A matrix clutter processor for agile beam radars

H. Urkowitz, H. Owen
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Abstract

The removal of ground clutter from a Doppler shifted radar echo is examined from a non-traditional point of view that is particularly apt for an agile beam radar and digital signal processing. The observation in such a radar is, for each range sample, a finite duration sequence of complex envelope values. Thus, the observation is a complex vector. Clutter removal is the act of operating upon the observation vector to produce another vector that has its clutter component eliminated or substantially reduced. The operation is a matrix transformation that is, essentially, the inverse of the covariance matrix of the interference-noise plus clutter. The resulting vector is then applied to a bank of Doppler processes to produce: (a) test statistics for target detection; (b) spectral analysis to get the spectral moments of meteorological echo. The matrix processing approach removes the necessity for such things as initialization of the clutter filter. Spectral analysis is emphasized. The frequency response, clutter attenuation, and clutter improvement factor are defined in view of the matrix processing approach. In addition, the bias to be expected because of the clutter and its removal are analyzed and graphs are presented showing the bias to be expected for various spectral widths of clutter versus the frequency "notch" width of the matrix processor.
敏捷波束雷达的矩阵杂波处理器
从非传统的角度研究了多普勒频移雷达回波中地杂波的去除,特别适合于敏捷波束雷达和数字信号处理。这种雷达的观测是,对于每个距离样本,复杂包络值的有限持续时间序列。因此,观测值是一个复向量。杂波去除是对观测矢量进行操作以产生另一个矢量的行为,该矢量的杂波成分被消除或大大减少。该操作是一个矩阵变换,本质上是干涉噪声加杂波的协方差矩阵的逆。然后将得到的矢量应用于一组多普勒过程以产生:(a)用于目标检测的测试统计量;(b)光谱分析,得到气象回波的光谱矩。矩阵处理方法消除了诸如杂波滤波器初始化等事情的必要性。强调光谱分析。根据矩阵处理方法,定义了频率响应、杂波衰减和杂波改善因子。此外,还分析了杂波及其去除所导致的预期偏置,并给出了各种杂波谱宽与矩阵处理器的频率陷波宽度之间的预期偏置图。
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