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UN-MUSIC and UN-CLE: an application of generalized correlation analysis to the estimation of the direction of arrival of signals in unknown correlated noise

机译:UN-MUSIC和UN-CLE:广义相关分析在未知相关噪声中信号到达方向估计中的应用

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摘要

A new approach is proposed for the consistent estimation of the directions of arrival (DOA) of signals in an unknown spatially-correlated noise environment. The signal and noise model used is based on the assumption that the data are received by two arrays well separated so that their noise outputs are uncorrelated. The generalized correlation decomposition of the cross-correlation matrix between the two arrays is then introduced. Of particular interest is the canonical correlation decomposition. The analysis of the generalized correlation leads to various interesting geometric and asymptotic properties of the eigenspace structure. Two algorithms, UN-MUSIC and UN-CLE, are developed to estimate the DOA of signals in unknown spatially correlated noise based on the utilization of these properties. Computer simulations show that these methods are superior in performance compared to conventional methods. Furthermore, it is demonstrated that the new methods are equally effective even when only one sensor array is employed.
机译:提出了一种新的方法,用于在未知的空间相关噪声环境中一致估计信号的到达方向(DOA)。所使用的信号和噪声模型基于以下假设:数据是由两个间隔良好的阵列接收的,因此它们的噪声输出是不相关的。然后介绍了两个阵列之间互相关矩阵的广义相关分解。特别感兴趣的是规范相关分解。广义相关性的分析导致本征空间结构的各种有趣的几何和渐近性质。开发了两种算法,即UN-MUSIC和UN-CLE,以基于这些特性的利用来估计未知空间相关噪声中信号的DOA。计算机仿真表明,与传统方法相比,这些方法的性能更高。此外,证明了即使仅采用一个传感器阵列,新方法也同样有效。

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