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Noncircular waveforms exploitation for Radar Signal processing: Survey and study for agile radar waveform

机译:用于雷达信号处理的非圆形波形开发:敏捷雷达波形的调查和研究

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摘要

With new generation of Active Digital Radar Antenna, there is a renewal of waveform generation and processing approaches, and new strategies can be explored to optimize waveform design and waveform analysis and to benefit of all potential waveform diversity. Among these strategies, building and exploitation of the Noncircularity of waveforms is a promising issue. Up to the middle of the nineties, most of the signals encountered in practice are assumed to be second order (SO) circular (or proper), with a zero second correlation function. However, in numerous operational contexts such as in radio communications, the observed signals are either SO noncircular (or improper) or jointly SO noncircular with a particular signal to estimate, to detect or to demodulate, with some information contained in the second correlation function of the signals. Exploitation of this information in the processing of SO noncircular signals may generate dramatic gain in performance with respect to conventional processing and opens new perspective in signal processing. The purpose of this paper is to present a short overview of the interest of taking into account the potential SO noncircularity of the signals in signal processing and to describe the potential interest of SO noncircular waveforms for radar applications.
机译:随着新一代有源数字雷达天线的出现,波形产生和处理方法得到了更新,可以探索新的策略来优化波形设计和波形分析,并受益于所有潜在的波形多样性。在这些策略中,建立和利用波形的非圆度是一个有前途的问题。直到九十年代中期,实践中遇到的大多数信号都假定为二阶(SO)循环(或适当的),零相关函数为零。但是,在许多操作环境中,例如在无线电通信中,观察到的信号要么是非圆形的(或不正确的)信号,要么是与特定信号一起的非圆形的SO信号,以估计,检测或解调带有第二相关函数的某些信息。信号。在SO非圆形信号的处理中利用此信息可能会产生相对于常规处理而言的巨大性能提升,并为信号处理开辟新的前景。本文的目的是简要介绍在信号处理中考虑信号潜在的SO非圆形性的兴趣,并描述用于雷达应用的SO非圆形波形的潜在性。

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