This paper presents an analytical method of solving the elastodynamic problem of a solid sphere.
本文提出了一种解析方法求解球体的弹性动力学问题。
On the basis of the finite element solution to elastodynamic problems, we propose a new method of finite element elastic wave migration.
本文在弹性动力学问题的有限单元解的基础上，提出了一种弹性波偏移的新方法——有限单元法弹性波偏移。
A three-dimensional linearized elastodynamic inversion method to reconstruct the shape of scatterer has been investigated in this paper.
用三维线弹性动力学的反演方法重构了弹性介质中散射体的形状。
After introducing a unified multicomponent 3-d Green's function representation, we analyse its 1-d version for elastodynamic waves in more detail.
引入一个统一的多组分3 - D格林函数表示法之后，我们分析了一维版本弹性动力波的更多细节。
Comparing the two curves, the elastodynamic analysis is more tally with the practical situation than the rigid-body dynamic analysis of this kind of mechanism.
二者对比表明，此类机构的弹性动力学分析比刚性动力学分析更接近其实际情况。
Comparing the two curves, the elastodynamic analysis is more tally with the practical situation than the rigid-body dynamic analysis of this kind of mechanism.
二者对比表明，此类机构的弹性动力学分析比刚性动力学分析更接近其实际情况。
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