?!DOCTYPE html PUBLIC "-//W3C//DTD XHTML 1.0 Transitional//EN" "http://www.w3.org/TR/xhtml1/DTD/xhtml1-transitional.dtd"> S型传感器LFS-3A(东莞) - 深圳市力准传感技术有限公?/title> <meta name="Keywords" content="S型传感器LFS-3A"> <meta name="Description" content="为你详细介绍S型传感器LFS-3A(远销江苏,山东,浙江)产品内容,包括S型传感器LFS-3A的用途、型号、范围、图片等,在这里你可以得知所有S型传感器LFS-3A新闻以及最新的市场S型传感器LFS-3A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;"><var id="nzxxx"></var><delect id="nzxxx"><var id="nzxxx"><mark id="nzxxx"><menuitem id="nzxxx"></menuitem></mark></var></delect><var id="nzxxx"><mark id="nzxxx"><b 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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/24336/201804231551598522433611514.jpg?path=www.heycheff.com/uploads/cp/201804231551598522433611514.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>S型传感器LFS-3A</h1></span></td> </tr> <tr> <th>产品型号?/th> <td>LFS-3A</td> </tr> <tr> <th style=" vertical-align:top;">产品简介:</th> <td><p>用于大力值试验机、料斗秤、吊钩秤、插拔力测试仪等拉压力测试仪器以及自动化设备领域和测试领?/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/75.html" target="_blank">S型传感器LFS-3A</a></strong></span> </p> <p> <span style="font-size:24px;color:#337FE5;"><strong><br /> </strong></span> </p> <p> <img src="http://cmsimgshow.zhuchao.cc/24336/201804231552115862433689037.jpg" 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>主要用于:大力值试验机、料斗秤、吊钩秤、插拔力测试仪等拉压力测试仪器以及自动化设备领域和测试领?/strong></span><span style="font-size:10.0pt;font-family:幼圆;color:black;"> </span> </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>Mainly applied in tension and compression testing instruments and automatic equipments fields, such as </strong></span><span style="font-size:16px;font-family:幼圆;color:black;"><strong>small range of force </strong></span><span style="font-size:16px;font-family:幼圆;color:black;"><strong>testing instruments, hopper scales, lifting hook scales, insertion force test instruments</strong></span><span style="font-size:16px;font-family:幼圆;color:black;"><strong>,</strong></span><span style="font-size:16px;font-family:幼圆;color:black;"><strong>and etc.</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-size:18px;font-family:幼圆;color:black;"><strong><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></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-size:16px;font-family:幼圆;color:black;"><strong><img 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" alt="" /></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-size:16px;font-family:幼圆;color:black;"><strong> <table class="MsoNormalTable ke-zeroborder" style="border-collapse:collapse;" border="0" cellpadding="0" cellspacing="0" height="204" width="520"> <tbody> <tr> <td style="border:solid black 1.0pt;" width="94"> <p class="MsoNormal" style="text-align:center;" align="center"> <span>量程</span> </p> </td> <td style="border:solid black 1.0pt;" width="40"> <p class="MsoNormal" style="text-align:center;" align="center"> <span>A</span> </p> </td> <td style="border:solid black 1.0pt;" width="38"> <p class="MsoNormal" style="text-align:center;" align="center"> <span>B</span> </p> </td> <td style="border:solid black 1.0pt;" width="38"> <p class="MsoNormal" style="text-align:center;" align="center"> <span>C</span> </p> </td> <td style="border:solid black 1.0pt;" width="47"> <p class="MsoNormal" style="text-align:center;" align="center"> <span>D</span> </p> </td> <td style="border:solid black 1.0pt;" width="76"> <p class="MsoNormal" style="text-align:center;" align="center"> <span>M</span> </p> </td> <td style="border:solid black 1.0pt;" width="57"> <p class="MsoNormal" style="text-align:center;" align="center"> <span>Weight</span> </p> </td> </tr> <tr> <td style="border:solid black 1.0pt;" width="94"> <p class="MsoNormal" style="text-align:center;" align="center"> <span>100 ~ 700kg</span> </p> </td> <td style="border:solid black 1.0pt;" width="40"> <p class="MsoNormal" style="text-align:center;" align="center"> <span>88</span> </p> </td> <td style="border:solid black 1.0pt;" width="38"> <p class="MsoNormal" style="text-align:center;" align="center"> <span>58</span> </p> </td> <td style="border:solid black 1.0pt;" width="38"> <p class="MsoNormal" style="text-align:center;" align="center"> <span>44</span> </p> </td> <td style="border:solid black 1.0pt;" width="47"> <p class="MsoNormal" style="text-align:center;" align="center"> <span>26</span> </p> </td> <td style="border:solid black 1.0pt;" width="76"> <p class="MsoNormal" style="text-align:center;" align="center"> <span>M16X1.5</span> </p> </td> <td style="border:solid black 1.0pt;" width="57"> <br /> </td> </tr> <tr> <td style="border:solid black 1.0pt;" width="94"> <p class="MsoNormal" style="text-align:center;" align="center"> <span>1000kg</span> </p> </td> <td style="border:solid black 1.0pt;" width="40"> <p class="MsoNormal" style="text-align:center;" align="center"> <span>93</span> </p> </td> <td