Adaptive Multiple Snapshot Beamforming for the Rejection of Non Stationary and Coherent Interferers

Dan Madurashinghe
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引用次数: 4

Abstract

In beamforming applications, the degrees of freedom or the maximum number of signals allowed in the system, is an important number that will decide the number of sensors and hardware components required to achieve the desired performance. A flexible algorithm that allows us to control this number depenhng on the environment in which it operates is presented. The maximum degrees of freedom for an N element array is N - 1 for the incoherent case and (N-l)/2 for the fully coherent case. The most noticeable feature in this algorithm is that it can be implemented in real time since the updating of the weight equation involves only a rank one update each time a new snapshot arrives.
用于抑制非平稳和相干干扰的自适应多快照波束形成
在波束成形应用中,自由度或系统中允许的最大信号数是一个重要的数字,它将决定实现所需性能所需的传感器和硬件组件的数量。提出了一种灵活的算法,允许我们根据其运行的环境来控制这个数字。在非相干情况下,N元素阵列的最大自由度为N- 1,在完全相干情况下,自由度为(N- 1)/2。该算法最显著的特点是它可以实时实现,因为每次新快照到达时,权重方程的更新只涉及第一个更新。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
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