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FSAI preconditioned CG algorithm combined with GPU technique for the finite element analysis of electromagnetic scattering problems

机译:FSAI预处理CG算法与GPU技术相结合用于电磁散射问题的有限元分析

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摘要

In order to efficiently solve the large sparse complex linear system arising from the vector finite element method (vector FEM) in electromagnetic scattering problems, the factorized sparse approximate inverse (FSAI) algorithm and the programmable graphics processing unit (GPU) are employed in the context of the conjugate gradient (CG) iterative method. The combination of the FSAI with the GPU technique has two advantages. Firstly, the convergence rate of the CG algorithm is significantly accelerated. Secondly, the calculation of the sparse matrix vector product (SMVP) in the FSAI preconditioned CG algorithm is accelerated by harnessing the tremendous parallel processing capacity of the GPU. Numerical experiments indicate that the FSAI preconditioned CG algorithm enhanced by the GPU technique is very effective and can reduce both the number of iterations and the computational time significantly.
机译:为了有效地解决矢量有限元法(矢量有限元法)引起的电磁散射问题中的大型稀疏复杂线性系统,本文采用了分解稀疏近似逆算法(FSAI)和可编程图形处理单元(GPU)。共轭梯度(CG)迭代方法。 FSAI与GPU技术的结合具有两个优势。首先,CG算法的收敛速度大大提高。其次,通过利用GPU巨大的并行处理能力,可以加快FSAI预处理CG算法中的稀疏矩阵矢量积(SMVP)的计算。数值实验表明,通过GPU技术增强的FSAI预处理CG算法非常有效,可以显着减少迭代次数和计算时间。

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