XUHUIWEI 发表于 2019-11-16 20:13:41

UG怎么只改变球曲面面深度,不改变圆的大小

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

13684222381 发表于 2019-11-16 20:13:42

用一下偏移面,或者拆分面后,加厚布尔运算,方法很多,没看到图,只能够提供你思路,方便可以发一下图看看吗?

正宗金大侠 发表于 2019-11-16 20:45:20

缩放体,不等比例

Amymeng 发表于 2019-12-10 09:00:59

拉伸球面的曲线,试试。不太明白你的具体意思

zxc5 发表于 2019-12-26 13:16:59

缩放体

机电爱好者ug 发表于 2019-12-27 10:06:58

可以加我微信   15057030782

夜声 发表于 2020-1-19 09:46:05

偏置曲面,实际还是要把图发出来方便解决

w2714763945 发表于 2020-6-29 08:19:12

用拉伸面指令,直接选择你要拉伸的那个球体的表面就能拉大。

~这话谁说的: 发表于 2020-8-4 15:12:08

老铁 看图片懂了吗??

我39 发表于 2020-9-22 13:48:46

用移动面就行了兄弟
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查看完整版本: UG怎么只改变球曲面面深度,不改变圆的大小