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Article Dans Une Revue Inverse Problems Année : 2019

Inverse moving source problems in electrodynamics

Résumé

This paper is concerned with the uniqueness on two inverse moving source problems in electrody-namics with partial boundary data. We show that (1) if the temporal source function is compactly supported, then the spatial source profile function or the orbit function can be uniquely determined by the tangential trace of the electric field measured on part of a sphere; (2) if the temporal function is given by a Dirac distribution, then the impulsive time point and the source location can be uniquely determined at four receivers on a sphere.
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Dates et versions

hal-01958473 , version 1 (18-12-2018)

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Guanghui Hu, Yavar Kian, Peijun Li, Yue Zhao. Inverse moving source problems in electrodynamics. Inverse Problems, 2019, 35 (7), pp.075001. ⟨10.1088/1361-6420/ab1496⟩. ⟨hal-01958473⟩
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