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src="http://cmsimgshow.zhuchao.cc/24336/201804231603233292433655878.jpg?path=www.jbierhoff.com/uploads/cp/201804231603233292433655878.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-34</h1></span></td> </tr> <tr> <th>产品型号?/th> <td>微型拉式传感器LFT-34</td> </tr> <tr> <th style=" vertical-align:top;">产品简介:</th> <td><p>厂家</p></td> </tr> </tbody></table> </div> </td> </tr> </tbody> </table> </div> <div class="insNewsArti clearfix pt10 font_w"> <div class="conn fs14"> <p><p> <strong><a target="_blank">微型拉压式传感器LFT-34</a></strong> </p> <p> <span style="font-size:24px;color:#337FE5;"><strong><br /> </strong></span> </p> <p> <img src="/uploads/image/20160509/20160509134501_9000.png" 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> <p> <br /> </p> <p> <br /> </p> <p style="margin-left:0in;text-align:left;"> <span style="font-size:18px;font-family:幼圆;color:black;"><strong>主要应用于:试验机、吊钩秤、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以及自动化设备领域和测试领?</strong></span> </p> <p style="margin-left:0in;text-align:left;"> <span style="font-size:10.0pt;font-family:幼圆;color:black;"><br /> </span> </p> <p style="margin-left:0in;text-align:left;"> <span style="font-size:16px;font-family:幼圆;color:black;"><strong>Mainly applied in tension and compression testing instruments and automatic equipments fields, such as insertion force test instruments, lifting hook scales, riveting machine, welding machine, hot & cold lamination machine, feeling tester for keyboard switch, and etc.</strong></span> </p> <p style="margin-left:0in;text-align:left;"> <br /> <span style="font-size:16px;font-family:幼圆;color:black;"><strong></strong></span> </p> <p style="margin-left:0in;text-align:left;"> <br /> <span style="font-size:16px;font-family:幼圆;color:black;"><strong></strong></span> </p> <p style="margin-left:0in;text-align:left;"> <span style="font-size:16px;font-family:幼圆;color:black;"><strong><strong><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></strong></span> </p> <p style="margin-left:0in;text-align:left;"> <span style="font-size:16px;font-family:幼圆;color:black;"><strong><strong><strong><span style="color:#000000;font-size:16px;"><strong><span style="color:#337FE5;font-size:24px;"><br /> </span></strong></span></strong></strong></strong></span> </p> <p style="margin-left:0in;text-align:left;"> <br /> <span style="font-size:16px;font-family:幼圆;color:black;"><strong><strong><strong><span style="color:#000000;font-size:16px;"><strong><span style="color:#337FE5;font-size:24px;"></span></strong></span></strong></strong></strong></span> </p> <p style="margin-left:0in;text-align:left;"> <span style="font-size:16px;font-family:幼圆;color:black;"><strong><strong><strong><span style="color:#000000;font-size:16px;"><strong><span style="color:#337FE5;font-size:24px;"><img 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" alt="" /></span></strong></span></strong></strong></strong></span> </p> <p style="margin-left:0in;text-align:left;"> <br /> <span style="font-size:16px;font-family:幼圆;color:black;"><strong><strong><strong><span style="color:#000000;font-size:16px;"><strong><span style="color:#337FE5;font-size:24px;"></span></strong></span></strong></strong></strong></span> </p> <p style="margin-left:0in;text-align:left;"> <span style="font-size:16px;font-family:幼圆;color:black;"><strong><strong><strong><span style="color:#000000;font-size:16px;"><strong><br /> <span style="color:#337FE5;font-size:24px;"> <table class="MsoNormalTable ke-zeroborder" style="width:288.0pt;border-collapse:collapse;" border="0" cellpadding="0" cellspacing="0" width="384"> <tbody> <tr> <td valign="bottom" width="64"> <br /> </td> <td style="border:solid black 1.0pt;" width="64"> <p class="MsoNormal" style="text-align:center;" align="center"> <span style="font-size:10.0pt;font-family:"color:black;">RANGE</span> </p> </td> <td style="border:solid black 1.0pt;" width="64"> <p class="MsoNormal" style="text-align:center;" align="center"> <span style="font-size:10.0pt;font-family:"color:black;">A</span> </p> </td> <td