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首页> 外文期刊>Journal of Engineering Mechanics >Boundary finite-element method coupling finite-element method for steady-state analyses of dam-reservoir systems
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Boundary finite-element method coupling finite-element method for steady-state analyses of dam-reservoir systems

机译:大坝—水库系统稳态分析的边界有限元耦合有限元方法

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摘要

The boundary finite-element method (BFEM) is extended for steady-state analyses of dam-reservoir system problems. In this study, the dam is assumed to be rigid and subjected to horizontal ground motions, and the liquid in the reservoir is assumed to be semiinfinite. The semiinfinite reservoir domain is partitioned into two subdomains: a near-field domain and a far-field domain. In it, the near-field domain is modeled by using the finite-element method (FEM), whereas the far-field domain is modeled by BFEM and is treated as a layered semiinfinite fluid domain. A BFEM/FEM coupling procedure is employed to solve the steady-state response of the reservoir. The coupling procedure is easy to implement and suitable for all frequencies, be it real or complex. The BFEM/FEM coupling procedure is validated in the frequency domain. Numerical results that are based on the present procedure are in good agreement with analytical and other available numerical solutions.
机译:边界有限元方法(BFEM)被扩展用于大坝-水库系统问题的稳态分析。在这项研究中,假定大坝是刚性的,并且受到水平地面运动,并且假定储层中的液体是半无限大的。半无限储层域划分为两个子域:近场域和远场域。其中,近场域是使用有限元方法(FEM)建模的,而远场域是通过BFEM建模的,被视为分层的半无限流体域。 BFEM / FEM耦合程序用于解决储层的稳态响应。耦合过程易于实现,并且适用于所有频率,无论是实际的还是复杂的。 BFEM / FEM耦合过程在频域中得到验证。基于本程序的数值结果与解析和其他可用的数值解非常吻合。

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