Effective boundary conditions for thin ferromagnetic coatings. Asymptotic analysis of the ID model

H. Haddar; P. Joly

Effective boundary conditions for thin ferromagnetic coatings. Asymptotic analysis of the ID model

H. Haddar
, P. Joly

Résultats de recherche: Contribution à un journal › Article › Revue par des pairs

Résumé

We justify, for a simplified non-linear law of ferromagnetic materials, the use of effective boundary conditions in order to simulate the effect of thin ferromagnetic coatings in electromagnetic scattering problems. The numerical comparisons between exact an approximate solutions have been done in [2], and the present work quantifies the error with respect to the coating thickness.

langue originale	Anglais
Pages (de - à)	127-160
Nombre de pages	34
journal	Asymptotic Analysis
Volume	27
Numéro de publication	2
état	Publié - 1 août 2001

Contient cette citation

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title = "Effective boundary conditions for thin ferromagnetic coatings. Asymptotic analysis of the ID model",

abstract = "We justify, for a simplified non-linear law of ferromagnetic materials, the use of effective boundary conditions in order to simulate the effect of thin ferromagnetic coatings in electromagnetic scattering problems. The numerical comparisons between exact an approximate solutions have been done in [2], and the present work quantifies the error with respect to the coating thickness.",

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AB - We justify, for a simplified non-linear law of ferromagnetic materials, the use of effective boundary conditions in order to simulate the effect of thin ferromagnetic coatings in electromagnetic scattering problems. The numerical comparisons between exact an approximate solutions have been done in [2], and the present work quantifies the error with respect to the coating thickness.

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Effective boundary conditions for thin ferromagnetic coatings. Asymptotic analysis of the ID model

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