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Construction and ordering of edge elements for parallel computation

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2 Author(s)
T. Iwashita ; Data Processing Center, Kyoto Univ., Japan ; M. Shimasaki

The present paper proposes a new method for the construction and ordering of edge elements for parallel computation. The use of virtual nodes generated in each volume element is presented as a means of introducing parallel ordering theory developed in finite difference analyses to finite edge element analyses. Eight-corner ordering and multi-color ordering are examined in the context of 3-D eddy-current analysis. The proposed method using 8-corner ordering can parallelize the ICCG solver in a finite edge element analysis without decreasing the convergence rate. A good balance between convergence and parallelism in the ICCG solver is obtained in the case of multi-color ordering

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IEEE Transactions on Magnetics  (Volume:37 ,  Issue: 5 )