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<h1 class="uk-h1"> 无零点信号编码器如何做驱动器与电机的整定调试 </h1>

	<div class="uk-margin">
		 <div class="uk-margin"><h4>一、概要</h4>
<p>基市场通用的光电增量编码器，分为两种类型：1、带ABZ三通道的编码器。使用该种编码器，仅需操作一键整定，即可完成驱动器与编码器的匹配，驱动器自动读取并设置编码器的分辨率信息。2、只带AB两通道的编码器，也就是没有零点Z相信号或者叫Index信号。此类编码器由于不存在零点，系统无法自动一键检测，需要手动补充零点等信息。</p>
<p>本案介绍如何调试AB两通道的编码器，实现上电自动进入闭环工作模式。</p>
<h4>二、先决条件</h4>
<p>AB两通道上电自动进入闭环的，固件需要升级到V19打头的最新固件。</p>
<p>备注：ABZ三通道编码器对固件没有任何限制</p>
<h4>1.固件需求</h4>
<p>请用相关软件(Nanoflash 或者Plug &amp; Drive Studio)给驱动器刷对应的Regler4（V19）固件。刷完后断电重启。固件信息请查询本网站或者向我们索取：<span id="cloak5f03d744b274020b6857fcc01cdb00d2">该邮件地址已受到反垃圾邮件插件保护。要显示它需要在浏览器中启用 JavaScript。</span><script type='text/javascript'>
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				var path = 'hr' + 'ef' + '=';
				var addy5f03d744b274020b6857fcc01cdb00d2 = '&#105;nf&#111;' + '&#64;';
				addy5f03d744b274020b6857fcc01cdb00d2 = addy5f03d744b274020b6857fcc01cdb00d2 + 'y&#97;nl&#97;n' + '&#46;' + 'n&#101;t';
				var addy_text5f03d744b274020b6857fcc01cdb00d2 = '&#105;nf&#111;' + '&#64;' + 'y&#97;nl&#97;n' + '&#46;' + 'n&#101;t';document.getElementById('cloak5f03d744b274020b6857fcc01cdb00d2').innerHTML += '<a ' + path + '\'' + prefix + ':' + addy5f03d744b274020b6857fcc01cdb00d2 + '\'>'+addy_text5f03d744b274020b6857fcc01cdb00d2+'<\/a>';
		</script></p>
<h4>2.升级步骤（以Plug &amp; Drive Studio为例）</h4>
<p>2.1连接驱动器，通过Connect Controller向导进行连接/或者电机Recently used进行连接</p>
<p>2.2 进入Setup 选择 Firmware ，Flash Firmware .见如下：</p>
<p><img src="data:image/png;base64,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" width="500" height="236" /></p>
<p>2.3 点击Next   在下一步界面中，选择FW格式的固件，一直Next，直到出现滚动条，待滚动条跑完后，会弹出一个提示框，此时先断电重启，然后点击Finish。提示升级固件成功。</p>
<h4>3.恢复出厂配置</h4>
<p>驱动器会自动保存上一次整定过的电机的编码器信息，包括零点位置</p>
<p>如果当前使用的驱动器以前整定过其他带编码器的电机，需要恢复一下出厂设置。<br />具体指令如下：</p>
<p>1011:01=1684107116</p>
<p>1011:05=1684107116</p>
<p>1011:06=1684107116</p>
<p>每输入完一个指令后，需要查询一下相关指令的参数的数值是否为1，如果为1，则说明恢复成功，否则，需要等待。</p>
<p>当三个参数的数值都为1后，驱动器断电重启，然后查询20B0:01、20B:02、20B0:03的数值是否为0，如果为0，执行下一步。否则，重新执行此步骤。<br /><strong><em><b><i>注</i></b></em></strong><strong><em><b><i>：如果是新</i></b></em></strong><strong><em><b><i>驱动器</i></b></em></strong><strong><em><b><i>，也是需要</i></b></em></strong><strong><em><b><i>执行</i></b></em></strong><strong><em><b><i>步骤</i></b></em></strong><strong><em><b><i>2。</i></b></em></strong><strong><em><b><i>因为</i></b></em></strong><strong><em><b><i>驱动器</i></b></em></strong><strong><em><b><i>出厂前会带电机做功能测试。</i></b></em></strong></p>
<h4>三、整定</h4>
<p>建议用ODAccess或者Plug &amp; Drive Studio里面的console，通过输入指令的方式整定电机。</p>
<p>不建议用Plug &amp; Drive Studio里面的Auto-Setup整定电机。</p>
<h4>1.Console整定流程</h4>
<p>首先设置电机的基本参数，包含极对数，额定电流，峰值电流等。</p>
<p>以步进电机为例，极对数50，额定电流1A。按照上述格式输入</p>
<p>2030=50      </p>
<p>2031=1000  //最大电流</p>
<p>203b:01=1000   //额定电流</p>
<p>203b:02=1000  //最大电流持续时间</p>
<p>如果所用电机是直流无刷，则2031为其峰值电流，203B:01为其额定电流，203B:02</p>
<p>为其以峰值电流启动的时间 （单位: ms）</p>
<p>然后进行诊定</p>
<p>2300=0   //2300=0表示关闭内部程序。2300=1表示开启内部程序</p>
<p>6060=-2  //进入诊定模式，然后6040依次为6，7，15，31起动电机</p>
<p>6040=6</p>
<p>6040=7</p>
<p>6040=15</p>
<p>6040=31</p>
