715211229 发表于 2013-8-3 22:35:34

圆柱相交图形网格划分

求教,不去掉尖角处的曲线,该怎样剖分,可以得到较好的结果

anzi888 发表于 2013-8-9 22:59:16

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**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

有的网格差点

zhangyan3679 发表于 2013-9-10 14:27:36

帅哥,不调整那条尖角的线   网格质量真的不好控制~
页: [1]
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