In this paper, a new iterative full-wave frequency domain PEEC solver is proposed. Based on the classical modified nodal analysis, the convergence of the iterative solution is optimized by resorting to a pertinent scaling of sub-matrices which improves the conditioning of the global left hand side matrix and to a multiscale-based effective preconditioner. The efficiency of the proposed approach in terms of either accuracy and number of iterations is demonstrated through its application to a relevant problem.

Broadband full-wave frequency domain PEEC solver using effective scaling and preconditioning for SIPI models

Antonini G.
;
Romano D.;
2014-01-01

Abstract

In this paper, a new iterative full-wave frequency domain PEEC solver is proposed. Based on the classical modified nodal analysis, the convergence of the iterative solution is optimized by resorting to a pertinent scaling of sub-matrices which improves the conditioning of the global left hand side matrix and to a multiscale-based effective preconditioner. The efficiency of the proposed approach in terms of either accuracy and number of iterations is demonstrated through its application to a relevant problem.
2014
978-1-4799-5545-9
978-1-4799-5544-2
978-1-4799-5543-5
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Utilizza questo identificativo per citare o creare un link a questo documento: https://hdl.handle.net/11697/153411
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