nwaver 发表于 2020-5-2 18:34:36

近似三棱锥形的飞行器网格划分求助

本帖最后由 nwaver 于 2020-5-4 12:36 编辑

我尝试用y-block转为o-block,但是头部一直处理不好,请大佬指教
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nwaver 发表于 2020-5-11 21:19:59

已解决

lee459317530 发表于 2020-5-12 07:24:04

nwaver 发表于 2020-5-11 21:19
已解决

可以把已解决的网格文件和解决方法放出来。
页: [1]
查看完整版本: 近似三棱锥形的飞行器网格划分求助