固定轮廓铣如何不抬刀
固定轮廓铣中用曲线驱动铣一个圆弧槽,如何不抬刀进行往复铣削,跪求各位大神帮助解决!做个面,曲面驱动,完美解决 是这样子吗 上图.. 442114932 发表于 2019-8-22 13:30
上图..
见图片中的刀路是单向走刀的 我需要它不抬刀往复走
用区域铣不行吗。为什么要用曲线。 浩哥1111 发表于 2019-8-22 20:28
做个面,曲面驱动,完美解决
实现不了往复走刀 曲面驱动啊跟铣流道差不多嘛 xiaobai5343 发表于 2019-8-23 11:29
曲面驱动啊跟铣流道差不多嘛
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想要实现这样的往复走单线
图档
C:\Users\69405\Desktop这样?