哪来的10KJ 发表于 2023-5-2 18:54:50

icem cfd倾斜管道网格划分

大佬们,请问这种倾斜的三通管用什么方法画网格比较好呢?用block的话不太会分块,非结构网格质量很低,本人新手,在做毕设,请大佬们伸出援手:funk:
或者哪里有相关资料也可以指路,感谢!!!


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

WILLDONG 发表于 2023-5-5 10:39:26

有贴图吗?我没有看到图。一般来说三通管还是比较容易的,至于你说的倾斜(目前没看到倾斜程度)大体上是不太影响分块策略的,网上有很多三通管的教程,可以参考试试

依依520 发表于 2023-5-14 12:01:10

需要特别关注倾斜管道模型的几何形状,尤其是交叉处、弯曲处和分支处,因为这些位置易于出现流场失稳和湍流现象

依依520 发表于 2023-5-14 12:03:07

需要特别关注倾斜管道模型的几何形状,尤其是交叉处、弯曲处和分支处,因为这些位置易于出现流场失稳和湍流现象
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