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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="/hxclcgq/">环形测力传感?/a> > <a href="/supply/149.html">环形测力传感器LFC-80</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/24336/201804231629174292433698736.jpg?path=salorn.com/uploads/cp/201804231629174292433698736.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>环形测力传感器LFC-80</h1></span></td> </tr> <tr> <th>产品型号?/th> <td>LFC-80</td> </tr> <tr> <th style=" vertical-align:top;">产品简介:</th> <td><p>中空设计,主要测量挤压力,装配过盈力值检测和控制,其他工业控制力值检?/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>环形<b>测力传感?/b>LFC-80</strong></span> </p> <p> <span style="font-size:24px;color:#337FE5;"><strong><br /> </strong></span> </p> <p> <img src="http://cmsimgshow.zhuchao.cc/24336/201804231629281792433692244.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="margin-left:0in;text-align:left;"> <span style="font-size:18px;font-family:宋体;color:black;"><strong>主要应用于:中空设计,主要测量挤压力,装配过盈力值检测和控制,其他工业控制力值检?/strong></span> </p> <p style="margin-left:0in;text-align:left;"> <br /> <span style="font-size:18px;font-family:宋体;color:black;"><strong></strong></span> </p> <p style="margin-left:0in;text-align:left;"> <span style="font-size:18px;font-family:宋体;color:black;"><br /> <strong> </strong></span> </p> <p style="margin-left:0in;text-align:left;"> <strong><span style="font-size:16px;font-family:Calibri;color:black;">Hollow design,Mainly measure and control extrusion,interference force in assembling, and other force testing of insdustry field.</span> </strong> </p> <p style="margin-left:0in;text-align:left;"> <strong><br /> <span style="font-size:16px;font-family:Calibri;color:black;"></span> </strong> </p> <p style="margin-left:0in;text-align:left;"> <strong><br /> <span style="font-size:16px;font-family:Calibri;color:black;"></span> </strong> </p> <p style="margin-left:0in;text-align:left;"> <strong><span style="font-size:16px;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><span style="font-size:16px;font-family:Calibri;color:black;"><strong><span style="color:#000000;font-size:16px;"><strong><span style="color:#337FE5;font-size:24px;"><br /> </span></strong></span></strong></span> </strong> </p> <p style="margin-left:0in;text-align:left;"> <strong><img src="data:image/png;base64,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" alt="" /> </strong> </p> <p style="margin-left:0in;text-align:left;"> <strong><br /> </strong> </p> <p style="margin-left:0in;text-align:left;"> <strong><br /> <span style="font-size:16px;font-family:Calibri;color:black;"></span> </strong> </p> <p style="margin-left:0in;text-align:left;"> <strong><span style="font-size:16px;font-family:Calibri;color:black;"><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> </p> <p style="margin-left:0in;text-align:left;"> <strong><br /> <span style="font-size:16px;font-family:Calibri;color:black;"><strong><span style="font-size:16px;"><strong><span style="color:#337FE5;font-size:24px;"></span></strong></span></strong></span> </strong> </p> <p style="margin-left:0in;text-align:left;"> <strong><span style="font-size:16px;font-family:Calibri;color:black;"><strong><span style="font-size:16px;"><strong><span style="color:#337FE5;font-size:24px;"></span></strong></span></strong> <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>0-0.5,1,2,3,5t</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>1.5-2.0mV/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>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="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>0.05%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>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:"">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>200% </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>750±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><span></span> </p> </td> <td style="border:solid black 1.0pt;background:#E7E7E7;" width="124"> <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>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> </p> <p> <br /> </p> <p style="margin-left:0in;text-align:left;"> <br /> <span style="font-size:18px;font-family:宋体;color:black;"><strong></strong></span> </p> <p style="margin-left:0in;text-align:left;"> <span style="font-size:18px;font-family:宋体;color:black;"><br /> <strong> </strong></span> </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 /> <span style="font-size:18px;font-family:宋体;color:black;"><strong></strong></span> </p> <p style="margin-left:0in;text-align:left;"> <br /> <span style="font-size:18px;font-family:宋体;color:black;"><strong></strong></span> </p> <p style="margin-left:0in;text-align:left;"> <br /> <span style="font-size:18px;font-family:宋体;color:black;"><strong></strong></span> </p> <p style="margin-left:0in;text-align:left;"> <span style="font-size:18px;font-family:宋体;color:black;"><strong><br /> </strong></span> </p> <p> <br /> </p></p> </div> <div class="proArtiNum mt10"> <p>上一条:<a href="/supply/159.html">液体变送器放大器LP-9Y</a></p> <p>下一条:<a 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