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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/207.html">微型拉式传感?LFT-25</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/24336/201804231602337352433670371.jpg?path=salorn.com/uploads/cp/201804231602337352433670371.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?LFT-25</h1></span></td> </tr> <tr> <th>产品型号?/th> <td>微型拉式传感?LFT-25</td> </tr> <tr> <th style=" vertical-align:top;">产品简介:</th> <td><p>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="color:#337FE5;font-size:24px;"><strong></strong></span> </p> <p> <span style="color:#337FE5;font-size:24px;"><strong><img src="http://cmsimgshow.zhuchao.cc/24336/201804231602272822433689321.jpg" alt="" /><br /> </strong></span> </p> <p> <br /> </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:"font-size:16px;"><span style="font-size:16px;">主要应用于:</span></span><span style="font-family:""><span></span></span> </p> <p style="text-align:left;margin-left:0in;"> <span style="color:black;font-family:幼圆;font-size:16px;">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?/span> </p> <span style="font-family:""><span style="font-size:16px;"><strong></strong></span></span><span style="font-family:""><span style="font-size:16px;"><strong></strong></span></span><span style="font-family:""><span style="font-size:16px;"><strong></strong></span></span> <p class="MsoNormal"> <br /> </p> <p class="MsoNormal"> <br /> </p> <p style="text-align:left;margin-left:0in;"> <span style="color:black;font-family:Calibri;font-size:18px;"><strong></strong></span> </p> <p style="text-align:left;margin-left:0in;"> <strong><span style="color:black;font-family:Calibri;font-size:18px;">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. </span></strong> </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> <br /> <strong><strong><span style="color:#000000;font-size:16px;"><strong><span style="color:#337FE5;font-size:24px;"></span></strong></span></strong></strong> </p> <p> <img style="width:662px;height:466px;" alt="" src="data:image/png;base64,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" 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" /> </p> <p> <br /> </p> <p> <br /> <strong><strong><span style="color:#000000;font-size:16px;"><strong><span style="color:#337FE5;font-size:24px;"></span></strong></span></strong></strong> </p> <p> <strong><strong><span style="color:#000000;font-size:16px;"><strong><span style="color:#337FE5;font-size:24px;"></span></strong></span></strong></strong> </p> <table class="MsoNormalTable ke-zeroborder" style="width:528pt;border-collapse:collapse;" border="0" cellpadding="0" cellspacing="0" width="704"> <tbody> <tr> <td style="border:1pt solid black;" width="64"> <p class="MsoNormal" style="text-align:center;" align="center"> <span style="font-family:"color:black;font-size:10pt;">RANGE</span> </p> </td> <td style="border:1pt solid black;" width="50"> <p class="MsoNormal" style="text-align:center;" align="center"> <span style="font-family:"color:black;font-size:10pt;">A</span> </p> </td> <td style="border:1pt solid black;" width="66"> <p class="MsoNormal" style="text-align:center;" align="center"> <span style="font-family:"color:black;font-size:10pt;">B</span> </p> </td> <td style="border:1pt solid black;" width="57"> <p class="MsoNormal" style="text-align:center;" align="center"> <span style="font-family:"color:black;font-size:10pt;">C</span> </p> </td> <td style="border:1pt solid black;" width="66"> <p class="MsoNormal" style="text-align:center;" align="center"> <span style="font-family:"color:black;font-size:10pt;">D</span> </p> </td> <td style="border:1pt solid black;" width="57"> <p class="MsoNormal" style="text-align:center;" align="center"> <span style="font-family:"color:black;font-size:10pt;">E</span> </p> </td> <td style="border:1pt solid black;" width="66"> <p class="MsoNormal" style="text-align:center;" align="center"> <span style="font-family:"color:black;font-size:10pt;">F</span> </p> </td> <td style="border:1pt solid black;" width="66"> <p class="MsoNormal" style="text-align:center;" align="center"> <span style="font-family:"color:black;font-size:10pt;">G</span> </p> </td> <td style="border:1pt solid black;" width="66"> <p class="MsoNormal" style="text-align:center;" align="center"> <span style="font-family:"color:black;font-size:10pt;">H</span> </p> </td> <td style="border:1pt solid black;" width="57"> <p class="MsoNormal" style="text-align:center;" align="center"> <span