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An asymptotic expansion for perturbations in the displacement field due to the presence of thin interfaces
Journal article   Peer reviewed

An asymptotic expansion for perturbations in the displacement field due to the presence of thin interfaces

Jihene Lagha and Habib Zribi
Applicable analysis, Vol.97(6), pp.865-887
26/04/2018

Abstract

asymptotic expansions boundary integral method Lamé system small perturbations Thin inhomogeneities
We rigorously derive an asymptotic expansion for two-dimensional displacement field associated with thin elastic inclusion having no uniform thickness. Our approach is based on layer potential techniques through integral representation formulas of the fields. We extend these techniques to determine a relationship between traction-displacement measurements and the shape of the thin inclusion.

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