光缆的特点是在光纤上会同时载有多个光路径。这些路径，有些是汇聚在光缆的中心部分（<span style="font-family: Times New Roman;">“</span><span style="font-family: 宋体;">低层次</span><span style="font-family: Times New Roman;">”</span><span style="font-family: 宋体;">模式），有些却在光缆传输部分的边缘弹跳着（</span><span style="font-family: Times New Roman;">“</span><span style="font-family: 宋体;">高层次</span><span style="font-family: Times New Roman;">”</span><span style="font-family: 宋体;">模式）。</span></p>
<p>?<img class="aligncenter size-full wp-image-1226" title="fluke_1" src="http://www.faxytech.com/wp-content/uploads/2011/07/fluke_1.jpg" alt="多模光" width="243" height="73" /></p>
<p><!--EndFragment-->?????“<span style="font-family: 宋体;">高层次</span><span style="font-family: Times New Roman;">”</span><span style="font-family: 宋体;">模式由于光缆链路的弧度变化和制造特性，会出现由于衰减造成的测试结果重复性低的特点。相对来说，</span><span style="font-family: Times New Roman;">”</span><span style="font-family: 宋体;">低层次</span><span style="font-family: Times New Roman;">”</span><span style="font-family: 宋体;">模式的光一般比较稳定。在测试时，需要用一个能发出</span><span style="font-family: Times New Roman;">“</span><span style="font-family: 宋体;">低层次</span><span style="font-family: Times New Roman;">”</span><span style="font-family: 宋体;">光的光源，这会让测试结果更精确和更有重复性。可以用两种方法实现：?</span><br />
??▲<span style="font-family: 宋体;">用一个只会发出</span><span style="font-family: Times New Roman;">”</span><span style="font-family: 宋体;">低层次</span><span style="font-family: Times New Roman;">”</span><span style="font-family: 宋体;">模式光，如</span><span style="font-family: Tahoma;"><span class='wp_keywordlink'><a href="http://www.faxytech.com/archives/vcsel.html" title="VCSEL垂直腔面发射激光管">VCSEL</a></span></span><span style="font-family: 宋体;">激光的光源。?</span><br />
??▲<span style="font-family: 宋体;">用一个普通的光源（发出</span><span style="font-family: Times New Roman;">”</span><span style="font-family: 宋体;">高层次</span><span style="font-family: Times New Roman;">”</span><span style="font-family: 宋体;">和</span><span style="font-family: Times New Roman;">”</span><span style="font-family: 宋体;">低层次</span><span style="font-family: Times New Roman;">”</span><span style="font-family: 宋体;">模式的），加上一个可以删除</span><span style="font-family: Times New Roman;">“</span><span style="font-family: 宋体;">高层次</span><span style="font-family: Times New Roman;">”</span><span style="font-family: 宋体;">光的外设调节设备。</span></p>
<p>发射卷轴<br />
?????发射卷轴的原理是通过多个大弧度，把<span style="font-family: Times New Roman;">“</span><span style="font-family: 宋体;">高层次</span><span style="font-family: Times New Roman;">“</span><span style="font-family: 宋体;">模式的光消耗掉。下面的图形显示了如何通过外设调节设备，如</span><span style="font-family: Times New Roman;">“</span><span style="font-family: 宋体;">发射卷轴</span><span style="font-family: Times New Roman;">”</span><span style="font-family: 宋体;">，让一个普通的光源（发出</span><span style="font-family: Times New Roman;">”</span><span style="font-family: 宋体;">高层次</span><span style="font-family: Times New Roman;">”</span><span style="font-family: 宋体;">和</span><span style="font-family: Times New Roman;">”</span><span style="font-family: 宋体;">低层次</span><span style="font-family: Times New Roman;">”</span><span style="font-family: 宋体;">模式的）可以模拟</span><span style="font-family: Tahoma;">VCSEL</span><span style="font-family: 宋体;">光源只发出</span><span style="font-family: Times New Roman;">“</span><span style="font-family: 宋体;">低层次</span><span style="font-family: Times New Roman;">”</span><span style="font-family: 宋体;">光的特性。</span></p>
