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" alt="" /></strong></span>
</p>
<p style="margin-left:0in;text-align:left;">
<br />
<span style="font-size:16px;font-family:瀹嬩綋;color:black;"><strong></strong></span>
</p>
<p style="margin-left:0in;text-align:left;">
<span style="font-size:16px;font-family:瀹嬩綋;color:black;"><strong><br />
</strong></span>
</p>
<table class="MsoNormalTable ke-zeroborder" style="width:319.7pt;border-collapse:collapse;" border="0" cellpadding="0" cellspacing="0" width="426">
<tbody>
<tr>
<td style="border:solid black 1.0pt;" width="114">
<p class="MsoNormal" style="text-align:center;" align="center">
<span>RANGE</span>
</p>
</td>
<td style="border:solid black 1.0pt;" width="38">
<p class="MsoNormal" style="text-align:center;" align="center">
<span>A</span>
</p>
</td>
<td style="border:solid black 1.0pt;" width="36">
<p class="MsoNormal" style="text-align:center;" align="center">
<span>B</span>
</p>
</td>
<td style="border:solid black 1.0pt;" width="30">
<p class="MsoNormal" style="text-align:center;" align="center">
<span>C</span>
</p>
</td>
<td style="border:solid black 1.0pt;" width="38">
<p class="MsoNormal" style="text-align:center;" align="center">
<span>D</span>
</p>
</td>
<td style="border:solid black 1.0pt;" width="28">
<p class="MsoNormal" style="text-align:center;" align="center">
<span>E</span>
</p>
</td>
<td style="border:solid black 1.0pt;" width="38">
<p class="MsoNormal" style="text-align:center;" align="center">
<span>F</span>
</p>
</td>
<td style="border:solid black 1.0pt;" width="38">
<p class="MsoNormal" style="text-align:center;" align="center">
<span>G</span>
</p>
</td>
<td style="border:solid black 1.0pt;" width="66">
<p class="MsoNormal" style="text-align:center;" align="center">
<span>Weight</span>
</p>
</td>
</tr>
<tr>
<td style="border:solid black 1.0pt;" width="114">
<p class="MsoNormal" style="text-align:center;" align="center">
<span>0.3/0.5/1/2T</span>
</p>
</td>
<td style="border:solid black 1.0pt;" width="38">
<p class="MsoNormal" style="text-align:center;" align="center">
<span>34</span>
</p>
</td>
<td style="border:solid black 1.0pt;" width="36">
<p class="MsoNormal" style="text-align:center;" align="center">
<span>24</span>
</p>
</td>
<td style="border:solid black 1.0pt;" width="30">
<p class="MsoNormal" style="text-align:center;" align="center">
<span>16</span>
</p>
</td>
<td style="border:solid black 1.0pt;" width="38">
<p class="MsoNormal" style="text-align:center;" align="center">
<span>15</span>
</p>
</td>
<td style="border:solid black 1.0pt;" width="28">
<p class="MsoNormal" style="text-align:center;" align="center">
<span>14</span>
</p>
</td>
<td style="border:solid black 1.0pt;" width="38">
<p class="MsoNormal" style="text-align:center;" align="center">
<span>24</span>
</p>
</td>
<td style="border:solid black 1.0pt;" width="38">
<p class="MsoNormal" style="text-align:center;" align="center">
<span>11.5</span>
</p>
</td>
<td style="border:solid black 1.0pt;" width="66">
<br />
</td>
</tr>
<tr>
<td style="border:solid black 1.0pt;" width="114">
<p class="MsoNormal" style="text-align:center;" align="center">
<span>2.5/3/3.5/4T</span>
</p>
</td>
<td style="border:solid black 1.0pt;" width="38">
<p class="MsoNormal" style="text-align:center;" align="center">
<span>50</span>
</p>
</td>
<td style="border:solid black 1.0pt;" width="36">
<p class="MsoNormal" style="text-align:center;" align="center">
<span>32</span>
</p>
</td>
<td style="border:solid black 1.0pt;" width="30">
<p class="MsoNormal" style="text-align:center;" align="center">
<span>20.5</span>
</p>
</td>
<td style="border:solid black 1.0pt;" width="38">
<p class="MsoNormal" style="text-align:center;" align="center">
<span>20</span>
</p>
</td>
<td style="border:solid black 1.0pt;" width="28">
<p class="MsoNormal" style="text-align:center;" align="center">
<span>19</span>
</p>
</td>
<td style="border:solid black 1.0pt;" width="38">
<p class="MsoNormal" style="text-align:center;" align="center">
<span>24</span>
</p>
</td>
<td style="border:solid black 1.0pt;" width="38">
<p class="MsoNormal" style="text-align:center;" align="center">
<span>11。5</span>
</p>
</td>
