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[接触] 曲梁接触问题

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发表于 2021-1-16 11:37:19 | 显示全部楼层 |阅读模式 来自 四川成都
悬赏2仿真币未解决
大家好,我先建立了一个曲梁结构,环绕在一个solid结构上面,在Assembly里将这个曲梁阵列成10根。曲梁用的是B31单元。

边界条件,左右各建立了一个coupling点,所以自由度都和各自的coupling耦合在一起。一个coupling点完全固定,一个coupling点仅留出轴向自由度,在这个轴向上加上一个拉伸荷载。

结果理论上应该每一根曲梁的应力是相同的,因为他们结构完全一样,而且绕着solid均匀环绕。然和最终结果显示应力分布没有任何规律。请问有谁能大概解释一下吗?inp文件已上传,只有2个仿真币了,万分感谢!

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**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

 楼主| 发表于 2021-1-16 15:08:28 | 显示全部楼层 来自 四川成都
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