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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/119.html">微型拉式传感器LFT-13C</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/24336/201804231601148432433639363.jpg?path=www.curlingrip.com/uploads/cp/201804231601148432433639363.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-13C</h1></span></td> </tr> <tr> <th>产品型号?/th> <td>微型拉式传感器LFT-13C</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> <br /> </p> <p> <span style="font-size:24px;color:#337FE5;"><strong></strong></span> </p> <p> <span style="font-size:24px;color:#337FE5;"><strong></strong></span> </p> <p> <img src="http://cmsimgshow.zhuchao.cc/24336/201804231601031252433666566.jpg" alt="" /> </p> <p> <br /> </p> <p> <br /> </p> <p> <strong> <strong><span style="color:#337FE5;font-size:24px;">产品特点及用途:</span></strong> </strong> </p> <strong> <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 class="MsoNormal"> <br /> </p> <p class="MsoNormal"> <br /> </p> <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></strong> <p> <strong><span style="color:#337FE5;font-size:24px;"><br /> </span></strong> </p> <img src="data:image/png;base64,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" alt="" /> <p> <br /> </p> <p> <br /> </p> <p> <br /> </p> <p> <br /> </p> <p> <br /> </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> <br /> </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>0~5,10,20,30,50,100kg </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>1.0-1.5mV/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摄氏?</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:""> φ?/span><span>2-3</span><span style="font-family:"">?/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> <br /> </p> <p> <br /> </p> <p> <br /> </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;">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> <br /> </p> <p> <br /> </p> <p> <br /> </p> <p> <br /> </p></p> </div> <div class="proArtiNum mt10"> <p>上一条:<a href="/supply/199.html">微型压式传感器LFC-10</a></p> <p>下一条:<a href="/supply/167.html">柱式传感器LF-603</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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