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Efficient Analysis of Object with Fine Structures by Combined MLSSM/MLFMA via Compressed Block Decomposition Preconditioner

机译:结合MLSSM / MLFMA和压缩块分解预处理器对精细结构的对象进行高效分析

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摘要

A large dense fine mesh is used to model object with fine structures to guarantee good solution accuracy, and this in turn places an inordinately heavy burden on the CPU in terms of both memory requirement and computational complexity. To analyze the large dense complex linear system efficiently, the combined MLSSM/ MLFMA is used to accelerate the matrix-vector multiplication. Multilevel fast multipole algorithm (MLFMA) cannot be used to analyze the box's size of tree structure below 0.2 wavelength, because the "low frequency breakdown" phenomenon would happen. For the large-scale problems, the matrix assembly time of multilevel simply sparse method (MLSSM) is much longer than that of MLFMA. This combined method takes advantage of the virtues of both MLFMA and MLSSM, which is more efficient than either conventional MLFMA or conventional MLSSM. An efficient preconditioning technique based on compressed block decomposition (CBD) is applied to speed up the convergence rate. Numerical results are presented to demonstrate the accuracy and efficiency of the proposed method.
机译:大的密集细网格用于对具有精细结构的对象进行建模以确保良好的求解精度,这反过来在内存需求和计算复杂性方面给CPU带来了沉重的负担。为了有效地分析大型稠密复杂线性系统,使用组合的MLSSM / MLFMA来加速矩阵矢量乘法。多级快速多极算法(MLFMA)不能用于分析低于0.2波长的树形结构的盒子大小,因为会发生“低频击穿”现象。对于大规模问题,多层简单稀疏方法(MLSSM)的矩阵组装时间比MLMFA的矩阵组装时间长得多。这种组合方法利用了MLFMA和MLSSM的优点,它比常规的MLFMA或常规的MLSSM效率更高。应用基于压缩块分解(CBD)的有效预处理技术来加快收敛速度​​。数值结果表明了该方法的准确性和有效性。

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