关于圆筒类零件折弯方向问题
本帖最后由 海边街道 于 2023-4-17 16:14 编辑很多圆筒类的板件零件，自动生成的折弯方向有的向下，有的是向上，因为就一条折弯线，想更改为统一的向下折弯，如何操作？
先把自己要问的，自己站别人角度去看看，别人能不能看懂你在说什么，不然真的就是水一下帖子，混点经验了！ 我也没看懂，难道不是折弯线在哪头就往哪面折么
大馒头CC 发表于 2023-4-17 19:37
感谢
请教lz一个问题，在圆筒上，挖一个椭圆，能展开吗？
大馒头CC 发表于 2023-4-17 19:37
我碰到过，
板是带膜，显然切割是膜朝上，但是一卷圆，就反了。
我估计也是这个折弯方向的问题出错了。。。
请教有何好的办法杜绝这种低级错误，谢谢
喂我袋盐 发表于 2023-4-18 12:05
请教lz一个问题，在圆筒上，挖一个椭圆，能展开吗？
可以的。data:image/png;base64,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，data:image/png;base64,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 喂我袋盐 发表于 2023-4-18 12:07
我碰到过，
板是带膜，显然切割是膜朝上，但是一卷圆，就反了。
可以
我想问一句：什么设备能做到折弯成圆筒