hal-00003820, version 1
Semi classical measures and Maxwell's system
Résumé : We are interested in the homogenization of energy like quantities for electromagnetic waves in the high frequency limit for Maxwell's equations with various boundary conditions. We use a scaled variant of H-measures known as semi classical measures or Wigner measures. Firstly, we consider this system in the half space of $\R^3$ in the time harmonic and with conductor boundary condition at the flat boundary $x_3=0$. Secondly we consider the same system but with Calderon boundary condition. Thirdly, we consider this system in the curved interface case.
- 1 :
- Université d'Orléans – CNRS : UMR7349
- Domaine : Mathématiques/Equations aux dérivées partielles
- Mots-clés : Electromagnetism – homogenization of energy – Maxwell's system – Pseudo differential theory – semi classical measures – perfect boundary condition – Calderon boundary condition – curved interface.
- Commentaire : 07/01/2005
- hal-00003820, version 1
- http://hal.archives-ouvertes.fr/hal-00003820
- oai:hal.archives-ouvertes.fr:hal-00003820
- Contributeur :
- Soumis le : Dimanche 9 Janvier 2005, 14:13:02
- Dernière modification le : Dimanche 9 Janvier 2005, 22:17:37
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