outsiders 发表于 2021-5-4 22:03:24

帮忙看看这个连着的两个圆弧怎么画

本帖最后由 outsiders 于 2021-5-4 22:04 编辑

圆心和圆弧的度数怎么确定啊就是R36和R16那两个部分data:image/png;base64,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

outsiders 发表于 2021-5-4 22:05:46

大哥大姐们帮帮忙谢谢啦{:3_57:}

小松天天学习 发表于 2021-5-5 02:58:36

不把全图发出来就这样截图截一半,鬼知道怎么搞{:sweat:}

酱油-光 发表于 2021-5-5 08:06:08



酱油-光 发表于 2021-5-5 08:08:48

至于“圆心和圆弧的度数怎么确定”它也没给你啊,只能肉眼看着差不多的设了。

alian5337* 发表于 2021-5-5 08:25:39

ICECH 发表于 2021-5-5 09:03:03

全图发出来,至少有些定位尺寸,可以通过草图里面的约束达到

潇风风 发表于 2021-5-5 09:43:52

约束相切不就好了吗!

liang132 发表于 2021-5-5 10:35:23

圆弧一定是相切的。。。感觉你这是3d大赛的图纸。按图纸画最后一定是完全约束的 。。

18349372449 发表于 2021-5-5 16:38:04

用相切定住呀,你不要告诉我不知道相切功能
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查看完整版本: 帮忙看看这个连着的两个圆弧怎么画