Gram-Schmidt在检测和估计中的新应用

L.D. Rankin, E. Kesler, T. Dyson
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引用次数: 0

摘要

一种新的方法来检测和估计方向信号入射到一个线性阵列的传感器使用阵列多项式的不同维度相关的统计独立波束由自适应Gram-Schmidt处理器输出。由这些多项式产生的零模式提供了检测入射信号数量和估计其到达角度所需的信息。基于观测到的光束对的零点相位差的L/sup /规范在检测过程中是至关重要的。蒙特卡罗实验结果将该方法与根MUSIC算法在白平稳噪声中对一个信号和两个紧密间隔信号的性能进行了比较。这些结果涵盖了两个信号的不同信噪比、快照数量和信号间隔。给出了多个强干扰器的单次试验结果。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
A novel use of Gram-Schmidt for detection and estimation
A novel approach to the detection and estimation of directional signals incident upon a linear array of sensors uses the diverse dimensions of the array polynomials associated with the statistically independent beams output by the adaptive Gram-Schmidt processor. Zero patterns generated by these polynomials provide the information necessary to detect the number of incident signals and estimate their angles of arrival. L/sup 2/ norms based on phase differences between zeros in observed pairs of beams are critical in the detection process. Monte-Carlo results compare the performance of the proposed method with that of the Root MUSIC algorithm for one signal and two closely spaced signals in white stationary noise. These results cover varying SNR, number of snapshots, and signal spacing for the two signals. Single trial results for multiple strong jammers are presented.<>
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