style="font-family:"color:black;font-size:10pt;">I</span> </p> </td> <td style="border:1pt solid black;" width="89"> <p class="MsoNormal" style="text-align:center;" align="center"> <span style="font-family:"color:black;font-size:10pt;">J</span> </p> </td> </tr> <tr> <td style="border:1pt solid black;" width="64"> <p class="MsoNormal" style="text-align:center;" align="center"> <span style="font-family:"color:black;font-size:10pt;">1-3kg</span> </p> </td> <td style="border:1pt solid black;" width="50"> <p class="MsoNormal" style="text-align:center;" align="center"> <span style="font-family:"color:black;font-size:10pt;">M3</span> </p> </td> <td style="border:1pt solid black;" width="66"> <p class="MsoNormal" style="text-align:center;" align="center"> <span style="font-family:"color:black;font-size:10pt;">0</span> </p> </td> <td style="border:1pt solid black;" width="57"> <p class="MsoNormal" style="text-align:center;" align="center"> <span style="font-family:"color:black;font-size:10pt;">8.5</span> </p> </td> <td style="border:1pt solid black;" width="66"> <p class="MsoNormal" style="text-align:center;" align="center"> <span style="font-family:"color:black;font-size:10pt;">8.5</span> </p> </td> <td style="border:1pt solid black;" width="57"> <p class="MsoNormal" style="text-align:center;" align="center"> <span style="font-family:"color:black;font-size:10pt;">7.5</span> </p> </td> <td style="border:1pt solid black;" width="66"> <p class="MsoNormal" style="text-align:center;" align="center"> <span style="font-family:"color:black;font-size:10pt;">31</span> </p> </td> <td style="border:1pt solid black;" width="66"> <p class="MsoNormal" style="text-align:center;" align="center"> <span style="font-family:"color:black;font-size:10pt;">0</span> </p> </td> <td style="border:1pt solid black;" width="66"> <p class="MsoNormal" style="text-align:center;" align="center"> <span style="font-family:"color:black;font-size:10pt;">10</span> </p> </td> <td style="border:1pt solid black;" width="57"> <p class="MsoNormal" style="text-align:center;" align="center"> <span style="font-family:"color:black;font-size:10pt;">4</span> </p> </td> <td style="border:1pt solid black;" width="89"> <p class="MsoNormal" style="text-align:center;" align="center"> <span style="font-family:"color:black;font-size:10pt;">5</span> </p> </td> </tr> <tr> <td style="border:1pt solid black;" width="64"> <p class="MsoNormal" style="text-align:center;" align="center"> <span style="font-family:"color:black;font-size:10pt;">5-50kg</span> </p> </td> <td style="border:1pt solid black;" width="50"> <p class="MsoNormal" style="text-align:center;" align="center"> <span style="font-family:"color:black;font-size:10pt;">M5</span> </p> </td> <td style="border:1pt solid black;" width="66"> <p class="MsoNormal" style="text-align:center;" align="center"> <span style="font-family:"color:black;font-size:10pt;">6.6</span> </p> </td> <td style="border:1pt solid black;" width="57"> <p class="MsoNormal" style="text-align:center;" align="center"> <span style="font-family:"color:black;font-size:8pt;">11.5</span> </p> </td> <td style="border:1pt solid black;" width="66"> <p class="MsoNormal" style="text-align:center;" align="center"> <span style="font-family:"color:black;font-size:8pt;">12.5</span> </p> </td> <td style="border:1pt solid black;" width="57"> <p class="MsoNormal" style="text-align:center;" align="center"> <span style="font-family:"color:black;font-size:8pt;">10.5</span> </p> </td> <td style="border:1pt solid black;" width="66"> <p class="MsoNormal" style="text-align:center;" align="center"> <span style="font-family:"color:black;font-size:10pt;">37</span> </p> </td> <td style="border:1pt solid black;" width="66"> <p class="MsoNormal" style="text-align:center;" align="center"> <span style="font-family:"color:black;font-size:10pt;">1</span> </p> </td> <td style="border:1pt solid black;" width="66"> <p class="MsoNormal" style="text-align:center;" align="center"> <span style="font-family:"color:black;font-size:10pt;">10</span> </p> </td> <td style="border:1pt solid black;" width="57"> <p class="MsoNormal" style="text-align:center;" align="center"> <span style="font-family:"color:black;font-size:10pt;">13</span> </p> </td> <td style="border:1pt solid black;" width="89"> <p class="MsoNormal" style="text-align:center;" align="center"> <span style="font-family:"color:black;font-size:10pt;">9</span> </p> </td> </tr> <tr> <td style="border:1pt solid black;" width="64"> <p