?!DOCTYPE html PUBLIC "-//W3C//DTD XHTML 1.0 Transitional//EN" "http://www.w3.org/TR/xhtml1/DTD/xhtml1-transitional.dtd"> (广东)环形测力传感LFC-120 - 深圳市力准传感技术有限公?/title> <meta name="Keywords" content="环形测力传感LFC-120"> <meta name="Description" content="为你详细介绍环形测力传感LFC-120(远销江苏,山东,浙江)产品内容,包括环形测力传感LFC-120的用途、型号、范围、图片等,在这里你可以得知所有环形测力传感LFC-120新闻以及最新的市场环形测力传感LFC-120价格.咨询电话:0755-8923 3819"> <link type="text/css" href="/template/lizhun/lib/css.css" rel="stylesheet"/> <link type="text/css" href="/template/lizhun/lib/style.css" rel="stylesheet"/> <script src="/template/lizhun/lib/jquery-1.8.0.min.js"></script> <script src="/template/lizhun/lib/foucsbox.js"></script> <meta http-equiv="Cache-Control" content="no-transform" /> <meta http-equiv="Cache-Control" content="no-siteapp" /> </head> <body> <div style="position:fixed;left:-9000px;top:-9000px;"><dd id="kc6a6"><code id="kc6a6"><rt id="kc6a6"></rt></code></dd><code id="kc6a6"></code><tt id="kc6a6"><sup id="kc6a6"><rt id="kc6a6"></rt></sup></tt><dd 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href="/supply/146.html">环形测力传感LFC-120</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/24336/20160509024521.jpg?path=www.soupherbe.com/uploads/cp/20160509024521.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LFC-120</h1></span></td> </tr> <tr> <th>产品型号?/th> <td>LFC-120</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><br /> </strong></span> </p> <p> <span style="font-size:24px;color:#337FE5;"><strong>环形<b>测力传感?/b>LFC-120</strong></span> </p> <p> <span style="font-size:24px;color:#337FE5;"><strong><br /> </strong></span> </p> <p> <img src="/uploads/image/20160509/20160509144536_3351.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>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;"><strong> </strong></span> </p> <p style="margin-left:0in;text-align:left;"> <strong><span style="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-family:Calibri;color:black;"></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><span style="font-family:Calibri;color:black;"><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></span> </strong> </p> <p style="margin-left:0in;text-align:left;"> <br /> <span style="font-family:Calibri;color:black;"></span> </p> <p style="margin-left:0in;text-align:left;"> <span style="font-family:Calibri;color:black;"><img 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" alt="" /></span> </p> <p style="margin-left:0in;text-align:left;"> <br /> <span style="font-family:Calibri;color:black;"></span> </p> <p style="margin-left:0in;text-align:left;"> <br /> <span style="font-family:Calibri;color:black;"></span> </p> <p style="margin-left:0in;text-align:left;"> <span style="font-family:Calibri;color:black;"><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></span> </p> <p style="margin-left:0in;text-align:left;"> <br /> <span style="font-family:Calibri;color:black;"></span> </p> <p style="margin-left:0in;text-align:left;"> <br /> <span style="font-family:Calibri;color:black;"> <table class="MsoNormalTable ke-zeroborder" style="width:525.0pt;border-collapse:collapse;" border="0" cellpadding="0" cellspacing="0" width="700"> <tbody> <tr> <td style="border:solid black 1.0pt;background:#D1DEF1;" width="200"> <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="96"> <p class="MsoNormal"> 0-0.5,1,2,3,5t </p> </td> <td style="border:solid black 1.0pt;background:#D3DDEC;" width="215"> <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="189"> <p class="MsoNormal"> <b><span style="font-family:"">不锈?/span><span>or</span></b><b><span style="font-family:"">合金?