<p><a href="http://www.faxytech.com/wp-content/uploads/2011/07/fluke_2.jpg" class="highslide-image" onclick="return hs.expand(this);"><img class="aligncenter size-full wp-image-1227" title="fluke_2" src="http://www.faxytech.com/wp-content/uploads/2011/07/fluke_2.jpg" alt="" width="220" height="198" /></a><br />
上图依次为：<br />
?VCSEL?<span style="font-family: 宋体;">光源</span><br />
??普通多模光源<br />
??普通多模光源配上发射卷轴</p>
<p>福禄克网络的光缆测试系列和发射卷轴</p>
<p>?????福禄克网络提供多种光缆测试工具。最受欢迎的<span style="font-family: Tahoma;"><span class='wp_keywordlink'><a href="http://www.faxytech.com/archives/dsp-4000series.html" title="福禄克FLUKE线缆测试仪DSP-4000">DSP-4000</a></span></span>,<span class='wp_keywordlink'><a href="http://www.faxytech.com/archives/dtx-1800.html" title="福禄克FLUKE DTX-1800">DTX-1800</a></span>?系列<span class='wp_keywordlink'><a href="http://www.faxytech.com/products/testers/cable" title="线缆认证分析仪">线缆认证分析仪</a></span><span style="font-family: Tahoma;">,?</span><span style="font-family: 宋体;">除了配有多模和单模的光缆测试适配器外，还有配有</span><span style="font-family: Tahoma;">VSCEL?</span><span style="font-family: 宋体;">光源的光缆测试适配器，可以直接认证光缆是否满足千兆以太网的要求。</span></p>
<p>????如果只需要光衰减值，可以选择经济的<span style="font-family: Tahoma;"><span class='wp_keywordlink'><a href="http://www.faxytech.com/archives/simplifiber-pro.html" title="福禄克FLUKE SimpliFiber Pro光纤测试仪">SimpliFiber</a></span></span><span style="font-family: 宋体;">。</span><span style="font-family: Tahoma;">SimpliFiber?</span><span style="font-family: 宋体;">的光表，可以自动识别光源发出的波长，如</span><span style="font-family: Tahoma;">850nm?</span><span style="font-family: 宋体;">或</span><span style="font-family: Tahoma;">1300nm</span><span style="font-family: 宋体;">。在测试时不会因为设置错误引起误判，延误工程或诊断效率。可以存储</span><span style="font-family: Tahoma;">100</span><span style="font-family: 宋体;">个测试结果。</span></p>
<p>?????福禄克网络为以上测试仪提供两个满足<span style="font-family: Tahoma;">TIA-568B?</span><span style="font-family: 宋体;">要求的支持业内最常用的</span><span style="font-family: Tahoma;">3mm?</span><span style="font-family: 宋体;">光缆的发射卷轴：对于</span><span style="font-family: Tahoma;">50</span><span style="font-family: 宋体;">微米的光缆是</span><span style="font-family: Tahoma;">22mm?</span><span style="font-family: 宋体;">的发射卷轴，对于</span><span style="font-family: Tahoma;">62.5</span><span style="font-family: 宋体;">微米的光缆是</span><span style="font-family: Tahoma;">17mm?</span><span style="font-family: 宋体;">发射卷轴。当用发射卷轴时，必须从<span class='wp_keywordlink'><a href=" http://www.faxytech.com/archives/jl.html" title="福禄克校准">校准</a></span>时开始，直到测试完毕后才可拆除。</span><br />
校准测试设备</p>
<p><a href="http://www.faxytech.com/wp-content/uploads/2011/07/fluke_3.jpg" class="highslide-image" onclick="return hs.expand(this);"><img class="aligncenter size-full wp-image-1228" title="fluke_3" src="http://www.faxytech.com/wp-content/uploads/2011/07/fluke_3.jpg" alt="" width="245" height="149" /></a><br />
测试光链路衰减</p>
</div>
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		<item>
		<title>光纤认证、鉴定和测试解决方案(OptiFiber、DTX-MFM2/DTX-SFM2/DTX-GFM2等)</title>
