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Nonlinear analysis of interacting saturated porous and elastic media by time-domain FEM/BEM iterative coupling procedures

机译:时域FEM / BEM迭代耦合程序的饱和多孔介质与弹性介质的非线性分析

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摘要

This work deals with the coupling of the Finite Element Method (FEM) and the Boundary Element Method (BEM) to model interacting saturated porous and sealed elastic media. In this coupled analysis, the porodynamic sub-domains of the model are discretised by the FEM, and the elastodynamic interacting subdomains are discretised by the BEM. Nonlinearities may be considered within the FEM subdomains. An iterative coupling approach is adopted, which leads to an efficient and easy to implement formulation, enabling the FEM and BEM modules to be handled separately. The iterative coupling methodology allows nonlinear analyses to be carried out quite directly, considering a single iterative loop for all iterative computations. It also permits independent discretisations to be straightforwardly applied for each subdomain of the model, taking into account simple interpolation/extrapolation procedures on common interfaces. Optimal relaxation parameters are considered to speed up the convergence of the iterative coupling analysis. At the end of the manuscript, numerical examples are presented, illustrating the performance of the proposed formulation.
机译:该工作涉及有限元方法(FEM)和边界元法(BEM)的耦合到模拟相互作用的饱和多孔和密封弹性介质。在该耦合分析中,模型的孔隙动力子域由FEM离散,并且弹性动力学相互作用子域由BEM离散。可以在FEM子域内考虑非线性。采用迭代耦合方法,这导致有效且易于实现配方,使得能够单独处理FEM和BEM模块。迭代耦合方法允许非线性分析直接进行,考虑到所有迭代计算的单个迭代环路。它还允许独立的拆别申请模型的每个子域,同时考虑了普通接口上的简单插值/外推过程。最佳的弛豫参数被认为是加速迭代耦合分析的收敛性。在稿件的末尾,提出了数值示例,示出了所提出的制剂的性能。

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