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DOMAIN DECOMPOSITION USING BEM FOR SEEPAGE ANALYSIS BENEATH A DAM UNDERLAIN BY NON-HOMOGENEOUS DEPOSIT

机译:非均质沉积物在坝下渗流分析中的边界元分析

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摘要

A seepage problem beneath an impermeable dam is analyzed, and the flow head and flownets distribution determined using boundary element method (BEM) which requires boundary-only discretization. Since BEM is only applicable to homogeneous problems, the idea of domain decomposition is used to solve the non-homogeneous orthotropic cases. Verification has been achieved using finite element method (FEM) that requires both domain and boundary discretization. The obvious advantage of BEM over FEM is the fact that results of high accuracy with lesser computational time and effort can be obtained. Results achieved indicate an excellent agreement between the BEM-based and FEM approaches.
机译:分析了不可渗透坝下方的渗流问题,并使用边界元法(BEM)确定了仅需离散化边界的流头和流网分布。由于BEM仅适用于均质问题,因此将域分解的思想用于解决非均质正交各向异性的情况。已经使用需要域和边界离散化的有限元方法(FEM)实现了验证。 BEM相对于FEM的明显优势在于,可以获得高精度的结果,而计算时间和工作量却更少。取得的结果表明,基于BEM的方法和FEM方法之间达成了极好的协议。

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