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Compact Cramer-Rao bound expressions on directional covariance for DF of sources with unknown constant polarizations

机译:未知常数极化源的DF方向协方差的紧凑型Cramer-Rao约束表达式

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摘要

The Cramer-Rao Bound B/sub C/ on directional covariance routinely is used as a yardstick for assessing the performance of candidate direction-finding (DF) algorithms. Stoica and Nehorai (1989, 1990) and Yau and Bresler (see ibid., vol.40, no.5,p.1226, 1992) introduced compact formulae for B/sub C/ applicable to DF scenarios in which sources transmit signals having known polarizations. These formulae have proven quite useful in that they facilitate identification of performance limitations that otherwise would be difficult or impossible to obtain. This article presents compact formulae for B/sub C/ for DF scenarios in which n uncorrelated sources transmit signals having constant but unknown polarizations. Also it is shown that these formulae elucidate achievable DF performance for scenarios involving partially correlated sources.
机译:方向协方差的Cramer-Rao Bound B / sub C /通常用作评估候选测向(DF)算法性能的准绳。 Stoica和Nehorai(1989,1990)和Yau和Bresler(同上,第40卷,第5期,第1226页,1992年)引入了B / sub C /的紧凑公式,适用于DF场景,其中信号源发射具有已知的极化。这些公式已被证明非常有用,因为它们有助于识别性能限制,否则将很难或不可能获得这些限制。本文介绍了用于DF场景的B / sub C /的紧凑公式,其中n个不相关的信号源发送具有恒定但未知极化的信号。还表明,对于涉及部分相关源的方案,这些公式阐明了可实现的DF性能。

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