		<link>http://www.faxytech.com/archives/optifiber_dtx-mfm2_dtx-sfm2_dtx-gfm2_dtx-otdr-qmod.html</link>
		<comments>http://www.faxytech.com/archives/optifiber_dtx-mfm2_dtx-sfm2_dtx-gfm2_dtx-otdr-qmod.html#comments</comments>
		<pubDate>Wed, 29 Jun 2011 03:43:50 +0000</pubDate>
		<dc:creator>深圳连讯</dc:creator>
				<category><![CDATA[技术专栏]]></category>
		<category><![CDATA[DTX-GFM2]]></category>
		<category><![CDATA[DTX-MFM2]]></category>
		<category><![CDATA[DTX-OTDR-QMOD]]></category>
		<category><![CDATA[DTX-SFM2]]></category>
		<category><![CDATA[Fluke]]></category>
		<category><![CDATA[OptiFiber]]></category>
		<category><![CDATA[simplifiber]]></category>
		<category><![CDATA[光纤测试]]></category>
		<category><![CDATA[光纤解决方案]]></category>
		<category><![CDATA[福禄克]]></category>

		<guid isPermaLink="false">http://www.faxytech.com/?p=1169</guid>
		<description><![CDATA[福禄克网路公司光纤测试系列产品时业内种类最为齐全的企业光纤布线检测、验证/认证、诊断和文档备案的弓弩，福禄克网络公司的光纤测试工具从OTDR到清洁工具一应俱全，可全面满足布线承... ]]></description>
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<p><span class='wp_keywordlink_affiliate'><a href="http://www.faxytech.com/tag/%e7%a6%8f%e7%a6%84%e5%85%8b" title="查看 福禄克 的全部文章" target="_blank">福禄克</a></span>网路公司<span class='wp_keywordlink_affiliate'><a href="http://www.faxytech.com/tag/%e5%85%89%e7%ba%a4%e6%b5%8b%e8%af%95" title="查看 光纤测试 的全部文章" target="_blank">光纤测试</a></span>系列产品时业内种类最为齐全的企业光纤布线检测、验证/认证、诊断和文档备案的弓弩，福禄克网络公司的光纤测试工具从<span class='wp_keywordlink'><a href="http://www.faxytech.com/archives/dtx-otdr.html" title="DTX OTDR">OTDR</a></span>到清洁工具一应俱全，可全面满足布线承包商、安装公司和技术人员的需要。福禄克的产品测量精度高、使用方便、经久耐用，开创了同类产品的新标准。</p>
<p>一、?<span class='wp_keywordlink'><a href="http://www.faxytech.com/archives/optifiber-otdr.html" title="福禄克Fluke OptiFiber">OptiFiber</a></span>光缆分析仪（OTDR）</p>
<p>由于链路带宽日益提高，尤其是10G链路出现后，企业网络中光纤的使用越来越多，同时对光纤的测试与认证也提出了更高要求。为了确保光纤基础设施的性能，网络拥有者希望全面地掌握自己光纤布线的状况，<span class='wp_keywordlink_affiliate'><a href="http://www.faxytech.com/tag/optifiber" title="查看 OptiFiber 的全部文章" target="_blank">OptiFiber</a></span> OTDR可提供详细的线路信息。</p>
<p>OptiFiber综合了功率/损耗测量、光纤长度测量、OTDR分析和光线端面检查等众多技术，将光纤认证与诊断提高到了新的高度。其测试数据全部由随即附带的<span class='wp_keywordlink'><a href="http://www.faxytech.com/linkware" title="fluke Linkware">LinkWare</a></span>软件记录、报告和管理。有了OptiFiber，不同技术层次的网络拥有者都能根据客户指定的技术规范和行业标准进行光纤认证，检测多次耦合连接的链路故障，详细记录测量结果。</p>
<p><img src="http://www.anheng.com.cn/news/showimg.php?iid=2316&amp;action=small" border="0" alt="" width="257" height="302" align="baseline" /><br />
二、<span class='wp_keywordlink'><a href="http://www.faxytech.com/archives/dtx-cableanalyzer.html" title="福禄克FLUKE DTX">DTX</a></span>系列电缆分析仪的光纤选件</p>
<p>DTX线缆测试平台既可作为光纤损耗测试仪使用，也可以作为光时域反射仪（OTDR）使用。</p>
<p>它在光纤长度/损耗测试模块的配合下可进行损耗和长度测试，进而提供“基本”或“一级”光纤认证。这一认证测试将所测得的损耗和长度结果跟线缆上运行的应用的行业标准进行比较。</p>
<p>? <img src="http://www.anheng.com.cn/news/showimg.php?iid=2370&amp;action=small" border="0" alt="" hspace="0" width="135" height="94" align="baseline" />??<br />
OTDR测试可提供沿光纤长度方向的反射信号强弱的曲线图，从而提供“基本”和“二级”认证，作为损耗/长度测试的补充。扩展光纤认证可测试某个连接器和熔接点的损耗，以确保安装的工艺和质量合乎设计和质保要求。</p>
<p>??? <img src="http://www.anheng.com.cn/news/showimg.php?iid=2313&amp;action=small" border="0" alt="" width="251" height="262" align="baseline" /></p>
