xiaoxiaoguaiDW
发表于 2024-2-23 08:27:04
挺简单的呀,旋转一下截面,布尔运算相交
at825825
发表于 2024-2-23 10:05:10
xiaoxiaoguaiDW 发表于 2024-2-23 08:27
挺简单的呀,旋转一下截面,布尔运算相交
能发下STP吗
hudahai000
发表于 2024-4-9 14:09:59
pzhzshun 发表于 2024-1-30 09:27
看看这样对不对?
能否看下建模里的三维图?
阿鱼鸭
发表于 2024-4-12 11:09:33
还好吧没到画不出的地步,用到的命令也还是简单的旋转拉伸,就是思路要对。
星随蓝天
发表于 2024-4-13 16:18:59
C:\Users\Administrator\Desktop
星随蓝天
发表于 2024-4-13 16:25:06
data:image/png;base64,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