高分辨率测向和信号枚举的子空间稳定性

M. Kotanchek, J. Dzielski
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引用次数: 6

摘要

基于子空间的阵列信号处理方法(例如MUSIC, ESPRIT, GEESE等)隐式地要求将采样数据精确划分为信号和正交(“噪声”)子空间-本质上,准确估计到达阵列的独立信号的数量。信息论的枚举方法被提出以避免特别的标准。不幸的是,由于波前扩散、阵列单元耦合、流噪声、分布式声源等因素,用于信息理论方法的模型和假设往往不适用于水下环境。为了放宽枚举准则,我们利用了持久信号源的信号子空间的稳定性,并结合了阵列流形的先验知识。在常规信息理论标准失效的情况下,利用水中声纳数据证明了该方法的有效性。尽管利用模型有效性评估和子空间稳定性的方法可能有多种,但所提出的SSET(子空间稳定性利用跟踪器)方法由于计算需求相对较低而具有吸引力。从本质上讲,该方法涉及将多假设目标跟踪算法应用于由子空间DOA估计算法的矩阵移位实现而得到的复平面中潜在信号根的运动。由于相对较低的计算量和对噪声协方差结构的影响,SSET适合于实时水中实现。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Subspace stability in high resolution direction finding and signal enumeration
Subspace-based array signal processing methods (e.g. MUSIC, ESPRIT, GEESE, etc.) implicitly require an accurate partitioning of the sampled data into signal and orthogonal ("noise") subspaces-in essence, an accurate estimate of the number of independent signals arriving at the array. Information-theoretic enumeration approaches have been proposed to avoid ad hoc criteria. Unfortunately, the models and assumptions used for information-theoretic approaches are often not valid for underwater environments due to wavefront spreading, array element coupling, flow noise, distributed sources, etc. To relax the enumeration criteria, we exploit the stability of the signal subspace for persistent signal sources coupled with the a priori knowledge of the array manifold. In-water sonar data is used to demonstrate the effectiveness of this approach in situations where conventional information-theoretic criteria fail. Although a variety of formulations are possible which exploit the model validity assessment and subspace stability, the proposed SSET (Subspace Stability Exploitation Tracker) approach presented is attractive due to the relatively low computational demands. Essentially, the approach involves applying multiple hypothesis target tracking algorithms to the movement of potential signal roots in the complex plane derived from matrix-shifting implementations of subspace DOA estimation algorithms. Due to the relatively low computational demands and indifference to the noise covariance structure, SSET is appropriate for real-time in-water implementation.
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