石榴FS 发表于 2015-10-27 09:34:26

PRO/E5.0 如何绕着圆环阵列,求大神指点

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

WHITEWOLF1208 发表于 2015-10-27 12:14:30

选轴为驱动方式

石榴FS 发表于 2015-10-27 14:30:18

但是结果不是我要的,我要的是这种data:image/png;base64,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

石榴FS 发表于 2015-10-27 14:31:48

奇怪图片怎么看不到

石榴FS 发表于 2015-10-27 14:38:31

效果是零件沿着圆环绕上去,就像楼梯一样的,求解

石榴FS 发表于 2015-11-3 15:49:22

已经找到答案了,要有两个条件,一个是截面向上增量的平面,还有一个是可以旋转的角度。

流浪的风KS 发表于 2016-1-13 12:12:51

你发的图片根本看不到啊,怎么回事?
页: [1]
查看完整版本: PRO/E5.0 如何绕着圆环阵列,求大神指点