?!DOCTYPE html PUBLIC "-//W3C//DTD XHTML 1.0 Transitional//EN" "http://www.w3.org/TR/xhtml1/DTD/xhtml1-transitional.dtd"> (深圳)微型压式传感器LFC-20 - 深圳市力准传感技术有限公?/title> <meta name="Keywords" content="微型压式传感器LFC-20"> <meta name="Description" content="为你详细介绍微型压式传感器LFC-20(远销江苏,山东,浙江)产品内容,包括微型压式传感器LFC-20的用途、型号、范围、图片等,在这里你可以得知所有微型压式传感器LFC-20新闻以及最新的市场微型压式传感器LFC-20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/196.html">微型压式传感器LFC-20</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/24336/201804231512010242433636390.jpg?path=www.soupherbe.com/uploads/cp/201804231512010242433636390.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-20</h1></span></td> </tr> <tr> <th>产品型号?/th> <td>LFC-20</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><br /> </strong></span> </p> <p> <span style="font-size:24px;color:#337FE5;"><strong><a href="/supply/196.html" target="_blank">微型压式传感器LFC-20</a></strong></span> </p> <p> <span style="font-size:24px;color:#337FE5;"><strong><img src="http://cmsimgshow.zhuchao.cc/24336/201804231511552272433681349.jpg" alt="" /><br /> </strong></span> </p> <p> <br /> </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> <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;"> <br /> <span style="font-size:16px;font-family:幼圆;color:black;"><strong></strong></span> </p> <p style="margin-left:0in;text-align:left;"> <span style="font-family:Calibri;color:black;font-size:18px;"><strong>Force measurement in small space installation,such as feeling tester for keyboard switch,compression force </strong></span><span style="font-family:Calibri;color:black;font-size:18px;"><strong>measurement for hot and cold lamination machine,and grasping force measurement for robotic hands</strong></span> </p> <p style="margin-left:0in;text-align:left;"> <br /> </p> <p style="margin-left:0in;text-align:left;"> <br /> </p> <p style="margin-left:0in;text-align:left;"> <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> </p> <p style="margin-left:0in;text-align:left;"> <br /> </p> <p style="margin-left:0in;text-align:left;"> <br /> </p> <p style="margin-left:0in;text-align:left;"> <br /> </p> <p style="margin-left:0in;text-align:left;"> <img src="data:image/png;base64,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" alt="" /> </p> <p style="margin-left:0in;text-align:left;"> <table class="MsoNormalTable ke-zeroborder" style="width:464.7pt;border-collapse:collapse;" border="0" cellpadding="0" cellspacing="0" width="620"> <tbody> <tr> <td style="border:solid black 1.0pt;" width="104"> <p class="MsoNormal" style="text-align:center;"> <span>Modle </span> </p> </td> <td style="border:solid black 1.0pt;" width="66"> <p class="MsoNormal" style="text-align:center;"> <span style="font-family:"">量程</span><span></span> </p> </td> <td style="border:solid black 1.0pt;" width="28"> <p class="MsoNormal" style="text-align:center;"> <span>B</span> </p> </td> <td style="border:solid black 1.0pt;" width="28"> <p class="MsoNormal" style="text-align:center;"> <span>C</span> </p> </td> <td style="border:solid black 1.0pt;" width="28"> <p class="MsoNormal" style="text-align:center;"> <span>D</span> </p> </td> <td style="border:solid black 1.0pt;" width="91"> <p class="MsoNormal" style="text-align:center;"> <span>E</span> </p> </td> <td style="border:solid black 1.0pt;" width="31"> <p class="MsoNormal" style="text-align:center;"> <span>F</span> </p> </td> <td style="border:solid black 1.0pt;" width="31"> <p class="MsoNormal" style="text-align:center;"> <span>G</span> </p> </td> <td style="border:solid black 1.0pt;" width="33"> <p class="MsoNormal" style="text-align:center;"> <span>H</span> </p> </td> <td style="border:solid black 1.0pt;" width="24"> <p class="MsoNormal" style="text-align:center;"> <span>I</span> </p> </td> <td style="border:solid black 1.0pt;" width="27"> <p class="MsoNormal" style="text-align:center;"> <span>J</span> </p> </td> <td style="border:solid black 1.0pt;" width="27"> <p class="MsoNormal" style="text-align:center;"> <span>K</span> </p> </td> <td style="border:solid black 1.0pt;" width="35"> <p class="MsoNormal" style="text-align:center;"> <span>SR</span> </p> </td> <td