style="border:solid black 1.0pt;" width="38"> <p class="MsoNormal" style="text-align:center;" align="center"> <span>59</span> </p> </td> <td style="border:solid black 1.0pt;" width="38"> <p class="MsoNormal" style="text-align:center;" align="center"> <span>52</span> </p> </td> <td style="border:solid black 1.0pt;" width="47"> <p class="MsoNormal" style="text-align:center;" align="center"> <span>42</span> </p> </td> <td style="border:solid black 1.0pt;" width="76"> <p class="MsoNormal" style="text-align:center;" align="center"> <span>M16X1.5</span> </p> </td> <td style="border:solid black 1.0pt;" width="57"> <br /> </td> </tr> <tr> <td style="border:solid black 1.0pt;" width="94"> <p class="MsoNormal" style="text-align:center;" align="center"> <span>1500~3000kg</span> </p> </td> <td style="border:solid black 1.0pt;" width="40"> <p class="MsoNormal" style="text-align:center;" align="center"> <span>112</span> </p> </td> <td style="border:solid black 1.0pt;" width="38"> <p class="MsoNormal" style="text-align:center;" align="center"> <span>68</span> </p> </td> <td style="border:solid black 1.0pt;" width="38"> <p class="MsoNormal" style="text-align:center;" align="center"> <span>63</span> </p> </td> <td style="border:solid black 1.0pt;" width="47"> <p class="MsoNormal" style="text-align:center;" align="center"> <span>44</span> </p> </td> <td style="border:solid black 1.0pt;" width="76"> <p class="MsoNormal" style="text-align:center;" align="center"> <span>M24</span> </p> </td> <td style="border:solid black 1.0pt;" width="57"> <br /> </td> </tr> <tr> <td style="border:solid black 1.0pt;" width="94"> <p class="MsoNormal" style="text-align:center;" align="center"> <span>5t</span> </p> </td> <td style="border:solid black 1.0pt;" width="40"> <p class="MsoNormal" style="text-align:center;" align="center"> <span>130</span> </p> </td> <td style="border:solid black 1.0pt;" width="38"> <p class="MsoNormal" style="text-align:center;" align="center"> <span>82</span> </p> </td> <td style="border:solid black 1.0pt;" width="38"> <p class="MsoNormal" style="text-align:center;" align="center"> <span>68</span> </p> </td> <td style="border:solid black 1.0pt;" width="47"> <p class="MsoNormal" style="text-align:center;" align="center"> <span>50</span> </p> </td> <td style="border:solid black 1.0pt;" width="76"> <p class="MsoNormal" style="text-align:center;" align="center"> <span>M24</span> </p> </td> <td style="border:solid black 1.0pt;" width="57"> <br /> </td> </tr> <tr> <td style="border:solid black 1.0pt;" width="94"> <p class="MsoNormal" style="text-align:center;" align="center"> <span>7~15t</span> </p> </td> <td style="border:solid black 1.0pt;" width="40"> <p class="MsoNormal" style="text-align:center;" align="center"> <span>138</span> </p> </td> <td style="border:solid black 1.0pt;" width="38"> <p class="MsoNormal" style="text-align:center;" align="center"> <span>94</span> </p> </td> <td style="border:solid black 1.0pt;" width="38"> <p class="MsoNormal" style="text-align:center;" align="center"> <span>76</span> </p> </td> <td style="border:solid black 1.0pt;" width="47"> <p class="MsoNormal" style="text-align:center;" align="center"> <span>56</span> </p> </td> <td style="border:solid black 1.0pt;" width="76"> <p class="MsoNormal" style="text-align:center;" align="center"> <span>M30</span> </p> </td> <td style="border:solid black 1.0pt;" width="57"> <br /> </td> </tr> <tr> <td style="border:solid black 1.0pt;" width="94"> <p class="MsoNormal" style="text-align:center;" align="center"> <span>20t</span> </p> </td> <td style="border:solid black 1.0pt;" width="40"> <p class="MsoNormal" style="text-align:center;" align="center"> <span>156</span> </p> </td> <td style="border:solid black 1.0pt;" width="38"> <p class="MsoNormal" style="text-align:center;" align="center"> <span>108</span> </p> </td> <td style="border:solid black 1.0pt;" width="38"> <p class="MsoNormal" style="text-align:center;" align="center"> <span>88</span> </p> </td> <td style="border:solid black 1.0pt;" width="47"> <p class="MsoNormal" style="text-align:center;" align="center"> <span>76</span> </p> </td> <td style="border:solid black 1.0pt;" width="76"> <p class="MsoNormal" style="text-align:center;" align="center"> <span>M36</span> </p> </td> <td style="border:solid black 1.0pt;" width="57"> <br /> </td> </tr> </tbody> </table> <br /> </strong></span><span style="font-size:10.0pt;font-family:幼圆;color:black;"> </span> </p> <p> <br /> </p> <p> <br /> </p> <p> <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> <br /> </p> <p> <table class="MsoNormalTable ke-zeroborder" style="width:529.0pt;border-collapse:collapse;" border="0" cellpadding="0" cellspacing="0" width="705"> <tbody> <tr> <td style="border:solid black 1.0pt;background:#D1DEF1;" width="201"> <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="103"> <p class="MsoNormal"> <span>100kg-20t</span> </p> </td> <td style="border:solid black 1.0pt;background:#D3DDEC;" width="216"> <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="185"> <p class="MsoNormal"> <b><span style="font-family:"">合金?