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Random matrix theory inspired passive bistatic radar detection with noisy reference signal

机译:随机矩阵理论启发了带有噪声参考信号的无源双基地雷达检测

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Traditional passive radar systems with a noisy reference signal use the cross-correlation statistic for detection. However, owing to the composite nature of this hypothesis testing problem, no claims can be made about the optimality of this detector. In this paper, we consider digital illuminators such that the transmitted signal in a processing interval is a weighted periodic summation of several identical pulses. The target reflectivity is assumed to change independently from one pulse to another within a processing interval. Inspired by random matrix theory, we propose a singular value decomposition (SVD) and Eigen detector for this model that significantly outperforms the conventional cross-correlation detector. We demonstrate this performance improvement through extensive numerical simulations across various surveillance and reference signal-to-noise ratio (SNR) regimes.
机译:具有噪声参考信号的传统无源雷达系统使用互相关统计量进行检测。但是,由于该假设检验问题的综合性质,因此无法对这种检测器的最佳性提出任何要求。在本文中,我们考虑了数字照明器,使得在一个处理间隔中传输的信号是几个相同脉冲的加权周期总和。假定目标反射率在一个处理间隔内从一个脉冲独立地变化到另一个脉冲。受随机矩阵理论的启发,我们为该模型提出了一种奇异值分解(SVD)和特征检测器,其性能明显优于传统的互相关检测器。我们通过在各种监视和参考信噪比(SNR)方案之间进行广泛的数值模拟,证明了这种性能的提高。

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