<p>电机开始转动，待电机停止转动后查看3202，3209:01，2052的值。</p>
<p>3202=0  表示步进电机开环，诊定失败。</p>
<p>3202=1  表明步进电机闭环。</p>
<p>3202=64 表示无刷电机开环，诊定失败。</p>
<p>3202=65 表明无刷电机闭环。</p>
<p>3209:01=1表明检测到编码器信号</p>
<p>3209:01=2表明检测到霍尔传感器信号</p>
<p>3209:01=3 表明同时检测到编码器和霍尔传感器</p>
<p>若是3209:01=-2，则表明没有检测到编码器（霍尔传感器）。</p>
<p>由于电机的编码器没有零点信号，这时候3209:01的bit0一定为0。</p>
<p><em><i>本次</i></em><em><i>测试没有接霍尔</i></em><em><i>信</i></em><em><i>号，</i></em><em><i>3209:01</i></em><em><i>=-2</i></em><em><i>，如果接</i></em><em><i>了霍尔，</i></em><em><i>3209:01</i></em><em><i>=2</i></em><em><i>。</i></em></p>
<p><strong><b>四、参数设置</b></strong></p>
<p><strong><b>3209:01</b></strong>   在上一步骤中，整定结束后，驱动器没有检测到编码器，3209:01的bit0为0，此时我们要把bit0置为1。</p>
<p>          本次测试中，把3209:01=1<br />如果带了霍尔信号，则3209:01=3</p>
<p><strong><b>固件</b></strong><strong><b>版本</b></strong><strong><b>为</b></strong><strong><b>FIR-v1939-B682906</b></strong><strong><b>及</b></strong><strong><b>以上的没有此参数，可以忽略不设置</b></strong></p>
<p><strong><b>2052</b></strong>      设置编码器线数。此数值为编码器实际分辨率*4。<br />如果编码器为500线，则2052=2000。编码器为1000线，则2052=4000.</p>
<p>编码器为2000，2052=8000。编码器为4000，2052=16000</p>
<p>本测试电机编码器线数为2000，2052=8000</p>
<p><strong><b>60E6:03</b></strong>    此参数不需要设置，但此参数的数值和2052一致。设置完2052后，需查询此参数数值是否和2052一样</p>
<p><strong><b>3203</b></strong><strong><b>:01</b></strong>    此参数默认为7，代表无传感器闭环下的反馈信息。不需要修改</p>
<p><strong><b>3203:02 </b></strong>   此参数代表霍尔信号下的反馈信息，如果有霍尔反馈，设置为7，否则，保持为0。</p>
<p><strong><b>3203</b></strong><strong><b>:03</b></strong>    此参数代表编码器信号反馈信息，如果整定结束后，驱动器检测到零点信号，则会自动设置为7。如果没有零点信号，需手动设置为7</p>
<p><strong><b>3202  </b></strong>    <strong><b>此参数bit4设置</b></strong><strong><b>为</b></strong><strong><b>1，</b></strong><strong><b>那可以控制电机进入电流闭环。即步进电机设置3202=17</b></strong></p>
<p> </p>
<p>以上参数设置好后，需要输入保存指令保存所有参数。</p>
<p>保存指令：1010:01=1702257011</p>
<p>然后查询1010:01的数值，如果为1，则说明保存成功，否则，需要等待。</p>
<h4>小贴士</h4>
<p><em><i>本次</i></em><em><i>测试中，</i></em><em><i>编码器</i></em><em><i>只接了A、</i></em><em><i>B相</i></em><em><i>，</i></em><em><i>所以</i></em><em><i>需手动把</i></em><em><i>3203:03</i></em><em><i>=7</i></em><em><i>。</i></em></p>
<p><strong><b>五、</b></strong><strong><b>调试与确认</b></strong></p>
<p>执行完以上4个步骤，并保存好参数，驱动器断电重启后，就可以控制电机进行各种模式了。</p>
<p>建议先执行速度模式，如果电机转动正常，则说明第4步的参数设置都是对的。</p>
<p>如果电机抖一下就不转了，说明实际编码器的A、B相的方向和设置的相反。需要把2052的数值设置为负值，再保存一下参数，驱动器断电重启就可以了。</p>
<p>速度模式，位置模式等等的控制方法还是和以前一样。</p>
<p><strong><b>需要注意</b></strong><strong><b>，在</b></strong><strong><b>R</b></strong><strong><b>egler4</b></strong><strong><b>中</b></strong><strong><b>，驱动器默认</b></strong><strong><b>3600步</b></strong><strong><b>一圈，而不是</b></strong><strong><b>R</b></strong><strong><b>egler3</b></strong><strong><b>中</b></strong><strong><b>的</b></strong><strong><b>2000步</b></strong><strong><b>一圈。</b></strong></p>
<p><strong><b>小提示：</b></strong></p>
<p><em><i>本次</i></em><em><i>测试中</i></em><em><i>2052</i></em><em><i>=8000</i></em><em><i>后</i></em><em><i>，电机转动正常，</i></em><em><i>说明</i></em><em><i>设置的</i></em><em><i>A、B相方向</i></em><em><i>和</i></em><em><i>2052的</i></em><em><i>设置一致。否则输入负数</i></em></p>
<p> </p>
<p> </p></div> 	</div>	


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