/span><span>/</span></b><b><span style="font-family:"">不锈?/span><span>Alloy steel/Stainless Steel</span></b><span></span> </p> </td> </tr> <tr> <td style="border:solid black 1.0pt;background:#D1DEF1;" width="201"> <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="103"> <p class="MsoNormal"> <span>2.0/3.0</span><span style="font-family:"">±</span><span>10%mV/V </span> </p> </td> <td style="border:solid black 1.0pt;background:#D3DDEC;" width="216"> <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="185"> <p class="MsoNormal"> <span>350± 3Ω </span> </p> </td> </tr> <tr> <td style="border:solid black 1.0pt;background:#D1DEF1;" width="201"> <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="103"> <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="216"> <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="185"> <p class="MsoNormal"> <span>?000MΩ/100VDC </span> </p> </td> </tr> <tr> <td style="border:solid black 1.0pt;background:#D1DEF1;" width="201"> <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="103"> <p class="MsoNormal"> <span>0.05%F.S. </span> </p> </td> <td style="border:solid black 1.0pt;background:#D3DDEC;" width="216"> <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="185"> <p class="MsoNormal"> <span>5-10V</span> </p> </td> </tr> <tr> <td style="border:solid black 1.0pt;background:#D1DEF1;" width="201"> <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="103"> <p class="MsoNormal"> <span>0.05%F.S. </span> </p> </td> <td style="border:solid black 1.0pt;background:#D3DDEC;" width="216"> <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="185"> <p class="MsoNormal"> <span>15V </span> </p> </td> </tr> <tr> <td style="border:solid black 1.0pt;background:#D1DEF1;" width="201"> <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="103"> <p class="MsoNormal"> <span>0.05%F.S. </span> </p> </td> <td style="border:solid black 1.0pt;background:#D3DDEC;" width="216"> <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="185"> <p class="MsoNormal"> <span>-10~60?</span> </p> </td> </tr> <tr> <td style="border:solid black 1.0pt;background:#D1DEF1;" width="201"> <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="103"> <p class="MsoNormal"> <span>0.05%F.S. </span> </p> </td> <td style="border:solid black 1.0pt;background:#D3DDEC;" width="216"> <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="185"> <p class="MsoNormal"> <span>-20~80?</span> </p> </td> </tr> <tr> <td style="border:solid black 1.0pt;background:#D1DEF1;" width="201"> <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="103"> <p class="MsoNormal"> <span>0.03%F.S./10?</span> </p> </td> <td style="border:solid black 1.0pt;background:#D3DDEC;" width="216"> <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="185"> <p class="MsoNormal"> <span>150% </span> </p> </td> </tr> <tr> <td style="border:solid black 1.0pt;background:#D1DEF1;" width="201"> <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="103"> <p class="MsoNormal"> <span>0.03%F.S./10?</span> </p> </td> <td style="border:solid black 1.0pt;background:#D3DDEC;" width="216"> <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="185"> <p class="MsoNormal"> <span>200% </span> </p> </td> </tr> <tr> <td style="border:solid black 1.0pt;background:#D1DEF1;" width="201"> <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="103"> <p class="MsoNormal"> <span>385±5Ω </span> </p> </td> <td style="border:solid black 1.0pt;background:#D3DDEC;" width="216"> <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="185"> <p class="MsoNormal"> <span> φ5x 5m</span> </p> </td> </tr> <tr> <td style="border:solid black 1.0pt;background:#D1DEF1;" width="201"> <p class="MsoNormal"> <b><span style="font-family:"">电缆线连接方?/span><span>Wire Connection</span></b><span></span> </p> </td> <td colspan="3" style="border:solid black 1.0pt;background:#E7E7E7;" width="504"> <p class="MsoNormal"> <span>Ex + : </span><span style="font-family:"">?/span><span> Red;<span>   </span>Ex - : </span><span style="font-family:"">?/span><span> Black; Sig + : </span><span style="font-family:"">?/span><span> Green; Sig - : </span><span style="font-family:"">?/span><span> White (</span><span style="font-family:"">拉为正,压为负)</span><span></span> </p> </td> </tr> </tbody> </table> </p> <p> <br /> </p> <p> <br /> </p> <p> <br /> </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> <p> <br /> </p> <p> <br /> </p> <p> <br /> </p> <p> <br /> </p> <p> <br /> </p></p> </div> <div class="proArtiNum mt10"> <p>上一条:<a 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