The problem of detecting and localizing 'thin' metallic scatterers from electromagnetic scattered field measurements is addressed. The scatterers are assumed to be infinitely long and a 2-dimensional mathematical model is adopted. According to the distributional approach, the problem is cast as the inversion of a linear integral operator acting on δ-distributions whose supports are representative of the scatterers' locations. The presence of a uniform grid of PEC (Perfect Electric Conductor) bars uniformly distributed around the investigation scene is shown to enhance the detection resolution when a single-frequency mono-static radar configuration is adopted. In this paper a numerical validation of this approach is presented.

Resolution enhancement in TSVD reconstructions by using passive grid

Cuccaro, Antonio;
2014-01-01

Abstract

The problem of detecting and localizing 'thin' metallic scatterers from electromagnetic scattered field measurements is addressed. The scatterers are assumed to be infinitely long and a 2-dimensional mathematical model is adopted. According to the distributional approach, the problem is cast as the inversion of a linear integral operator acting on δ-distributions whose supports are representative of the scatterers' locations. The presence of a uniform grid of PEC (Perfect Electric Conductor) bars uniformly distributed around the investigation scene is shown to enhance the detection resolution when a single-frequency mono-static radar configuration is adopted. In this paper a numerical validation of this approach is presented.
2014
Linear inverse scattering problem
singular value decomposition (SVD)
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Utilizza questo identificativo per citare o creare un link a questo documento: https://hdl.handle.net/20.500.11770/391021
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