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This paper presents a novel approach to selecting the location of a constellation of multistatic RF sensors to optimize system detection and tracking. The method works by computing the posterior Cramér-Rao lower bound on localization error as a function of sensor positions, and then selecting sensor locations to minimize the bound. One important contribution of this study is the derivation of the bound for a non-Gaussian, nonlinear pixelated sensor model which includes transmit and receive beam patterns, direct path energy, and target impulse response. A second contribution is a report on the results of two field collections which illustrate the efficacy of the method.
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Chris Kreucher (2012) studied this question.
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