<p>三、<span class='wp_keywordlink'><a href="http://www.faxytech.com/archives/simplifiber-pro.html" title="福禄克FLUKE SimpliFiber Pro光纤测试仪">SimpliFiber</a></span> Pro专业光功率计和光线测试工具包</p>
<p>福禄克网络的SimpliFiber Pro专业光功率计和光线测试工具包的功能更加先进，令光缆测试变得更加轻松，是任何从事一线光缆安装与检验人员的“必备”工具。企业内部技术人员和工程承包商都能使用这一产品，他提供专业级工具箱，结实耐用，箱内有损耗和光功率测量工具、故障和极性问题定位工具以及连接头端面检查和清洁工具。</p>
<p>??? <img src="http://www.anheng.com.cn/news/showimg.php?iid=2307&amp;action=small" border="0" alt="" vspace="9" width="174" height="233" align="baseline" /><br />
<img src="http://www.anheng.com.cn/news/showimg.php?iid=2310&amp;action=small" border="0" alt="" width="194" height="217" align="baseline" /></p>
<p>四、<span class='wp_keywordlink'><a href="http://www.faxytech.com/archives/certifiber-pro.html" title="CertiFiber" rel="nofollow">CertiFiber</a></span>多模光纤认证测试仪</p>
<p>CertiFiber测试和认证多模光纤网络，以确定是否符合工业标准的规范，是局域网光纤测试中效率最高、最为可靠的方案。</p>
<ol>
<li>测量多模光纤的长度和损耗</li>
<li>利用LED双波长光源测量850nm和1300nm波长下的光功率和损耗</li>
<li>可保存1000个自动测试结果</li>
<li>提供标准库，设置方便</li>
<li>提供可互换的适配器，便于连接被测光纤</li>
</ol>
<p><img src="http://www.anheng.com.cn/news/showimg.php?iid=2304&amp;action=small" border="0" alt="" width="233" height="125" align="baseline" /><br />
五、光纤清洁工具包</p>
<p>端面无损是光纤链路的主要原因，福禄克公司的网络清洁工具箱和组件可防止这一常见问题的发生，他们可有效地取出光纤端面和端口内部的污渍。<br />
??</p>
<ol>
<li>防止造成光纤链路故障的首要原因的发生：端面污损</li>
<li>提供跳线和端口内侧端面准确清洁所需的圈套工具</li>
<li>溶剂采用特殊成分，可溶解污物，中和静电，包裹并清除颗粒物质</li>
<li>提供各种擦拭工具，可清洁各种光纤连接</li>
<li>光纤清洁卡可放置在口袋内，便于携带</li>
<li>提供结实耐用的工具包，能容纳所有情节工具，非常方便</li>
</ol>
<p><img src="http://www.anheng.com.cn/news/showimg.php?iid=2301&amp;action=small" border="0" alt="" width="240" height="180" align="baseline" /><br />
六、<span class='wp_keywordlink'><a href="http://www.faxytech.com/archives/fiberinspector-mini.html" title="FiberInspector 袖珍光纤视频显微镜">FiberInspector</a></span> Pro光纤视频显微镜</p>
<p>FiberInspector Pro是一款便携式、双放大倍数视频显微镜，可检查各位网络设备和配线架中光纤接口的断面。它能够清晰地显示微笑碎片和断面损坏情况。</p>
<p><img src="http://www.anheng.com.cn/news/showimg.php?iid=2298&amp;action=small" border="0" alt="" width="228" height="354" align="baseline" /><br />
七、FiberInspector 微型光纤视频显微镜</p>
<p>FiberInspector Mini是一款迷你型光纤视频显微镜，可检查各类光纤的断面，它能够清晰地显示微笑碎片和断面损坏情况</p>
<p><img src="http://www.anheng.com.cn/news/showimg.php?iid=2295&amp;action=small" border="0" alt="" width="249" height="166" align="baseline" /><br />
八、<span class='wp_keywordlink'><a href="http://www.faxytech.com/archives/fiberviewer.html" title="福禄克fluke FiberViewer">FiberViewer</a></span>光纤光学显微镜</p>
<p>FiberViewer光纤放大器是确保光纤端面情节、顺利进行光信号传输的必备工具，可检测多模和单模光纤端面，内置安全滤镜，可保护眼睛不受伤害。</p>
<p>??? <img src="http://www.anheng.com.cn/news/showimg.php?iid=2292&amp;action=small" border="0" alt="" width="250" height="193" align="baseline" /><br />
九、<span class='wp_keywordlink'><a href="http://www.faxytech.com/archives/visifault.html" title="福禄克FLUKE VISIFAULT红光笔">VisiFault</a></span>光纤可视化故障定位仪（VFL）</p>
<p>VisiFault光纤可视化故障定位仪采用激光光源，可跟踪光纤，检查其通断性和极性，帮助查找光缆、连接处、熔接中出现的断点。采用连续和闪烁两种模式，可配备2.5mm和1.25mm两种连接头，连接简单，兼容性好。</p>
<p>??? <img src="http://www.anheng.com.cn/news/showimg.php?iid=2289&amp;action=small" border="0" alt="" width="262" height="178" align="baseline" /></p>
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