class="MsoNormal" style="text-align:center;" align="center"> <span style="font-family:"color:black;font-size:10pt;">60-100kg</span> </p> </td> <td style="border:1pt solid black;" width="50"> <p class="MsoNormal" style="text-align:center;" align="center"> <span style="font-family:"color:black;font-size:10pt;">M6</span> </p> </td> <td style="border:1pt solid black;" width="66"> <p class="MsoNormal" style="text-align:center;" align="center"> <span style="font-family:"color:black;font-size:10pt;">6.6</span> </p> </td> <td style="border:1pt solid black;" width="57"> <p class="MsoNormal" style="text-align:center;" align="center"> <span style="font-family:"color:black;font-size:8pt;">11.5</span> </p> </td> <td style="border:1pt solid black;" width="66"> <p class="MsoNormal" style="text-align:center;" align="center"> <span style="font-family:"color:black;font-size:8pt;">12.5</span> </p> </td> <td style="border:1pt solid black;" width="57"> <p class="MsoNormal" style="text-align:center;" align="center"> <span style="font-family:"color:black;font-size:8pt;">10.5</span> </p> </td> <td style="border:1pt solid black;" width="66"> <p class="MsoNormal" style="text-align:center;" align="center"> <span style="font-family:"color:black;font-size:10pt;">37</span> </p> </td> <td style="border:1pt solid black;" width="66"> <p class="MsoNormal" style="text-align:center;" align="center"> <span style="font-family:"color:black;font-size:10pt;">1</span> </p> </td> <td style="border:1pt solid black;" width="66"> <p class="MsoNormal" style="text-align:center;" align="center"> <span style="font-family:"color:black;font-size:10pt;">10</span> </p> </td> <td style="border:1pt solid black;" width="57"> <p class="MsoNormal" style="text-align:center;" align="center"> <span style="font-family:"color:black;font-size:10pt;">13</span> </p> </td> <td style="border:1pt solid black;" width="89"> <p class="MsoNormal" style="text-align:center;" align="center"> <span style="font-family:"color:black;font-size:10pt;">9</span> </p> </td> </tr> </tbody> </table> <p> <br /> </p> <p> <strong><span style="font-size:16px;"><strong><span style="color:#337FE5;font-size:24px;"><br /> </span></strong></span></strong> </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 /> <strong><span style="font-size:16px;"><strong><span style="color:#337FE5;font-size:24px;"></span></strong></span></strong> </p> <p> <strong><span style="font-size:16px;"><strong><br /> <span style="color:#337FE5;font-size:24px;"></span></strong></span></strong> </p> <table class="MsoNormalTable ke-zeroborder" style="width:524pt;border-collapse:collapse;" border="0" cellpadding="0" cellspacing="0" width="699"> <tbody> <tr> <td style="background:#D1DEF1;border:1pt solid black;" width="209"> <p class="MsoNormal"> <b><span style="font-family:"">量程</span><span> Capacity</span></b><span></span> </p> </td> <td style="background:#E7E7E7;border:1pt solid black;" width="101"> <p class="MsoNormal"> <span>1-100kg </span> </p> </td> <td style="background:#D3DDEC;border:1pt solid black;" width="219"> <p class="MsoNormal"> <b><span style="font-family:"">材质</span> <span>Material </span></b><span></span> </p> </td> <td style="background:#E7E7E7;border:1pt solid black;" width="169"> <p class="MsoNormal"> <span style="font-family:"">?/span><span>/</span><span style="font-family:"">不锈?/span> <b><span>Aluminum/Stainless Steel</span></b><span></span> </p> </td> </tr> <tr> <td style="background:#D1DEF1;border:1pt solid black;" 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="background:#E7E7E7;border:1pt solid black;" width="101"> <p class="MsoNormal"> <span>2.0</span><span style="font-family:"">±</span><span>10%mV/V </span> </p> </td> <td style="background:#D3DDEC;border:1pt solid black;" width="219"> <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="background:#E7E7E7;border:1pt solid black;" width="169"> <p class="MsoNormal"> <span>700±5Ω </span> </p> </td> </tr> <tr> <td style="background:#D1DEF1;border:1pt solid black;" 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="background:#E7E7E7;border:1pt solid black;" width="101"> <p class="MsoNormal"> <span style="font-family:"">±</span><span>2%F.S. </span> </p> </td> <td style="background:#D3DDEC;border:1pt solid black;" width="219"> <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="background:#E7E7E7;border:1pt solid black;" width="169"> <p class="MsoNormal"> <span>?000MΩ/100VDC </span> </p> </td> </tr> <tr> <td style="background:#D1DEF1;border:1pt solid black;" width="209"> <p class="MsoNormal"> <b><span style="font-family:"">非线?