The Linear Sampling Method for Kirchhoff-Love infinite plates | Zendy

Laurent Bourgeois | Zendy; Arnaud Recoquillay | Zendy

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The Linear Sampling Method for Kirchhoff-Love infinite plates

Author(s) -

Laurent Bourgeois,

Arnaud Recoquillay

Publication year - 2020

Publication title -

inverse problems and imaging

Language(s) - English

Resource type - Journals

SCImago Journal Rank - 0.755

H-Index - 40

eISSN - 1930-8345

pISSN - 1930-8337

DOI - 10.3934/ipi.2020016

Subject(s) - uniqueness , sampling (signal processing) , context (archaeology) , inverse problem , computer science , mathematics , mathematical analysis , geology , telecommunications , paleontology , detector

This paper addresses the problem of identifying impenetrable obstacles in a Kirchhoff-Love infinite plate from multistatic near-field data. The Linear Sampling Method is introduced in this context. We firstly prove a uniqueness result for such an inverse problem. We secondly provide the classical theoretical foundation of the Linear Sampling Method. We lastly show the feasibility of the method with the help of numerical experiments.

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