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• W2325088373 abstract "This paper describes iterative domain decomposition solvers for 3D magnetostatic field problems.For the finite element analysis of magnetostatic field problems,the conjugate gradient(CG)method with the shifted incomplete Cholesky factorization is the most known method.However,because of the ill-conditioned coefficient matrix and difficulty to construct the preconditioner,it suffers from low convergence rate in dealing with large-scale problems.To solve this issue,an iterative method based on the primal domain decomposition method(DDM) is generally known as the effective approach.In this study,we have been investigating iterative methods based on the DDM.Especially,three DDM-based methods of CG,conjugate residual,and minimal residual methods are explained,and then some numerical examples are demonstrated." @default.
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• W2325088373 date "2012-01-01" @default.
• W2325088373 modified "2023-10-05" @default.
• W2325088373 title "NM-JP-4 Iterative domain decomposition solvers for 3D magnetostatic field problems" @default.
• W2325088373 doi "https://doi.org/10.1299/jsmemecj.2012._nm-jp-4-1" @default.
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