alis 发表于 2022-2-25 14:47:29

VUMAT材料子程序

本帖最后由 alis 于 2022-2-25 14:52 编辑

求助,一直一种本构如何编写他的材料子程序啊。

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**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**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
如图这种本构,怎么才能从一维转化为三维状态
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查看完整版本: VUMAT材料子程序