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Balancing Domain Decomposition Method on Additive Schwartz Framework for Multi-Level Implementation

机译:Schwartz框架的多层实现平衡域分解方法

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A new implementation of the balancing domain decomposition (BDD) method on additive Schwartz framework is proposed in this paper. BDD family is one of the most effective approaches for parallel computing of large scale structural finite element analyses. In the balancing domain decomposition by constraints (BDDC), the coarse grid correction procedure is applied in an additive manner, while it is applied multiplicatively in original BDD. Here, BDD on additive Schwartz framework is proposed and its multi-level implementation is discussed. Detailed computing performance is investigated with some numerical examples.
机译:提出了在加性Schwartz框架上实现平衡域分解(BDD)方法的新方法。 BDD系列是并行计算大型结构有限元分析的最有效方法之一。在受约束的平衡域分解(BDDC)中,粗网格校正过程以累加方式应用,而原始BDD中则相乘地应用。在此,提出了基于加性Schwartz框架的BDD,并讨论了其多层次实现。通过一些数值示例研究了详细的计算性能。

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