<td style="border:solid black 1.0pt;" width="66">
<br />
</td>
</tr>
<tr>
<td style="border:solid black 1.0pt;" width="114">
<p class="MsoNormal" style="text-align:center;" align="center">
<span>5/10/15/20T</span>
</p>
</td>
<td style="border:solid black 1.0pt;" width="38">
<p class="MsoNormal" style="text-align:center;" align="center">
<span>69</span>
</p>
</td>
<td style="border:solid black 1.0pt;" width="36">
<p class="MsoNormal" style="text-align:center;" align="center">
<span>54</span>
</p>
</td>
<td style="border:solid black 1.0pt;" width="30">
<p class="MsoNormal" style="text-align:center;" align="center">
<span>32</span>
</p>
</td>
<td style="border:solid black 1.0pt;" width="38">
<p class="MsoNormal" style="text-align:center;" align="center">
<span>50</span>
</p>
</td>
<td style="border:solid black 1.0pt;" width="28">
<p class="MsoNormal" style="text-align:center;" align="center">
<span>49</span>
</p>
</td>
<td style="border:solid black 1.0pt;" width="38">
<p class="MsoNormal" style="text-align:center;" align="center">
<span>50</span>
</p>
</td>
<td style="border:solid black 1.0pt;" width="38">
<p class="MsoNormal" style="text-align:center;" align="center">
<span>30</span>
</p>
</td>
<td style="border:solid black 1.0pt;" width="66">
<br />
</td>
</tr>
<tr>
<td style="border:solid black 1.0pt;" width="114">
<p class="MsoNormal" style="text-align:center;" align="center">
<span>10/20/30/45T</span>
</p>
</td>
<td style="border:solid black 1.0pt;" width="38">
<p class="MsoNormal" style="text-align:center;" align="center">
<span>95</span>
</p>
</td>
<td style="border:solid black 1.0pt;" width="36">
<p class="MsoNormal" style="text-align:center;" align="center">
<span>78</span>
</p>
</td>
<td style="border:solid black 1.0pt;" width="30">
<p class="MsoNormal" style="text-align:center;" align="center">
<span>50</span>
</p>
</td>
<td style="border:solid black 1.0pt;" width="38">
<p class="MsoNormal" style="text-align:center;" align="center">
<span>50</span>
</p>
</td>
<td style="border:solid black 1.0pt;" width="28">
<p class="MsoNormal" style="text-align:center;" align="center">
<span>49</span>
</p>
</td>
<td style="border:solid black 1.0pt;" width="38">
<p class="MsoNormal" style="text-align:center;" align="center">
<span>50</span>
</p>
</td>
<td style="border:solid black 1.0pt;" width="38">
<p class="MsoNormal" style="text-align:center;" align="center">
<span>30</span>
</p>
</td>
<td style="border:solid black 1.0pt;" width="66">
<br />
</td>
</tr>
</tbody>
</table>
<p>
<br />
</p>
<p>
<strong><span style="font-size:16px;"><strong><span style="color:#337FE5;font-size:24px;"><br />
</span></strong></span></strong>
</p>
<p>
<strong><span style="font-size:16px;"><strong><span style="color:#337FE5;font-size:24px;"><br />
</span></strong></span></strong>
</p>
<p>
<strong><span style="font-size:16px;"><strong><span style="color:#337FE5;font-size:24px;">浜у搧涓昏鐨勬妧鏈弬鏁帮細</span></strong></span></strong>
</p>
<p>
<br />
<strong><span style="font-size:16px;"><strong><span style="color:#337FE5;font-size:24px;"></span></strong></span></strong>
</p>
<p>
<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:"">閲忕▼</span><span> Capacity</span></b><span></span>
</p>
</td>
<td style="border:solid black 1.0pt;background:#E7E7E7;" width="101">
<p class="MsoNormal">
<span>0-45t</span>
</p>
</td>
<td style="border:solid black 1.0pt;background:#D3DDEC;" width="239">
<p class="MsoNormal">
<b><span style="font-family:"">鏉愯川</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:"">涓嶉攬閽?/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:"">杈撳嚭鐏垫晱搴?/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:"">杈撳嚭鐢甸樆</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 卤 3惟 </span>
</p>
</td>
</tr>
<tr>
<td style="border:solid black 1.0pt;background:#D1DEF1;" width="209">
<p class="MsoNormal">
<b><span style="font-family:"">闆剁偣杈撳嚭</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:"">卤</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:"">缁濈紭鐢甸樆</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>鈮?000M惟/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:"">闈炵嚎鎬?/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>1.0-3.0%F.S. </span>
</p>
</td>
