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</div> <div class="left_t"> <div class="left_m"><h2>联系我们</h2></div> <ul> <h3 class="tac">了解更多详细信息,请致电</br> <span>0755-8923 3819</p>0755-8923 3406</span></h3> <h4 class="tac fs14 pt10 pb10">或给我们留言</br><a href="/about/about4.html"><img src="/template/lizhun/images/message.jpg"></a></h4> </ul> </div> </div> <div class="right"> <h2><span class="fs18 col_08 fw">产品详情</span><span class="fr col_9d">您的位置?a href="/">首页</a> > <a href="/supply/">供应产品</a> > <a href="/wxlscgq/">螺杆拉压式传感器</a> > <a href="/supply/209.html">微型拉式传感器LFT-13B</a> </span></h2> <div class="contact"> <div class="proArtiTop mt15"> <table width="100%" border="0" cellspacing="0" cellpadding="0" style=" padding:1px; margin-bottom:12px; border:1px solid #e7e7e7; background:#fafafa;"> <tbody> <tr> <td width="163" align="center" valign="top" style="padding:10px; border-right:1px solid #e7e7e7;"> <div class="picimg_wj"><img src="http://cmsimgshow.zhuchao.cc/24336/201804231600294212433693599.jpg?path=www.jbierhoff.com/uploads/cp/201804231600294212433693599.jpg" alt="" width="230" /></div></td> <td valign="top"> <div class="proct_bg1 font_w fs14"> <table width="100%" border="0" cellspacing="0" cellpadding="0"> <tbody><tr> <th width="19%">产品名称?/th> <td width="81%"><span id="nesttitle"><h1>微型拉式传感器LFT-13B</h1></span></td> </tr> <tr> <th>产品型号?/th> <td>LFT-13B</td> </tr> <tr> <th style=" vertical-align:top;">产品简介:</th> <td><p>拉力测试、插拔力测试仪,铆钉机,焊接机,冷热压贴膜机,键盘按钮手感度测试仪等拉压力测试仪器,自动化设备领域,测试领域?/p></td> </tr> </tbody></table> </div> </td> </tr> </tbody> </table> </div> <div class="insNewsArti clearfix pt10 font_w"> <div class="conn fs14"> <p><p> <span style="font-size:24px;color:#337FE5;"><strong><a href="/supply/209.html" target="_blank">微型拉式传感器LFT-13B</a></strong></span> </p> <p> <img src="http://cmsimgshow.zhuchao.cc/24336/201804231600225932433614403.jpg" alt="" /> </p> <p> <br /> </p> <p> <strong><span style="color:#337FE5;font-size:24px;">产品特点及用途:</span></strong> </p> <p>             </p> <p class="MsoNormal"> <span style="font-family:""><span style="font-size:16px;"><strong>主要应用于:拉力测试、插拔力测试仪,铆钉机,焊接机,冷热压贴膜机,键盘按钮手感度测试仪等拉压力测试仪器,自动化设备领域,测试领域?/strong></span></span> </p> <p class="MsoNormal"> <br /> </p> <p class="MsoNormal"> <br /> </p> <p style="margin-left:0in;text-align:left;"> <span style="font-size:18px;font-family:Calibri;color:black;"><strong>Mainly applied in tension and compression testing instruments and automatic equipments fields,such as insertion force test instrument,riveting machine,welding machine,hot & cold lamination machine,feeling tester for keyboard switch, and etc. </strong></span> </p> <br /> <span style="font-family:""><span style="font-size:16px;"><strong></strong></span><strong><span style="color:#000000;font-size:16px;"></span></strong></span> <p> <br /> </p> <p class="MsoNormal"> <br /> </p> <p class="MsoNormal"> <br /> </p> <p class="MsoNormal"> <strong><span style="color:#000000;font-size:16px;"><strong><span style="color:#337FE5;font-size:24px;">产品尺寸图纸?/span></strong></span></strong><br /> <span style="font-family:""><strong><span style="color:#000000;font-size:16px;"></span></strong></span> </p> <p> <br /> </p> <p> <img src="data:image/png;base64,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" alt="" /><span style="font-size:14px;"></span> </p> <p> <strong><span style="font-size:16px;"><strong><span style="color:#337FE5;font-size:24px;">产品主要的技术参数:</span></strong></span></strong> </p> <p> <br /> </p> <p> <table class="MsoNormalTable ke-zeroborder" style="width:505.0pt;border-collapse:collapse;" border="0" cellpadding="0" cellspacing="0" width="673"> <tbody> <tr> <td style="border:solid black 1.0pt;background:#D1DEF1;" width="209"> <p class="MsoNormal"> <b><span style="font-family:"">量程</span><span> Capacity</span></b><span></span> </p> </td> <td style="border:solid black 1.0pt;background:#E7E7E7;" width="101"> <p class="MsoNormal"> <span>0~5,10,20,30,50kg </span> </p> </td> <td style="border:solid black 1.0pt;background:#D3DDEC;" width="239"> <p class="MsoNormal"> <b><span style="font-family:"">材质</span> <span>Material </span></b><span></span> </p> </td> <td style="border:solid black 1.0pt;background:#E7E7E7;" width="124"> <p class="MsoNormal"> <span style="font-family:"">不锈?