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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/206.html">微型拉式传感器LFT-51K</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/24336/201804231603425642433626314.jpg?path=salorn.com/uploads/cp/201804231603425642433626314.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-51K</h1></span></td> </tr> <tr> <th>产品型号?/th> <td>微型拉式传感器LFT-51K</td> </tr> <tr> <th style=" vertical-align:top;">产品简介:</th> <td><p> 主要应用于: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="color:#337FE5;font-size:24px;"><strong></strong></span> </p> <p> <span style="color:#337FE5;font-size:24px;"><strong>51K</strong></span> </p> <p> <span style="color:#337FE5;font-size:24px;"><strong><img src="http://cmsimgshow.zhuchao.cc/24336/201804231603520332433640237.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 style="text-align:left;margin-left:0in;"> <span style="color:black;font-family:幼圆;font-size:10pt;"><br /> </span> </p> <p style="text-align:left;margin-left:0in;"> <span style="color:black;font-family:幼圆;font-size:18px;">主要应用于: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域?/span> </p> <p style="text-align:left;margin-left:0in;"> <span style="color:black;font-family:Calibri;font-size:10pt;"><br /> </span> </p> <p style="text-align:left;margin-left:0in;"> <span style="color:black;font-family:Calibri;font-size:18px;">Mainly applied in tension and compression testing instruments , automatic equipments and testing fields,such as insertion force test instruments,riveting machine,welding machine,hot & cold lamination machine,feeling tester for keyboard switch, and etc. <br /> </span> </p> <p style="text-align:left;margin-left:0in;"> <br /> <span style="color:black;font-family:Calibri;font-size:18px;"></span> </p> <p style="text-align:left;margin-left:0in;"> <br /> <span style="color:black;font-family:Calibri;font-size:18px;"></span> </p> <p style="text-align:left;margin-left:0in;"> <span style="color:black;font-family:Calibri;font-size:18px;"><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></span> </p> <p style="text-align:left;margin-left:0in;"> <br /> <span style="color:black;font-family:Calibri;font-size:18px;"><strong><strong><span style="color:#000000;font-size:16px;"><strong><span style="color:#337FE5;font-size:24px;"></span></strong></span></strong></strong></span> </p> <p style="text-align:left;margin-left:0in;"> <br /> <span style="color:black;font-family:Calibri;font-size:18px;"><strong><strong><span style="color:#000000;font-size:16px;"><strong><span style="color:#337FE5;font-size:24px;"></span></strong></span></strong></strong></span> </p> <p style="text-align:left;margin-left:0in;"> <span style="color:black;font-family:Calibri;font-size:18px;"></span> </p> <p style="text-align:left;margin-left:0in;"> <br /> <span style="color:black;font-family:Calibri;font-size:18px;"></span> </p> <p style="text-align:left;margin-left:0in;"> <br /> <span style="color:black;font-family:Calibri;font-size:18px;"></span> </p> <p style="text-align:left;margin-left:0in;"> <span style="color:black;font-family:Calibri;font-size:18px;"><img style="width:687px;height:355px;" alt="" 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" height="413" width="821" /></span> </p> <p style="text-align:left;margin-left:0in;"> <br /> <span style="color:black;font-family:Calibri;font-size:18px;"></span> </p> <p style="text-align:left;margin-left:0in;"> <br /> <span style="color:black;font-family:Calibri;font-size:18px;"></span> </p> <p style="text-align:left;margin-left:0in;"> <span style="color:black;font-family:Calibri;font-size:18px;"><br /> </span> </p> <p> <br /> </p> </strong> <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> <p> <br /> </p> <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>0-20KN </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:"">不锈?/span> <b><span>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>1.5-2.0mV/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± 3Ω </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>0.5%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>0.5%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>0.5%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>0.05%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>0.05%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>750±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> φ(4-5)x 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> <p> <br /> </p> <p> <br /> </p> <p> <br /> </p> <p> <br /> </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="line-height:24px;font-size:16px;"><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="line-height:24px;font-size:16px;"><b>也欢迎您来我司莅临指导?/b></span> </p> <p> <br /> </p> <p> <br /> </p> <p> 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