sparrow7933 发表于 2021-3-22 22:33:43

solidworks模型导入abaqus后,模型上多余的线段怎么删除

理想的模型是一个面上不会有多余的线段。如果将模型直接导入abaqus,导致划分网格时,会有多余的节点。
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
实际上,中间线的节点是重合的,编号也重合。
多谢!


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查看完整版本: solidworks模型导入abaqus后,模型上多余的线段怎么删除