<td style="border:solid black 1.0pt;background:#D3DDEC;" width="239">
<p class="MsoNormal">
<b><span style="font-family:"">浣跨敤鐢靛帇</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:"">婊炲悗</span> <span>Hysteresis</span></b><span></span>
</p>
</td>
<td style="border:solid black 1.0pt;background:#E7E7E7;" width="101">
<p class="MsoNormal">
<span>1.0-3.0%F.S. </span>
</p>
</td>
<td style="border:solid black 1.0pt;background:#D3DDEC;" width="239">
<p class="MsoNormal">
<b><span style="font-family:"">鏈�澶т娇鐢ㄧ數鍘?/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:"">閲嶅鎬?/span> <span>Repeatability</span></b><span></span>
</p>
</td>
<td style="border:solid black 1.0pt;background:#E7E7E7;" width="101">
<p class="MsoNormal">
<span>1.0-3.0%F.S. </span>
</p>
</td>
<td style="border:solid black 1.0pt;background:#D3DDEC;" width="239">
<p class="MsoNormal">
<b><span style="font-family:"">娓╁害琛ュ伩鑼冨洿</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鈩?</span>
</p>
</td>
</tr>
<tr>
<td style="border:solid black 1.0pt;background:#D1DEF1;" width="209">
<p class="MsoNormal">
<b><span style="font-family:"">锠曞彉</span> </b><b><span style="font-family:"">锛?/span><span>30</span></b><b><span style="font-family:"">鍒嗛挓锛?/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:"">宸ヤ綔娓╁害</span> </b><b><span style="font-family:"">鑼冨洿</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鈩?</span>
</p>
</td>
</tr>
<tr>
<td style="border:solid black 1.0pt;background:#D1DEF1;" width="209">
<p class="MsoNormal">
<b><span style="font-family:"">娓╁害鐏垫晱搴︽紓绉?/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鈩?</span>
</p>
</td>
<td style="border:solid black 1.0pt;background:#D3DDEC;" width="239">
<p class="MsoNormal">
<b><span style="font-family:"">瀹夊叏瓒呰浇</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:"">闆剁偣娓╁害婕傜Щ</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鈩?</span>
</p>
</td>
<td style="border:solid black 1.0pt;background:#D3DDEC;" width="239">
<p class="MsoNormal">
<b><span style="font-family:"">鏋侀檺瓒呰浇</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:"">杈撳叆鐢甸樆</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卤15惟 </span>
</p>
</td>
<td style="border:solid black 1.0pt;background:#D3DDEC;" width="239">
<p class="MsoNormal">
<b><span style="font-family:"">鐢电紗绾垮昂瀵?/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> 蠁 3 x 3m</span>
</p>
</td>
</tr>
<tr>
<td style="border:solid black 1.0pt;background:#D1DEF1;" width="209">
<p class="MsoNormal">
<b><span style="font-family:"">鐢电紗绾胯繛鎺ユ柟寮?/span><span>Wire Connection</span></b><span></span>
</p>
</td>
<td colspan="3" style="border:solid black 1.0pt;background:#E7E7E7;" width="464">
<p class="MsoNormal">
<span>Ex + : </span><span style="font-family:"">绾?/span><span> Red;<span> </span>Ex - : </span><span style="font-family:"">榛?/span><span> Black; Sig + : </span><span style="font-family:"">缁?/span> <span>Green; Sig - : </span><span style="font-family:"">鐧?/span><span> White </span>
</p>
</td>
</tr>
<tr>
<td style="border:solid black 1.0pt;background:#D1DEF1;" width="209">
<p class="MsoNormal">
<b><span style="font-family:"">鍙橀�佽緭鍑猴紙閫夐厤锛?/span><span>avariable output</span></b><span></span>
</p>
</td>
<td colspan="3" style="border:solid black 1.0pt;background:#E7E7E7;" width="464">
<p class="MsoNormal">
<span>0-10v<span> </span>0-5v<span> </span>4-20mA<span> </span>RS485 </span><span style="font-family:"">绛?/span><span></span>
</p>
</td>
</tr>
</tbody>
</table>
</p>
<p>
<br />
</p>
<p>
<br />
</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>
<strong><span style="color:#000000;font-size:16px;"><strong><span style="font-size:16px;"><strong><span style="color:#337FE5;font-size:24px;">鍏朵粬淇℃伅锛?/span></strong></span></strong><br />
</span></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>濡傛偍鏈夊叾浠栫殑闇�瑕侊紝濡傞噺绋嬨�佸昂瀵搞�佸畨瑁呬綅缃�佸唴缃彉閫佸櫒绛夊叾浠栬姹傦紝璇蜂簬鎴戜滑鑱旂郴锛屾垜浠彲涓烘偍閲忚韩瀹氬仛銆?/b></span>
</p>
<p>
<span style="font-size:16px;line-height:24px;"><b>涔熸杩庢偍鏉ユ垜鍙歌巺涓存寚瀵笺�?/b></span>
</p>
<p>
<br />
</p>
<p>
<strong><span style="font-size:16px;"><strong><span style="color:#337FE5;font-size:24px;"></span></strong></span></strong>
</p></p>
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