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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="/wxyscgq/">微型压式测力传感?/a> > <a href="/supply/197.html">微型压式传感器LFC-13</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/24336/201804231509449602433614387.jpg?path=salorn.com/uploads/cp/201804231509449602433614387.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>微型压式传感器LFC-13</h1></span></td> </tr> <tr> <th>产品型号?/th> <td>LFC-13</td> </tr> <tr> <th style=" vertical-align:top;">产品简介:</th> <td><p>主要应用于:按键手感度测试仪,冷热压机压力检测,机器人手抓力等安装空间小的力值检测领?/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="font-size:24px;color:#337FE5;"><strong><a href="/supply/197.html" target="_blank">微型压式传感器LFC-13</a></strong></span> </p> <p> <span style="font-size:24px;color:#337FE5;"><strong><img src="http://cmsimgshow.zhuchao.cc/24336/201804231509580702433614759.jpg" alt="" /><br /> </strong></span> </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="margin-left:0in;text-align:left;"> <span style="font-size:16px;font-family:幼圆;color:black;"><strong>主要应用于:按键手感度测试仪,冷热压机压力检测,机器人手抓力等安装空间小的力值检测领?/strong></span> </p> <p style="margin-left:0in;text-align:left;"> <span style="font-size:16px;font-family:幼圆;color:black;"><strong> </strong></span> </p> <p style="margin-left:0in;text-align:left;"> <strong><span style="font-size:10.0pt;font-family:Calibri;color:black;"><br /> </span> </strong> </p> <p style="margin-left:0in;text-align:left;"> <strong><span style="font-size:10.0pt;font-family:Calibri;color:black;">Force measurement in small space installation,such as feeling tester for keyboard switch,compression force </span><span style="font-size:10.0pt;font-family:Calibri;color:black;">measurement for hot and cold lamination machine,and grasping force measurement for robotic hands</span> </strong> </p> <p style="margin-left:0in;text-align:left;"> <strong><br /> <span style="font-size:10.0pt;font-family:Calibri;color:black;"></span> </strong> </p> <p style="margin-left:0in;text-align:left;"> <strong><br /> <span style="font-size:10.0pt;font-family:Calibri;color:black;"></span> </strong> </p> <p style="margin-left:0in;text-align:left;"> <strong><span style="font-size:10.0pt;font-family:Calibri;color:black;"><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></span> </strong> </p> <p style="margin-left:0in;text-align:left;"> <strong><br /> <span style="font-size:10.0pt;font-family:Calibri;color:black;"></span> </strong> </p> <p style="margin-left:0in;text-align:left;"> <strong><span style="font-size:10.0pt;font-family:Calibri;color:black;"><strong><span style="font-size:10pt;font-family:Calibri;"><img src="http://cmsimgshow.zhuchao.cc/24336/201810200947024762433615021.jpg" alt="" /></span></strong><img src="data:image/png;base64,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" alt="" /></span> </strong> </p> <p style="margin-left:0in;text-align:left;"> <strong><span style="font-size:10.0pt;font-family:Calibri;color:black;"><br /> </span> </strong> </p> <p style="margin-left:0in;text-align:left;"> <strong>               <table class="MsoNormalTable ke-zeroborder" style="width:187.0pt;border-collapse:collapse;" border="0" cellpadding="0" cellspacing="0" width="249"> <tbody> <tr> <td style="border:solid black 1.0pt;" width="99"> <p class="MsoNormal" style="text-align:center;" align="center"> <span>量程</span> </p> </td> <td style="border:solid black 1.0pt;" width="149"> <p class="MsoNormal" style="text-align:center;" align="center"> <span>A</span> </p> </td> </tr> <tr> <td style="border:solid black 1.0pt;" width="99"> <p class="MsoNormal" style="text-align:center;" align="center"> <span>5-30KG</span> </p> </td> <td style="border:solid black 1.0pt;" width="149"> <p class="MsoNormal" style="text-align:center;" align="center"> <span>1.5</span> </p> </td> </tr> <tr> <td style="border:solid black 1.0pt;" width="99"> <p class="MsoNormal" style="text-align:center;" align="center"> <span>50-100KG</span> </p> </td> <td style="border:solid black 1.0pt;" width="149"> <p class="MsoNormal" style="text-align:center;" align="center"> <span>3</span> </p> </td> </tr> </tbody> </table> </strong> </p> <p style="margin-left:0in;text-align:left;"> <strong><br /> </strong> </p> <p style="margin-left:0in;text-align:left;"> <strong><br /> </strong> </p> <p style="margin-left:0in;text-align:left;"> <strong><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> </strong> </p> <p style="margin-left:0in;text-align:left;"> <strong><br /> <strong><span style="font-size:16px;"><strong><span style="color:#337FE5;font-size:24px;"></span></strong></span></strong> </strong> </p> <p style="margin-left:0in;text-align:left;"> <strong><strong><span style="font-size:16px;"><strong><span style="color:#337FE5;font-size:24px;"> <table class="MsoNormalTable ke-zeroborder" style="border-collapse:collapse;" border="0" cellpadding="0" cellspacing="0" height="380" width="718"> <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>5~100kg </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(1000)Ω </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>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>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:"">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>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:"">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="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?</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>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>350(1000)±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>φ2x3m</span> </p> </td> </tr> <tr> <td style="border:solid black 1.0pt;background:#D1DEF1;" width="209"> <p class="MsoNormal"> <b>TEDS  可?/b> </p> </td> <td colspan="3" style="border:solid black 1.0pt;background:#E7E7E7;" width="464"> <p class="MsoNormal"> <br /> </p> </td> </tr> </tbody> </table> <br /> </span></strong></span></strong> </strong> </p> <p style="margin-left:0in;text-align:left;"> <strong><strong><span style="font-size:16px;"><strong><span style="color:#337FE5;font-size:24px;"> </span></strong></span></strong></strong> </p> <p> <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;">其他信息?/span></strong></span></strong><br /> </span></strong> </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 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