基于逆Radon变换的多分量微多普勒参数估计算法的理论分析

Shrikant Sharma, A. Girish, Nikhar P. Rakhashia, V. Gadre, Shaan ul Haque, Aseer Ansari, R. B. Pachori, P. Radhakrishna, Peeyush Sahay
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引用次数: 0

摘要

本文对一种基于逆氡变换的微多普勒参数估计算法进行了理论分析。对于多分量微多普勒信号,该算法没有给出有效消除估计微多普勒分量所需丢弃的频率项个数的数学表达式。因此,我们首先推导出频率项数的表达式,通过利用标准贝塞尔函数特性,将其设置为零,以便有效地消除估计的微多普勒分量。我们通过多达三个目标的模拟来验证我们的结果,即使在存在噪声的情况下。我们还分析了算法在两个目标参数接近时的极限性能。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Theoretical Analysis of an Inverse Radon Transform Based Multicomponent Micro-Doppler Parameter Estimation Algorithm
In this paper, we perform a theoretical analysis of an inverse Radon transform-based micro-Doppler parameter es-timation algorithm. For a multicomponent micro-Doppler signal, no mathematical expression was proposed in this algorithm to find the number of frequency terms to be dropped for efficient elimination of estimated micro-Doppler components. Hence, we first derive an expression for the number of frequency terms to set to zero for efficient elimination of estimated micro-Doppler components by exploiting standard Bessel function properties. We verify our result through simulations with up to three targets, even in the presence of noise. We also provide an analysis of the limiting performance of the algorithm for two targets as the parameters are made close to each other.
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