莫忘年少凌云志 发表于 2024-5-29 18:21:53

catia怎么快速找到矩形的中心?

大佬们,我在草图情况下,怎么能快速地找到旁边矩形的中心呢?我想把圆快速地约束在矩形中心。谢谢大佬们回答
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

shentu 发表于 2024-5-29 19:32:48

我觉得可以画构造线(对角),找中点。

莫忘年少凌云志 发表于 2024-5-31 13:54:14

shentu 发表于 2024-5-29 19:32
我觉得可以画构造线(对角),找中点。

好的,谢谢啦

扬二车拉姆 发表于 3 天前

这是高手
页: [1]
查看完整版本: catia怎么快速找到矩形的中心?