有限元-边界元法耦合求解弹塑性问题的有效性研究

D. Boumaiza, B. Aour
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引用次数: 0

摘要

本文提出了一种界面松弛有限元-边界元耦合方法来分析固体力学的非线性弹塑性问题。实际上,这种耦合方法保留了有限元法(FEM)和边界元法(BEM)的性质,并且不需要访问FEM和BEM生成的矩阵。因此,使用不同的软件包变得更加容易,没有任何困难。采用迭代松弛法逐次计算有限元和边界元子域界面上的位移和力或拉力。在计算机代码中实现了FEM-BEM耦合方法,并通过几个弹塑性介质实例进行了测试。将所得结果与实验数据和解析解进行了比较,以验证其准确性。采用了传统的有限元法和边界元法,并对计算结果进行了比较。
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On the effectiveness of the coupling FEM-BEM approach for solving the elasto-plastic problems
In this paper an interface relaxation finite element-boundary element coupling method has been developed to analyse the non-linear elasto-plastic problems of solid mechanics. Indeed, this coupling approach preserves the nature of the finite element method (FEM) and the boundary element method (BEM) and it does not require any access to the matrices generated by FEM and BEM. Hence, it becomes easier to use different software packages without any difficulty. The successive computations of the displacements and forces or tractions on the interface of the finite element and boundary element sub-domains were performed through an iterative relaxation procedure. The coupling FEM-BEM approach was implemented in a computer code and was tested through several examples of elasto-plastic media. The obtained results are compared to the experimental data and analytical solutions to establish their accuracy. Conventional methods FEM and BEM were also exploited, and a critical comparison of the results was carried out.
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