style="border:solid black 1.0pt;" width="64"> <p class="MsoNormal" style="text-align:center;" align="center"> <span style="font-size:10.0pt;font-family:"color:black;">B</span> </p> </td> <td style="border:solid black 1.0pt;" width="64"> <p class="MsoNormal" style="text-align:center;" align="center"> <span style="font-size:10.0pt;font-family:"color:black;">Weight</span> </p> </td> <td valign="bottom" width="64"> <br /> </td> </tr> <tr> <td valign="bottom" width="64"> <br /> </td> <td style="border:solid black 1.0pt;" width="64"> <p class="MsoNormal" style="text-align:center;" align="center"> <span style="font-size:10.0pt;font-family:"color:black;">50-500kg</span> </p> </td> <td style="border:solid black 1.0pt;" width="64"> <p class="MsoNormal" style="text-align:center;" align="center"> <span style="font-size:10.0pt;font-family:"color:black;">M8</span> </p> </td> <td style="border:solid black 1.0pt;" width="64"> <p class="MsoNormal" style="text-align:center;" align="center"> <span style="font-size:10.0pt;font-family:"color:black;">12</span> </p> </td> <td style="border:solid black 1.0pt;" width="64"> <p class="MsoNormal" style="text-align:center;" align="center"> <span style="font-size:10.0pt;font-family:"color:black;"> <span></span></span> </p> </td> <td valign="bottom" width="64"> <br /> </td> </tr> <tr> <td valign="bottom" width="64"> <br /> </td> <td style="border:solid black 1.0pt;" width="64"> <p class="MsoNormal" style="text-align:center;" align="center"> <span style="font-size:10.0pt;font-family:"color:black;">1000kg</span> </p> </td> <td style="border:solid black 1.0pt;" width="64"> <p class="MsoNormal" style="text-align:center;" align="center"> <span style="font-size:10.0pt;font-family:"color:black;">M12*1.75</span> </p> </td> <td style="border:solid black 1.0pt;" width="64"> <p class="MsoNormal" style="text-align:center;" align="center"> <span style="font-size:10.0pt;font-family:"color:black;">13</span> </p> </td> <td style="border:solid black 1.0pt;" width="64"> <p class="MsoNormal" style="text-align:center;" align="center"> <span style="font-size:10.0pt;font-family:"color:black;"> <span></span></span> </p> </td> <td valign="bottom" width="64"> <br /> </td> </tr> <tr> <td valign="bottom" width="64"> <br /> </td> <td valign="bottom" width="64"> <br /> </td> <td valign="bottom" width="64"> <br /> </td> <td valign="bottom" width="64"> <br /> </td> <td valign="bottom" width="64"> <br /> </td> <td valign="bottom" width="64"> <br /> </td> </tr> </tbody> </table> </span></strong></span></strong></strong></strong></span> </p> <p style="margin-left:0in;text-align:left;"> <br /> <span style="font-size:16px;font-family:幼圆;color:black;"><strong><strong><strong><span style="color:#000000;font-size:16px;"><strong><span style="color:#337FE5;font-size:24px;"></span></strong></span></strong></strong></strong></span> </p> <p style="margin-left:0in;text-align:left;"> <br /> <span style="font-size:16px;font-family:幼圆;color:black;"><strong><strong><strong><span style="color:#000000;font-size:16px;"><strong><span style="color:#337FE5;font-size:24px;"></span></strong></span></strong></strong></strong></span> </p> <p style="margin-left:0in;text-align:left;"> <span style="font-size:16px;font-family:幼圆;color:black;"><strong><strong><strong><span style="color:#000000;font-size:16px;"><strong><span style="color:#337FE5;font-size:24px;"><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></span></strong></span></strong></strong></strong></span> </p> <p style="margin-left:0in;text-align:left;"> <br /> <span style="font-size:16px;font-family:幼圆;color:black;"><strong><strong><strong><span style="color:#000000;font-size:16px;"><strong><span style="color:#337FE5;font-size:24px;"></span></strong></span></strong></strong></strong></span> </p> <p style="margin-left:0in;text-align:left;"> <span style="font-size:16px;font-family:幼圆;color:black;"><strong><strong><strong><span style="color:#000000;font-size:16px;"><strong><br /> <span style="color:#337FE5;font-size:24px;"> <table