Resolution of the non-stationary or harmonic Maxwell equations by a discontinuous finite element method. application to an e.m.i. (electromagnetic impulse) case.

Françoise Bourdel (1) , Pierre-Alain Mazet (1) , Philippe Helluy (2)

1 ONERA - The French Aerospace Lab [Toulouse]
2 IRMA - Institut de Recherche Mathématique Avancée

We present a discontinuous Galerkin finite volume scheme for solving the 2D Maxwell equation. We apply it to an electromagnetic impulse case.

Mots clés: Maxwell; finite volume; discontinuous Galerkin; electromagnetic impulse

Domaines: Equations aux dérivées partielles [math.AP]

Françoise Bourdel, Pierre-Alain Mazet, Philippe Helluy. Resolution of the non-stationary or harmonic Maxwell equations by a discontinuous finite element method. application to an e.m.i. (electromagnetic impulse) case.. 10th international conference on computing methods in applied sciences and engineering on Computing methods in applied sciences and engineering, Feb 1992, France. pp.405-422. ⟨hal-00974964⟩