style="border:solid black 1.0pt;" width="67"> <p class="MsoNormal" style="text-align:center;"> <span>Weight</span> </p> </td> </tr> <tr> <td rowspan="2" style="border:solid black 1.0pt;" width="104"> <p class="MsoNormal" style="text-align:center;"> <span>LFC-20-4M-H11</span> </p> </td> <td style="border:solid black 1.0pt;" width="66"> <p class="MsoNormal" style="text-align:center;"> <span>5-500KG</span> </p> </td> <td style="border:solid black 1.0pt;" width="28"> <p class="MsoNormal" style="text-align:center;"> <span>11</span> </p> </td> <td style="border:solid black 1.0pt;" width="28"> <p class="MsoNormal" style="text-align:center;"> <span>8.5</span> </p> </td> <td style="border:solid black 1.0pt;" width="28"> <p class="MsoNormal" style="text-align:center;"> <span>5</span> </p> </td> <td style="border:solid black 1.0pt;" width="91"> <p class="MsoNormal" style="text-align:center;"> <span style="font-size:10px;">4-M2.5Deep5</span> </p> </td> <td style="border:solid black 1.0pt;" width="31"> <p class="MsoNormal" style="text-align:center;"> <span>16.5</span> </p> </td> <td style="border:solid black 1.0pt;" width="31"> <p class="MsoNormal" style="text-align:center;"> <span>3.2</span> </p> </td> <td style="border:solid black 1.0pt;" width="33"> <p class="MsoNormal" style="text-align:center;"> <span>7.5</span> </p> </td> <td style="border:solid black 1.0pt;" width="24"> <p class="MsoNormal" style="text-align:center;"> <span>5</span> </p> </td> <td style="border:solid black 1.0pt;" width="27"> <p class="MsoNormal" style="text-align:center;"> <span>2</span> </p> </td> <td style="border:solid black 1.0pt;" width="27"> <p class="MsoNormal" style="text-align:center;"> <span>5.7</span> </p> </td> <td style="border:solid black 1.0pt;" width="35"> <p class="MsoNormal" style="text-align:center;"> <span>20</span> </p> </td> <td style="text-align:center;border:1pt solid black;" width="67"> <br /> </td> </tr> <tr> <td style="border:solid black 1.0pt;" width="66"> <p class="MsoNormal" style="text-align:center;"> <span>1-2T</span> </p> </td> <td style="border:solid black 1.0pt;" width="28"> <p class="MsoNormal" style="text-align:center;"> <span>11</span> </p> </td> <td style="border:solid black 1.0pt;" width="28"> <p class="MsoNormal" style="text-align:center;"> <span>8.5</span> </p> </td> <td style="border:solid black 1.0pt;" width="28"> <p class="MsoNormal" style="text-align:center;"> <span>6</span> </p> </td> <td style="border:solid black 1.0pt;" width="91"> <p class="MsoNormal" style="text-align:center;"> <span style="font-size:10px;"> 4-M2.5Deep5</span> </p> </td> <td style="border:solid black 1.0pt;" width="31"> <p class="MsoNormal" style="text-align:center;"> <span>16.5</span> </p> </td> <td style="border:solid black 1.0pt;" width="31"> <p class="MsoNormal" style="text-align:center;"> <span>3</span> </p> </td> <td style="border:solid black 1.0pt;" width="33"> <p class="MsoNormal" style="text-align:center;"> <span>7.5</span> </p> </td> <td style="border:solid black 1.0pt;" width="24"> <p class="MsoNormal" style="text-align:center;"> <span>5</span> </p> </td> <td style="border:solid black 1.0pt;" width="27"> <p class="MsoNormal" style="text-align:center;"> <span>2</span> </p> </td> <td style="border:solid black 1.0pt;" width="27"> <p class="MsoNormal" style="text-align:center;"> <span>5.7</span> </p> </td> <td style="border:solid black 1.0pt;" width="35"> <p class="MsoNormal" style="text-align:center;"> <span>20</span> </p> </td> <td style="text-align:center;border:1pt solid black;" width="67"> <br /> </td> </tr> <tr> <td style="border:solid black 1.0pt;" width="104"> <p class="MsoNormal" style="text-align:center;"> <span style="font-size:10px;">LFC-20-4M-H5</span> </p> </td> <td style="border:solid black 1.0pt;" width="66"> <p class="MsoNormal" style="text-align:center;"> <span style="font-size:10px;">5-100KG</span> </p> </td> <td style="border:solid black 1.0pt;" width="28"> <p class="MsoNormal" style="text-align:center;"> <span>5</span> </p> </td> <td style="border:solid black 1.0pt;" width="28"> <p class="MsoNormal" style="text-align:center;"> <span>4.5</span> </p> </td> <td