/span></b> <b><span>Stainless Steel or Alloy Steel</span></b><span></span> </p> </td> </tr> <tr> <td style="border:solid black 1.0pt;background:#D1DEF1;" width="200"> <p class="MsoNormal"> <b><span>Alloy</span></b><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="96"> <p class="MsoNormal"> <span>2.0</span><span style="font-family:"">±</span><span>10%mV/V </span> </p> </td> <td style="border:solid black 1.0pt;background:#D3DDEC;" width="215"> <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="189"> <p class="MsoNormal"> <span>700 ± 3Ω </span> </p> </td> </tr> <tr> <td style="border:solid black 1.0pt;background:#D1DEF1;" width="200"> <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="96"> <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="215"> <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="189"> <p class="MsoNormal"> <span>?000MΩ/100VDC </span> </p> </td> </tr> <tr> <td style="border:solid black 1.0pt;background:#D1DEF1;" width="200"> <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="96"> <p class="MsoNormal"> <span>0.1%F.S. </span> </p> </td> <td style="border:solid black 1.0pt;background:#D3DDEC;" width="215"> <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="189"> <p class="MsoNormal"> <span>5-10V</span> </p> </td> </tr> <tr> <td style="border:solid black 1.0pt;background:#D1DEF1;" width="200"> <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="96"> <p class="MsoNormal"> <span>0.1%F.S. </span> </p> </td> <td style="border:solid black 1.0pt;background:#D3DDEC;" width="215"> <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="189"> <p class="MsoNormal"> <span>15V </span> </p> </td> </tr> <tr> <td style="border:solid black 1.0pt;background:#D1DEF1;" width="200"> <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="96"> <p class="MsoNormal"> <span>0.1%F.S. </span> </p> </td> <td style="border:solid black 1.0pt;background:#D3DDEC;" width="215"> <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="189"> <p class="MsoNormal"> <span>-10~60?</span> </p> </td> </tr> <tr> <td style="border:solid black 1.0pt;background:#D1DEF1;" width="200"> <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="96"> <p class="MsoNormal"> <span>0.05%F.S. </span> </p> </td> <td style="border:solid black 1.0pt;background:#D3DDEC;" width="215"> <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="189"> <p class="MsoNormal"> <span>-20~80?</span> </p> </td> </tr> <tr> <td style="border:solid black 1.0pt;background:#D1DEF1;" width="200"> <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="96"> <p class="MsoNormal"> <span>0.05%F.S./10?</span> </p> </td> <td style="border:solid black 1.0pt;background:#D3DDEC;" width="215"> <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="189"> <p class="MsoNormal"> <span>150% </span> </p> </td> </tr> <tr> <td style="border:solid black 1.0pt;background:#D1DEF1;" width="200"> <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="96"> <p class="MsoNormal"> <span>0.05%F.S./10?</span> </p> </td> <td style="border:solid black 1.0pt;background:#D3DDEC;" width="215"> <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="189"> <p class="MsoNormal"> <span>200% </span> </p> </td> </tr> <tr> <td style="border:solid black 1.0pt;background:#D1DEF1;" width="200"> <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="96"> <p class="MsoNormal"> <span>750±10Ω </span> </p> </td> <td style="border:solid black 1.0pt;background:#D3DDEC;" width="215"> <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="189"> <p class="MsoNormal"> <span> φ4x 3m</span> </p> </td> </tr> <tr> <td style="border:solid black 1.0pt;background:#D1DEF1;" width="200"> <p class="MsoNormal"> <b>TEDS  可?/b> </p> </td> <td colspan="3" style="border:solid black 1.0pt;background:#E7E7E7;" width="500"> <p class="MsoNormal"> <br /> </p> </td> </tr> </tbody> </table> </span> </p> <p style="margin-left:0in;text-align:left;"> <br /> <span style="font-family:Calibri;color:black;"></span> </p> <p style="margin-left:0in;text-align:left;"> <br /> <span style="font-family:Calibri;color:black;"></span> </p> <p style="margin-left:0in;text-align:left;"> <br /> <span style="font-family:Calibri;color:black;"> </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 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