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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="/sxcgq/">S型拉压式传感?/a> > <a href="/supply/80.html">S型传感器LFS-01</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/24336/201804231544553312433692935.jpg?path=salorn.com/uploads/cp/201804231544553312433692935.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>S型传感器LFS-01</h1></span></td> </tr> <tr> <th>产品型号?/th> <td>LFS-01</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><a href="/supply/80.html" target="_blank">S型传感器LFS-01</a></strong></span> </p> <p> <br /> </p> <p> <img src="http://cmsimgshow.zhuchao.cc/24336/201804231545137532433682213.jpg" alt="" /> </p> <p> <br /> </p> <p> <br /> </p> <p> <strong><span style="color:#337FE5;font-size:24px;">产品特点及用途:</span></strong> </p> <p> <br /> </p> <p> <br /> </p> <p style="text-align:left;margin-left:0in;"> <span style="color:black;font-family:幼圆;font-size:18px;"><strong>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?/strong></span> </p> <strong></strong> <p> <br /> </p> <p> <br /> </p> <p> <br /> </p> <p style="text-align:left;margin-left:0in;"> <span style="color:black;font-family:Calibri;font-size:18px;"><strong>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. </strong></span> </p> <p> <br /> </p> <p> <br /> </p> <p> <br /> </p> <p> <span style="color:black;font-family:幼圆;font-size:18px;"><strong><strong><span style="color:#000000;font-size:16px;"><strong><span style="color:#337FE5;font-size:24px;">产品量程及尺寸图纸:</span></strong></span></strong></strong></span> </p> <p> <br /> </p> <p> <br /> <span style="color:#337FE5;font-size:24px;"><strong></strong></span> </p> <p> <img src="http://cmsimgshow.zhuchao.cc/24336/201810201057030842433672642.jpg" alt="" /><img alt="" src="data:image/png;base64,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" /> </p> <p style="text-align:center;text-indent:2em;"> <strong><span style="font-size:16px;"><strong><span style="color:#337FE5;font-size:24px;"><br /> </span></strong></span></strong> </p> <p style="text-indent:2em;"> <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 style="text-indent:2em;"> <br /> <strong><span style="font-size:16px;"><strong><span style="color:#337FE5;font-size:24px;"></span></strong></span></strong> </p> <p style="text-indent:2em;"> <strong><span style="font-size:16px;"><strong><span style="color:#337FE5;font-size:24px;"> <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>0-100KG </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:"">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>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>350±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>0.05%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>0.05%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>0.05%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>385±10Ω </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> <br /> </span></strong></span></strong> </p> <p style="text-indent:2em;"> <br /> </p> <p style="text-indent:2em;"> <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 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