Group Theory is a powerful 'tool' which has been extensively exploited to reduce the computational cost in the numerical analysis of several physical problems, including computational electromagnetics. This article proposes the extension of the application of group theory to an integral formulation of the eddy current problems in the presence of n-fold rotational symmetries. The proposed approach is applied to the eddy currents computation in toroidal fusion devices, where rotational symmetries play a key role. © 1965-2012 IEEE.
Application of n-fold rotational symmetries to eddy currents integral model in the time domain
Tamburrino A.Membro del Collaboration Group
;Ventre S.
Membro del Collaboration Group
;
2020-01-01
Abstract
Group Theory is a powerful 'tool' which has been extensively exploited to reduce the computational cost in the numerical analysis of several physical problems, including computational electromagnetics. This article proposes the extension of the application of group theory to an integral formulation of the eddy current problems in the presence of n-fold rotational symmetries. The proposed approach is applied to the eddy currents computation in toroidal fusion devices, where rotational symmetries play a key role. © 1965-2012 IEEE.File in questo prodotto:
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