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  					<div class="uk-inline-clip uk-border-rounded uk-box-shadow-small">
  						<img class="el-image uk-transition-scale-up uk-transition-opaque" alt="Size" data-src="images/stories/Size.svg" uk-img="" src="/images/stories/Size.svg">
  					</div>
  					<h6 class="el-title uk-margin-top uk-margin-remove-bottom">
  						<span class="uk-link">尺寸规格</span>
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  						<img class="el-image uk-transition-scale-up uk-transition-opaque" alt="Pinout" data-src="images/stories/Pinout.svg" uk-img="" src="/images/stories/Pinout.svg">
  					</div>
  					<h6 class="el-title uk-margin-top uk-margin-remove-bottom">
  						<span class="uk-link">3D预览</span>
  					</h6>
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  						<img class="el-image uk-transition-scale-up uk-transition-opaque" alt="Combination" data-src="images/stories/Combination.svg" uk-img="" src="/images/stories/Combination.svg">
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  					<h6 class="el-title uk-margin-top uk-margin-remove-bottom">
  						<span class="uk-link">组合</span>
  					</h6>
  				</a>
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  			 <a class="uk-button uk-button-primary" href="https://www.yanlanmc.com/company/contact.html" title="https://www.yanlanmc.com/company/contact.html" target="_blank"  rel="nofollow noopener noreferrer"><span uk-icon="cart" class="uk-icon"></span>&nbsp;&nbsp;<span class="uk-text-middle">在线下单</span></a>   		</div>
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  	  	<h1 class="uk-h2 uk-margin-remove-top"> 广泛用于口罩生产设备的步进电机|口罩设备电机现货 </h1>
  	  	  		 <div class="uk-margin"><p style="color: #333333; font-family: Tahoma,Helvetica,Arial,sans-serif; font-size: 12.13px; font-style: normal; font-variant: normal; font-weight: 400; letter-spacing: normal; orphans: 2; text-align: left; text-decoration: none; text-indent: 0px; text-transform: none; -webkit-text-stroke-width: 0px; white-space: normal; word-spacing: 0px;">广泛应用于口罩生产设备的电机，适用于一次性口罩，N95医用口罩生产设备。</p>
<h3 style="color: #135cae; font-family: Arial,Helvetica,sans-serif; font-size: 13px; font-style: normal; font-variant: normal; font-weight: bold; letter-spacing: normal; orphans: 2; text-align: left; text-decoration: none; text-indent: 0px; text-transform: none; -webkit-text-stroke-width: 0px; white-space: normal; word-spacing: 0px;">Features特性</h3>
<ul style="color: #333333; font-family: Tahoma,Helvetica,Arial,sans-serif; font-size: 12.13px; font-style: normal; font-variant: normal; font-weight: 400; letter-spacing: normal; orphans: 2; text-align: left; text-decoration: none; text-indent: 0px; text-transform: none; -webkit-text-stroke-width: 0px; white-space: normal; word-spacing: 0px;">
<li>57双出轴电机</li>
<li>口罩机电机</li>
</ul></div>   	  </div>
</div>

<div class="uk-card uk-card-small uk-card-secondary uk-card-body uk-text-center uk-position-z-index" uk-sticky="offset: 80;">
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                <li class="el-item uk-first-column">
                    <a class="el-link" href="#section01" uk-scroll="">详情</a></li>
                <li class="el-item">
                    <a class="el-link" href="#section02" uk-scroll="">3D预览</a></li>
                <li class="el-item">
                    <a class="el-link" href="#section03" uk-scroll="">尺寸</a></li>
                <li class="el-item">
                    <a class="el-link" href="#section04" uk-scroll="">曲线</a></li>
                <li class="el-item">
                    <a class="el-link" href="#section05" uk-scroll="">文档下载</a></li>
            </ul>
        </div>
    </div>




  <h3>规格参数</h3>
  <table class="uk-table uk-table-small uk-table-divider uk-table-hover uk-table-middle">
  	<tbody>
  		<tr class="element element-text element-textpro">
	<td class="uk-text-nowrap uk-table-shrink uk-background-muted">额定转速（rpm）:</td><td>600<span class="suffix"> rpm</span></td></tr>

<tr class="element element-text element-textpro">
	<td class="uk-text-nowrap uk-table-shrink uk-background-muted">法兰尺寸（mm）:</td><td>56<span class="suffix"> mm</span></td></tr>

<tr class="element element-text element-textpro">
	<td class="uk-text-nowrap uk-table-shrink uk-background-muted">力矩（Nm）:</td><td>2<span class="suffix"> Nm</span></td></tr>

<tr class="element element-text element-textpro">
	<td class="uk-text-nowrap uk-table-shrink uk-background-muted">步距角（°）:</td><td>1.8</td></tr>

<tr class="element element-select">
	<td class="uk-text-nowrap uk-table-shrink uk-background-muted">选装变速箱:</td><td>否</td></tr>

<tr class="element element-select">
	<td class="uk-text-nowrap uk-table-shrink uk-background-muted">可选:</td><td>编码器&减速箱</td></tr>

<tr class="element element-textarea">
	<td class="uk-text-nowrap uk-table-shrink uk-background-muted">可选驱动器/控制器:</td><td><p><img src="https://doc.yanlanmc.com/Media/CL4-E.JPG" alt="" width="700" height="700" /></p>
<p style="text-align: center;"><strong><span style="background-color: #ffffff;">CL4-E – Motor controller for CANopen, Modbus RTU or USB</span></strong></p></td></tr>
  	</tbody>  	
  </table>

  <div class="uk-margin-medium">
     <p style="text-align: center;"><span style="display: inline !important; float: none; background-color: #ffffff; color: #135cae; font-family: Arial,Helvetica,sans-serif; font-size: 13px; font-style: normal; font-variant: normal; font-weight: bold; letter-spacing: normal; orphans: 2; text-align: left; text-decoration: none; text-indent: 0px; text-transform: none; -webkit-text-stroke-width: 0px; white-space: normal; word-spacing: 0px;">Dimensions</span></p>
<p style="text-align: center;"> <img src="data:image/png;base64,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" 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" 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<p style="text-align: center;"><span style="display: inline !important; float: none; background-color: #ffffff; color: #135cae; font-family: Arial,Helvetica,sans-serif; font-size: 13px; font-style: normal; font-variant: normal; font-weight: bold; letter-spacing: normal; orphans: 2; text-align: left; text-decoration: none; text-indent: 0px; text-transform: none; -webkit-text-stroke-width: 0px; white-space: normal; word-spacing: 0px;">Torque  Curves</span>    </p>
<p style="text-align: center;"><img src="https://doc.yanlanmc.com/DataFiles/ST5918L1008%E5%8A%9B%E7%9F%A9%E5%9B%BE.PNG" alt="" width="700" height="331" /></p>
<p style="text-align: center;"><img src="https://doc.yanlanmc.com/DataFiles/ST5918L2008%E5%8A%9B%E7%9F%A9%E5%9B%BE.PNG" alt="" width="700" height="336" /></p>
<p style="text-align: center;"> </p>
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							<p>PMD006P6 is a compact stepper motor open-loop controller that supports 0-6A output. The maximum subdivision can reach 16...</p>
			
			
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