lyn 发表于 2020-7-13 14:16:05

VTI vertical Transverse Isotropic) 模型的弹性矩阵参数怎么得?

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
我只知道竖向,水平向弹性模量和泊松比( 4 个参数),里面有5个独立参数。Gp,Gt怎么取?谢谢指点
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查看完整版本: VTI vertical Transverse Isotropic) 模型的弹性矩阵参数怎么得?