This contribution addresses the exploitation of mirror symmetry (formally, the abelian D1 and D2 dihedral symmetry groups) in various integral formulations for eddy current problems. The novelty of the contribution is in particular how to rigorously treat non simply-connected conductors when computing first cohomology group generators on the symmetry cell of the problem only.

Mirror Symmetry in Integral Formulations for Eddy Currents

Passarotto M.;Specogna R.
2021

Abstract

This contribution addresses the exploitation of mirror symmetry (formally, the abelian D1 and D2 dihedral symmetry groups) in various integral formulations for eddy current problems. The novelty of the contribution is in particular how to rigorously treat non simply-connected conductors when computing first cohomology group generators on the symmetry cell of the problem only.
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Utilizza questo identificativo per citare o creare un link a questo documento: http://hdl.handle.net/11390/1205282
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