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Investigation of the efficiency of the multigrid method for finite element electromagnetic field computations using nested meshes

机译:基于嵌套网格的有限元电磁场多网格方法效率的研究

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摘要

Investigation of the efficiency of the multigrid solution methods for electromagnetic field computations using nested finite element meshes is presented. Two type of multigrid algorithms, the V-cycle and the W-cycle multigrids are investigated and the results for the convergence rate of the iterative process and the computation time are compared with those of the ICCG solution method which is the commonly used solution method in finite element analysis. It is proven that the efficiency of the multigrid methods is better than that of the ICCG method especially for the solution of large systems of simultaneous algebraic equations.
机译:提出了使用嵌套有限元网格进行电磁场计算的多网格求解方法效率的研究。研究了V循环和W循环两种多重网格算法,并将迭代过程的收敛速度和计算时间的结果与ICCG求解方法进行了比较。有限元分析。事实证明,多网格方法的效率优于ICCG方法,特别是对于求解联立代数方程组的大型系统。

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