Integral formulations, suitable for the numerical solution of quasi-magnetostatic (eddy currents) problems in large and complex 3D domains, require specific post-processing tools to compute the effects of known current density distributions over elementary geometric entities (both mesh elements and field sources). The aim of this paper is to present a fast and robust implementation on a GPU architecture of an accurate algorithm for the computation of magnetic field and vector potential components.
Fast and efficient algorithms for computational electromagnetics on GPU architecture
BETTINI, PAOLO;MACEINA, TAUTVYDAS JERONIMAS;MANDUCHI, GABRIELE;
2016
Abstract
Integral formulations, suitable for the numerical solution of quasi-magnetostatic (eddy currents) problems in large and complex 3D domains, require specific post-processing tools to compute the effects of known current density distributions over elementary geometric entities (both mesh elements and field sources). The aim of this paper is to present a fast and robust implementation on a GPU architecture of an accurate algorithm for the computation of magnetic field and vector potential components.
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