Quantitative microwave imaging in Lp Banach spaces: A numerical assessment

A. Fedeli, M. Pastorino, A. Randazzo
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Abstract

A numerical assessment concerning the reconstruction capabilities of a recently proposed imaging measurement method working at microwave frequencies is proposed. The approach is based on the electric field integral equations of the inverse scattering problem, which are solved by using an iterative inexact-Newton method developed in Lp Banach spaces. Quantitative errors on the reconstruction of a canonical configuration are evaluated in different conditions. Accordingly, the effects of the choice of several parameters of the imaging configuration and operating conditions are discussed.
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定量微波成像在Lp巴拿赫空间:一个数值评估
对最近提出的一种微波频率成像测量方法的重建能力进行了数值评估。该方法基于逆散射问题的电场积分方程,利用Lp Banach空间中的迭代非精确牛顿法求解逆散射问题。评估了在不同条件下正则构型重构的定量误差。在此基础上,讨论了成像结构和操作条件等参数的选择对成像效果的影响。
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