class="MsoNormalTable ke-zeroborder" style="width:508.0pt;border-collapse:collapse;" border="0" cellpadding="0" cellspacing="0" width="677"> <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>0-1000kg </span> </p> </td> <td style="border:solid black 1.0pt;background:#D3DDEC;" width="231"> <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="136"> <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>1.5-2.0 mV/V </span> </p> </td> <td style="border:solid black 1.0pt;background:#D3DDEC;" width="231"> <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="136"> <p class="MsoNormal"> <span>700±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="231"> <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="136"> <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>0.5%F.S. </span> </p> </td> <td style="border:solid black 1.0pt;background:#D3DDEC;" width="231"> <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="136"> <p class="MsoNormal"> <span>5-10V</span> </p> </td> </tr> <tr> <td style="border:solid black 1.0pt;background:#D1DEF1;" width="209"> <p class="MsoNormal"> <b><span style="font-family:"">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>0.5%F.S. </span> </p> </td> <td style="border:solid black 1.0pt;background:#D3DDEC;" width="231"> <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="136"> <p class="MsoNormal"> <span>15V </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>0.5%F.S. </span> </p> </td> <td style="border:solid black 1.0pt;background:#D3DDEC;" width="231"> <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="136"> <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="231"> <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="136"> <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>0.05%F.S./10?</span> </p> </td> <td style="border:solid black 1.0pt;background:#D3DDEC;" width="231"> <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="136"> <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>0.05%F.S./10?</span> </p> </td> <td style="border:solid black 1.0pt;background:#D3DDEC;" width="231"> <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="136"> <p class="MsoNormal"> <span>150% </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>700±5Ω </span> </p> </td> <td style="border:solid black 1.0pt;background:#D3DDEC;" width="231"> <p class="MsoNormal"> <b><span style="font-family:"">电缆线尺?/span> <span>Cable Size</span></b><span></span> </p> </td> <td style="border:solid black 1.0pt;background:#E7E7E7;" width="136"> <p class="MsoNormal"> <span> φ4x 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="468"> <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> </span></strong></span></strong></strong></strong></span> </p> <p style="margin-left:0in;text-align:left;"> <br /> <span style="font-size:16px;font-family:幼圆;color:black;"><strong><strong><strong><span style="color:#000000;font-size:16px;"><strong><span style="color:#337FE5;font-size:24px;"></span></strong></span></strong></strong></strong></span> </p> <p style="margin-left:0in;text-align:left;"> <br /> <span style="font-size:16px;font-family:幼圆;color:black;"><strong><strong><strong><span style="color:#000000;font-size:16px;"><strong><span style="color:#337FE5;font-size:24px;"></span></strong></span></strong></strong></strong></span> </p> <p style="margin-left:0in;text-align:left;"> <span style="font-size:16px;font-family:幼圆;color:black;"><strong><strong><strong><span style="color:#000000;font-size:16px;"><strong><span style="color:#337FE5;font-size:24px;"> </span></strong></span></strong></strong></strong></span> </p> <p> <strong><strong><strong><strong><strong><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></strong></strong> </strong></strong></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 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> <br /> <p> <br /> </p> <br /> <span style="font-size:10.0pt;font-family:幼圆;color:black;"> </span> <p> <br /> </p> <p> <br /> </p></p> </div> <div class="proArtiNum 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