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Regularized finite-order finite-rank covariance matrix approximation for adaptive beamforming in oversampled 2D HF antenna arrays

机译:正则化有限公单有限级协方差矩阵矩阵用于过采样2D HF天线阵列中的自适应波束形成

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This paper proposes a multi-channel adaptive array spatial covariance matrix estimation technique in which the covariance is modeled as consisting of two complementary components. The first component has finite rank and is meant to capture the low-rank components of the external interference environment. The second component has full rank and corresponds to external noise, but is modeled by a low-order parametric model. In isolation both of these covariance models require relatively low training sample support, comparable to the rank or order. The main goal of this paper is to demonstrate that these covariance modeling methods can be applied together as a finite-order finite-rank (FOFR) covariance estimate. This estimate can be used to perform efficient low-loss adaptive beamforming for two-dimensional spatially oversampled high-frequency over-the-horizon radar receive arrays consisting of a large number of sensor elements and limited training sample support.
机译:本文提出了一种多通道自适应阵列空间协方差矩阵估计技术,其中协方差被建模为由两个互补组件组成。第一个组件具有有限级别,并旨在捕获外部干扰环境的低级别分量。第二个组件具有完整等级并对应于外部噪声,但是由低阶参数模型建模。在隔离方面,这两种协方差都需要相对较低的训练样本支持,与等级或订单相当。本文的主要目标是证明这些协方差建模方法可以作为有限公单的有限级(FOFR)协方差估计。该估计可用于对二维空间过采样的高频过度范围内雷达进行有效的低损耗自适应波束形成接收阵列,包括大量传感器元件和有限的训练样本支持。

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