An l1-regularized least squares algorithm for reconstructing step-frequency ground penetrating radar images

Henry C. Ogworonjo, John M. M. Anderson, M. Ndoye, L. Nguyen
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引用次数: 1

Abstract

Impulse-based ground penetrating radar (GPR) has been proposed as a way to detect landmines and improvised explosive devices (IEDs). However, a drawback of such radar systems is the difficulty in transmitting a signal with an arbitrary bandwidth and shape. Step-frequency GPR has been recognized as a way to precisely control the bandwidth and spectral shape of the transmitted pulse. In this paper, we extend a previously developed ℓ1-regularized least squares algorithm, which has been successfully applied to impulse-based GPR image reconstruction, to step-frequency GPR. We investigate the performance of the proposed algorithm using simulated step-frequency GPR data. The initial results are promising.
一种用于步进频率探地雷达图像重建的11 -正则化最小二乘算法
基于脉冲的探地雷达(GPR)已被提出作为一种探测地雷和简易爆炸装置(ied)的方法。然而,这种雷达系统的缺点是难以传输具有任意带宽和形状的信号。步进频率探地雷达被认为是一种精确控制发射脉冲带宽和频谱形状的方法。本文将一种已成功应用于脉冲探地雷达图像重建的正则化最小二乘算法推广到步进频率探地雷达中。我们使用模拟的步进频率GPR数据来研究该算法的性能。初步结果是有希望的。
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