style="border:solid black 1.0pt;" width="28"> <p class="MsoNormal" style="text-align:center;"> <span>2.5</span> </p> </td> <td style="border:solid black 1.0pt;" width="91"> <p class="MsoNormal" style="text-align:center;"> <span>4-M2.5</span> </p> </td> <td style="border:solid black 1.0pt;" width="31"> <p class="MsoNormal" style="text-align:center;"> <span>16.5</span> </p> </td> <td style="border:solid black 1.0pt;" width="31"> <p class="MsoNormal" style="text-align:center;"> <span>1.7</span> </p> </td> <td style="border:solid black 1.0pt;" width="33"> <p class="MsoNormal" style="text-align:center;"> <span>0</span> </p> </td> <td style="border:solid black 1.0pt;" width="24"> <p class="MsoNormal" style="text-align:center;"> <span>0</span> </p> </td> <td style="border:solid black 1.0pt;" width="27"> <p class="MsoNormal" style="text-align:center;"> <span>2</span> </p> </td> <td style="border:solid black 1.0pt;" width="27"> <p class="MsoNormal" style="text-align:center;"> <span>0</span> </p> </td> <td style="border:solid black 1.0pt;" width="35"> <p class="MsoNormal" style="text-align:center;"> <span>10</span> </p> </td> <td style="text-align:center;border:1pt solid black;" width="67"> <br /> </td> </tr> </tbody> </table> </p> <p style="margin-left:0in;text-align:left;"> <br /> </p> <p style="margin-left:0in;text-align:left;"> <strong><span style="font-size:16px;"><strong><span style="color:#337FE5;font-size:24px;"><br /> </span></strong></span></strong> </p> <p style="margin-left:0in;text-align:left;"> <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 style="margin-left:0in;text-align:left;"> <br /> <strong><span style="font-size:16px;"><strong><span style="color:#337FE5;font-size:24px;"></span></strong></span></strong> </p> <p style="margin-left:0in;text-align:left;"> <strong><span style="font-size:16px;"><strong><br /> <span style="color:#337FE5;font-size:24px;"> <table class="MsoNormalTable ke-zeroborder" style="width:518.0pt;border-collapse:collapse;" border="0" cellpadding="0" cellspacing="0" width="691"> <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>5~2000kg </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="141"> <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="141"> <p class="MsoNormal"> <span>350(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="141"> <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="141"> <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="141"> <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="141"> <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="141"> <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="141"> <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="141"> <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(700)±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="141"> <p class="MsoNormal"> <span>φ(2-3) 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="481"> <p class="MsoNormal"> <br /> </p> </td> </tr> </tbody> </table> </span></strong></span></strong> </p> <p style="margin-left:0in;text-align:left;"> <br /> <strong><span style="font-size:16px;"><strong><span style="color:#337FE5;font-size:24px;"></span></strong></span></strong> </p> <p style="margin-left:0in;text-align:left;"> <br /> <strong><span style="font-size:16px;"><strong><span style="color:#337FE5;font-size:24px;"></span></strong></span></strong> </p> <p style="margin-left:0in;text-align:left;"> <strong><span style="font-size:16px;"><strong><span style="color:#337FE5;font-size:24px;"> </span></strong></span></strong> </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="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> <br /> <p> <br /> </p></p> </div> <div class="proArtiNum mt10"> <p>上一条:<a href="/supply/223.html">微型拉压式传感器LFT-F05</a></p> <p>下一条:<a href="/supply/136.html">三轴力传感器LF-303M</a></p> </div> <div class="tag">相关标签?a href='/key.aspx?k=%ce%a2%d0%cd%d1%b9%ca%bd%b4%ab%b8%d0%c6%f7'>微型压式传感?/a>,<a href='/key.aspx?k=%ce%a2%d0%cd%d1%b9%ca%bd%b4%ab%b8%d0%c6%f7%b3%a7%bc%d2%bc%db%b8%f1'>微型压式传感器厂家价?/a>,<a 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