dy1999 发表于 2022-9-28 19:55:08

workbench meshing 加密网格

workbench meshing 网格加密已经非常小了,但网格纵横比一直不下降导致fluent计算不收敛,有没有大佬知道原因




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

周华 发表于 2022-9-29 11:38:50

计算不收敛不一定是纵横比大引起的,比如边界层内的网格的纵横比很大,但并不影响收敛,所以建议你再看看是否还有其它原因。

dy1999 发表于 2022-9-29 18:03:59

周华 发表于 2022-9-29 11:38
计算不收敛不一定是纵横比大引起的,比如边界层内的网格的纵横比很大,但并不影响收敛,所以建议你再看看是 ...

谢谢您的回复,是不是画边界层导致的网格质量下降不会影响fluent残差曲线的收敛?如果不是还需要主要哪些方面,请指导我一下方向

autumnfields 发表于 2022-10-12 15:31:11

k-Ω试一试

调调是一种习惯 发表于 2023-2-15 10:58:14

dy1999 发表于 2022-9-29 18:03
谢谢您的回复,是不是画边界层导致的网格质量下降不会影响fluent残差曲线的收敛?如果不是还需要主要哪些 ...

画了边界层后,相应的网格质量会下降,但是其求解要求也会相应降低,不收敛可能是由于其他网格质量不好,或者计算方程,如果担心是由于画边界层导致,可以使用近壁面函数试试;
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