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[求助] sw倒圆角怎么解决?

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发表于 2019-7-19 16:44:33 | 显示全部楼层 |阅读模式
1三维币
就像图中那种我倒圆角只能导成二维中上面蓝色的那种,我想到成下面绿色的那种,求解答。
$ o7 g0 ~* x1 N2 S9 t2 Y. n4 k3 Khttp://data:image/png;base64,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3 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这是三维的
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Vhttp://data:image/png;base64,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 楼主| 发表于 2019-7-19 16:45:18 | 显示全部楼层
能看到图片吗
 楼主| 发表于 2019-7-19 16:53:34 | 显示全部楼层
图片

2D

2D

3D

3D

3D

3D
发表于 2019-7-19 17:02:34 | 显示全部楼层
把结构对称到对面,倒圆,然后再把对面的删除。
 楼主| 发表于 2019-7-20 08:28:01 | 显示全部楼层
zbjzbj 发表于 2019-7-19 17:02; u& w! i% O) c  Z; R* @
把结构对称到对面,倒圆,然后再把对面的删除。
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我现在镜像之后,原本的就没了。。。
发表于 2019-7-22 13:53:49 | 显示全部楼层
寂静天花板 发表于 2019-7-21 16:16
! m, n. F) [' Q$ F$ v问题是下面那种绿色的那能叫倒圆角吗

& n% R# d5 s/ S# V楼主还不懂软件对倒圆角的定义
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发表于 2019-8-16 17:21:39 | 显示全部楼层
你可以画一段直的,长度和要道园的半径相同,试试应该就是你想要的,这个办法可以用导园角画球面
发表于 2019-8-16 17:30:41 | 显示全部楼层
无标题001.png
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发表于 2019-8-16 17:45:56 | 显示全部楼层
这样用倒圆角简直是画蛇添足,不能直接画出来吗?首先你要计算好圆角和斜线的结合位置,给倒圆角创造条件。
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