零件定向旋转机构求助,有偿亦可
本帖最后由 dachao322 于 2019-9-20 19:35 编辑本人进来遇到一设计难题求大神给点提示,如图示
如图,要求红色零部件在白色长方形(圆形也可以)框中心旋转,但是必须红色零件方向如图所示形式移动,求大神指点迷津,怎么设计这个机构 这个机构多的是 浅颜sj 发表于 2019-9-20 18:49
这个机构多的是
比方说 上下两个平移过去就好了 冷月梧桐 发表于 2019-9-20 19:07
上下两个平移过去就好了
大佬,我这资质比较愚钝,能详细点吗 ,非常感谢 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
这种机构可以试试,矩形循环机构,四角处的移栽机也可换成气缸拨叉。
lz这些工件和工位,最好编上序号进行描叙。
另外,lz留个联系方式啊 搞不懂工况,描述具体一点吧 环形线吗?说实话,没看懂。