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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/190.html">微型压式传感器LFC-3M-XX</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/24336/201804231512323222433695335.jpg?path=salorn.com/uploads/cp/201804231512323222433695335.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-3M-XX</h1></span></td> </tr> <tr> <th>产品型号?/th> <td>LFC-3M-XX</td> </tr> <tr> <th style=" vertical-align:top;">产品简介:</th> <td><p>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>微型压式传感?/strong></span><span style="font-size:24px;color:#337FE5;"><strong>LFC-3M-XX</strong></span> </p> <p> <br /> </p> <p> <img src="/uploads/image/20160509/20160509132949_6355.png" alt="" /> </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:18px;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;"> <br /> <span style="font-size:18px;font-family:幼圆;color:black;"><strong></strong></span> </p> <p style="margin-left:0in;text-align:left;"> <span style="font-size:18px;font-family:幼圆;color:black;"><strong> </strong></span> </p> <p style="margin-left:0in;text-align:left;"> <strong><span style="font-family:Calibri;color:black;">Force measurement in small space installation,such as feeling tester for keyboard switch,compression force </span><span style="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-family:Calibri;color:black;"></span> </strong> </p> <p style="margin-left:0in;text-align:left;"> <strong><br /> <span style="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><img src="http://cmsimgshow.zhuchao.cc/24336/201810200947024762433615021.jpg" alt="" /><img 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" alt="" height="498" width="633" /> </strong> </p> <p style="margin-left:0in;text-align:left;"> <br /> </p> <p style="margin-left:0in;text-align:left;"> <br /> <img src="http://cmsimgshow.zhuchao.cc/24336/201811211634265302433670640.jpg" alt="" />  </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> </p> <p style="margin-left:0in;text-align:left;"> <table class="MsoNormalTable ke-zeroborder" style="width:505.0pt;border-collapse:collapse;" border="0" cellpadding="0" cellspacing="0" width="673"> <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>0~120KN</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>350or700</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>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="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>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="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>0.05%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>0.05%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>385(750)±10Ω </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><span></span> </p> </td> <td style="border:solid black 1.0pt;background:#E7E7E7;" width="124"> <p class="MsoNormal"> <span> φ(2-4) x 3m</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> </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;"> <br /> </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 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> <p> <br /> </p> <p style="margin-left:0in;text-align:left;"> <br /> </p></p> </div> <div class="proArtiNum mt10"> <p>上一条:<a 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