沉星 发表于 2023-6-6 11:27:25

网格问题

j江湖救急,各位大佬!fluent自带的画网格工具,data:image/png;base64,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画网格总是提示Element volume exceeds the warning limit. Small element volume was encountered.(元素容量超过警告限制。遇到较小的单元体积)或者负体积网格,怎样解决?计算时提示 63 cells with non-positive volume detected,怎样解决:dizzy::dizzy:
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