/span> <b><span>Stainless Steel</span></b><span></span> </p> </td> </tr> <tr> <td style="border:solid black 1.0pt;background:#D1DEF1;" width="209"> <p class="MsoNormal"> <b><span style="font-family:"">输出灵敏?/span> <span>Rated Output</span></b><span></span> </p> </td> <td style="border:solid black 1.0pt;background:#E7E7E7;" width="101"> <p class="MsoNormal"> <span>1.0-1.5 mV/V </span> </p> </td> <td style="border:solid black 1.0pt;background:#D3DDEC;" width="239"> <p class="MsoNormal"> <b><span style="font-family:"">输出电阻</span><span><span>  </span>Output Impedance</span></b><span></span> </p> </td> <td style="border:solid black 1.0pt;background:#E7E7E7;" width="124"> <p class="MsoNormal"> <span>350±3Ω </span> </p> </td> </tr> <tr> <td style="border:solid black 1.0pt;background:#D1DEF1;" width="209"> <p class="MsoNormal"> <b><span style="font-family:"">零点输出</span><span><span>  </span>Zero Balance</span></b><span></span> </p> </td> <td style="border:solid black 1.0pt;background:#E7E7E7;" width="101"> <p class="MsoNormal"> <span style="font-family:"">±</span><span>2%F.S. </span> </p> </td> <td style="border:solid black 1.0pt;background:#D3DDEC;" width="239"> <p class="MsoNormal"> <b><span style="font-family:"">绝缘电阻</span><span><span>  </span>Insulation</span></b><span></span> </p> </td> <td style="border:solid black 1.0pt;background:#E7E7E7;" width="124"> <p class="MsoNormal"> <span>?000MΩ/100VDC </span> </p> </td> </tr> <tr> <td style="border:solid black 1.0pt;background:#D1DEF1;" width="209"> <p class="MsoNormal"> <b><span style="font-family:"">非线?/span><span> Non-linearity </span></b><span></span> </p> </td> <td style="border:solid black 1.0pt;background:#E7E7E7;" width="101"> <p class="MsoNormal"> <span>1.0-5%F.S. </span> </p> </td> <td style="border:solid black 1.0pt;background:#D3DDEC;" width="239"> <p class="MsoNormal"> <b><span style="font-family:"">使用电压</span> <span>Recommended Excitation</span></b><span></span> </p> </td> <td style="border:solid black 1.0pt;background:#E7E7E7;" width="124"> <p class="MsoNormal"> <span>3-5V</span> </p> </td> </tr> <tr> <td style="border:solid black 1.0pt;background:#D1DEF1;" width="209"> <p class="MsoNormal"> <b><span style="font-family:"">滞后</span> <span>Hysteresis</span></b><span></span> </p> </td> <td style="border:solid black 1.0pt;background:#E7E7E7;" width="101"> <p class="MsoNormal"> <span>1.0%F.S. </span> </p> </td> <td style="border:solid black 1.0pt;background:#D3DDEC;" width="239"> <p class="MsoNormal"> <b><span style="font-family:"">最大使用电?/span> <span>Maximum Excitation</span></b><span></span> </p> </td> <td style="border:solid black 1.0pt;background:#E7E7E7;" width="124"> <p class="MsoNormal"> <span>10V </span> </p> </td> </tr> <tr> <td style="border:solid black 1.0pt;background:#D1DEF1;" width="209"> <p class="MsoNormal"> <b><span style="font-family:"">重复?/span> <span>Repeatability</span></b><span></span> </p> </td> <td style="border:solid black 1.0pt;background:#E7E7E7;" width="101"> <p class="MsoNormal"> <span>1.0%F.S. </span> </p> </td> <td style="border:solid black 1.0pt;background:#D3DDEC;" width="239"> <p class="MsoNormal"> <b><span style="font-family:"">温度补偿范围</span> <span>Compensated Temp Range</span></b><span></span> </p> </td> <td style="border:solid black 1.0pt;background:#E7E7E7;" width="124"> <p class="MsoNormal"> <span>-10~60?</span> </p> </td> </tr> <tr> <td style="border:solid black 1.0pt;background:#D1DEF1;" width="209"> <p class="MsoNormal"> <b><span style="font-family:"">蠕变</span> </b><b><span style="font-family:"">?/span><span>30</span></b><b><span style="font-family:"">分钟?