机械部分搞完了，电气感觉很简单，没去找人，来这求助
别笑话我，有打错的。机械部分搞完了，电气感觉很简单，没去找人，来这求助data:image/png;base64,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你先想想用电控达到什么目的，画好电气控制图，再接线吧 没有电气原理图 螺旋线 发表于 2013-8-20 10:07 static/image/common/back.gif
附上欧姆龙MY2N-J直流型中间继电器内部原理图，不知楼主想实现一个什么动作？
只能说螺旋大侠见多识广，小弟佩服！ 那个是继电器的座吧 电气有用的