Effects of Coulomb Gauge Condition on Magnetic Vector Potential Formulations for Eddy Current Problems
Hyang-Beom Lee, Лалита Удпа, Satish Udpa
Abstract
Hyang-Beom Lee, Лалита Удпа, Satish Udpa
Abstract
The effects of Coulomb gauge condition (CGC) on finite element solution of eddy current problems with magnetic vector potential is investigated. For 3D calculation formulations in terms of magnetic vector potential (MVP) with electric scalar potential (ESP) and modified magnetic vector potential (MMVP) are usually used. The result of these formulations may be varied as CGC for ensuring uniqueness of potential is appended to the governing equations. The result shows that the formulation with MVP and ESP appended by CGC provides accurate solution and fast convergence
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The effects of Coulomb gauge condition (CGC) on finite element solution of eddy current problems with magnetic vector potential is investigated. For 3D calculation formulations in terms of magnetic vector potential (MVP) with electric scalar potential (ESP) and modified magnetic vector potential (MMVP) are usually used. The result of these formulations may be varied as CGC for ensuring uniqueness of potential is appended to the governing equations. The result shows that the formulation with MVP and ESP appended by CGC provides accurate solution and fast convergence
Key concepts: Magnetic potential, Scalar potential, Vector potential, Electric potential, Eddy current, Scalar (mathematics), Physics, Convergence (economics)