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Matched asymptotic expansion method for an homogenized interface model
Article de revue   Open Access   Avec comité de lecture

Matched asymptotic expansion method for an homogenized interface model

Giuseppe Geymonat, Sofiane Hendili, Francoise Krasucki et Marina Vidrascu
Mathematical Models and Methods in Applied Sciences, Vol.24(3), pp.573-597
01/03/2014

Résumé

multi-scaling Multi-materials asymptotic analysis numerical experiments elasticity AMS Subject Classi cation: 35C20, 35J20, 74A40, 74B05, 74G10, 74G15, 74Q05
Our aim is to demonstrate the effectiveness of the matched asymptotic expansion method in obtaining a simpli ed model for the influence of small identical heterogeneities periodically distributed on an internal surface on the overall response of a linearly elastic body. The results of some numerical experiments corroborate the precise identi cation of the di fferent steps, in particular of the outer/inner regions with their normalized coordinate systems and the scale separation, leading to the model.

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