/span><span> Non-linearity </span></b><span></span> </p> </td> <td style="background:#E7E7E7;border:1pt solid black;" width="101"> <p class="MsoNormal"> <span>0.1-0.5%F.S. </span> </p> </td> <td style="background:#D3DDEC;border:1pt solid black;" width="219"> <p class="MsoNormal"> <b><span style="font-family:"">使用电压</span> <span>Recommended Excitation</span></b><span></span> </p> </td> <td style="background:#E7E7E7;border:1pt solid black;" width="169"> <p class="MsoNormal"> <span>5-10V</span> </p> </td> </tr> <tr> <td style="background:#D1DEF1;border:1pt solid black;" width="209"> <p class="MsoNormal"> <b><span style="font-family:"">滞后</span> <span>Hysteresis</span></b><span></span> </p> </td> <td style="background:#E7E7E7;border:1pt solid black;" width="101"> <p class="MsoNormal"> <span>0.1-0.5%F.S. </span> </p> </td> <td style="background:#D3DDEC;border:1pt solid black;" width="219"> <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="background:#E7E7E7;border:1pt solid black;" width="169"> <p class="MsoNormal"> <span>15V </span> </p> </td> </tr> <tr> <td style="background:#D1DEF1;border:1pt solid black;" width="209"> <p class="MsoNormal"> <b><span style="font-family:"">重复?/span> <span>Repeatability</span></b><span></span> </p> </td> <td style="background:#E7E7E7;border:1pt solid black;" width="101"> <p class="MsoNormal"> <span>0.1-0.5%F.S. </span> </p> </td> <td style="background:#D3DDEC;border:1pt solid black;" width="219"> <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="background:#E7E7E7;border:1pt solid black;" width="169"> <p class="MsoNormal"> <span>-10~60?</span> </p> </td> </tr> <tr> <td style="background:#D1DEF1;border:1pt solid black;" 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="background:#E7E7E7;border:1pt solid black;" width="101"> <p class="MsoNormal"> <span>0.05%F.S. </span> </p> </td> <td style="background:#D3DDEC;border:1pt solid black;" width="219"> <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="background:#E7E7E7;border:1pt solid black;" width="169"> <p class="MsoNormal"> <span>-20~80?</span> </p> </td> </tr> <tr> <td style="background:#D1DEF1;border:1pt solid black;" 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="background:#E7E7E7;border:1pt solid black;" width="101"> <p class="MsoNormal"> <span>0.1%F.S./10?/span> </p> </td> <td style="background:#D3DDEC;border:1pt solid black;" width="219"> <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="background:#E7E7E7;border:1pt solid black;" width="169"> <p class="MsoNormal"> <span>120% </span> </p> </td> </tr> <tr> <td style="background:#D1DEF1;border:1pt solid black;" 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="background:#E7E7E7;border:1pt solid black;" width="101"> <p class="MsoNormal"> <span>0.1%F.S./10?</span> </p> </td> <td style="background:#D3DDEC;border:1pt solid black;" width="219"> <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="background:#E7E7E7;border:1pt solid black;" width="169"> <p class="MsoNormal"> <span>150% </span> </p> </td> </tr> <tr> <td style="background:#D1DEF1;border:1pt solid black;" 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="background:#E7E7E7;border:1pt solid black;" width="101"> <p class="MsoNormal"> <span>700±5Ω </span> </p> </td> <td style="background:#D3DDEC;border:1pt solid black;" width="219"> <p class="MsoNormal"> <b><span style="font-family:"">电缆线尺?/span> <span>Cable Size</span></b><span></span> </p> </td> <td style="background:#E7E7E7;border:1pt solid black;" width="169"> <p class="MsoNormal"> <span>φ3x 3m</span> </p> </td> </tr> <tr> <td style="background:#D1DEF1;border:1pt solid black;" 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 style="background:#E7E7E7;border:1pt solid black;" colspan="3" width="489"> <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 /> <strong><span style="font-size:16px;"><strong><span style="color:#337FE5;font-size:24px;"></span></strong></span></strong> </p> <p> <br /> <strong><span style="font-size:16px;"><strong><span style="color:#337FE5;font-size:24px;"></span></strong></span></strong> </p> <p> <strong><span style="font-size:16px;"><strong><span style="color:#337FE5;font-size:24px;"></span></strong></span></strong> </p> <p> <strong><strong><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> </strong></strong> </p> <p> <strong><span style="color:#000000;font-size:16px;"><strong><span 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