/span><span>Creep (30min)</span></b><span></span> </p> </td> <td style="border:solid black 1.0pt;background:#E7E7E7;" width="101"> <p class="MsoNormal"> <span>0.1%F.S. </span> </p> </td> <td style="border:solid black 1.0pt;background:#D3DDEC;" width="239"> <p class="MsoNormal"> <b><span style="font-family:"">工作温度</span> </b><b><span style="font-family:"">范围</span><span> Operating Temp<span>  </span>Range</span></b><span></span> </p> </td> <td style="border:solid black 1.0pt;background:#E7E7E7;" width="124"> <p class="MsoNormal"> <span>-20~80?</span> </p> </td> </tr> <tr> <td style="border:solid black 1.0pt;background:#D1DEF1;" width="209"> <p class="MsoNormal"> <b><span style="font-family:"">温度灵敏度漂?/span><span>Temp Effect on Output</span></b><span></span> </p> </td> <td style="border:solid black 1.0pt;background:#E7E7E7;" width="101"> <p class="MsoNormal"> <span>0.1%F.S./10?</span> </p> </td> <td style="border:solid black 1.0pt;background:#D3DDEC;" width="239"> <p class="MsoNormal"> <b><span style="font-family:"">安全超载</span><span> Safe Load Limit </span></b><span></span> </p> </td> <td style="border:solid black 1.0pt;background:#E7E7E7;" width="124"> <p class="MsoNormal"> <span>120% </span> </p> </td> </tr> <tr> <td style="border:solid black 1.0pt;background:#D1DEF1;" width="209"> <p class="MsoNormal"> <b><span style="font-family:"">零点温度漂移</span><span> Temp Effect on Zero</span></b><span></span> </p> </td> <td style="border:solid black 1.0pt;background:#E7E7E7;" width="101"> <p class="MsoNormal"> <span>0.1%F.S./10?</span> </p> </td> <td style="border:solid black 1.0pt;background:#D3DDEC;" width="239"> <p class="MsoNormal"> <b><span style="font-family:"">极限超载</span><span> Ultimate Load Limit </span></b><span></span> </p> </td> <td style="border:solid black 1.0pt;background:#E7E7E7;" width="124"> <p class="MsoNormal"> <span>200% </span> </p> </td> </tr> <tr> <td style="border:solid black 1.0pt;background:#D1DEF1;" width="209"> <p class="MsoNormal"> <b><span style="font-family:"">输入电阻</span><span> Input Impedance</span></b><span></span> </p> </td> <td style="border:solid black 1.0pt;background:#E7E7E7;" width="101"> <p class="MsoNormal"> <span>350±5Ω </span> </p> </td> <td style="border:solid black 1.0pt;background:#D3DDEC;" width="239"> <p class="MsoNormal"> <b><span style="font-family:"">电缆线尺?/span> <span>Cable Size</span></b> </p> </td> <td style="border:solid black 1.0pt;background:#E7E7E7;" width="124"> <p class="MsoNormal"> <span style="font-family:""> φ2</span><span>x 3m</span> </p> </td> </tr> <tr> <td style="border:solid black 1.0pt;background:#D1DEF1;" width="209"> <p class="MsoNormal"> <b><span style="font-family:"">电缆线连接方?/span><span>Wire Connection</span></b><span></span> </p> </td> <td colspan="3" style="border:solid black 1.0pt;background:#E7E7E7;" width="464"> <p class="MsoNormal"> <span>Ex + : </span><span style="font-family:"">?/span><span> Red;<span>   </span>Ex - : </span><span style="font-family:"">?/span><span> Black; Sig + : </span><span style="font-family:"">?/span><span> Green; Sig - : </span><span style="font-family:"">?/span><span> White </span> </p> </td> </tr> </tbody> </table> </p> <p> <br /> </p> <p> <strong><span style="color:#000000;font-size:16px;"><strong><span style="font-size:16px;"><strong><span style="color:#337FE5;font-size:24px;"><br /> </span></strong></span></strong></span></strong> </p> <p> <strong><span style="color:#000000;font-size:16px;"><strong><span style="font-size:16px;"><strong><span style="color:#337FE5;font-size:24px;">其他信息?/span></strong></span></strong><br /> </span></strong> </p> <p> <strong><span style="color:#000000;font-size:16px;"><strong><span style="font-size:16px;"><strong><span style="color:#337FE5;font-size:24px;"><br /> </span></strong></span></strong></span></strong> </p> <p> <span style="font-size:16px;line-height:24px;"><b>如您有其他的需要,如量程、尺寸、安装位置、内置变送器等其他要求,请于我们联系,我们可为您量身定做?/b></span> </p> <p> <span style="font-size:16px;line-height:24px;"><b>也欢迎您来我司莅临指导?/b></span> </p> <p> <br /> </p></p> </div> <div class="proArtiNum mt10"> <p>上一条:<a href="/supply/202.html">微型压式传感器LFC-08</a></p> <p>下一条:<a href="/supply/95.html">变送器放大器LZ-700A</a></p> </div> <div class="tag">相关标签?a href='/key.aspx?k=%ce%a2%d0%cd%c0%ad%ca%bd%b4%ab%b8%d0%c6%f7'>微型拉式传感?/a>,<a 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