CRB for active radar

Tarek Menni, É. Chaumette, P. Larzabal, J. Barbot
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引用次数: 9

Abstract

Provided that one keeps in mind the CRB limitations, that is, to become an overly optimistic lower bound when the observation conditions degrades, the CRB is a lower bound of great interest for radar system analysis and design in the asymptotic region. Even though there are many available CRB formulas for target parameters in the open literature, each CRB formula has been derived under particular radar modelling. Therefore, what is missing is a neat CRB formula valid independently of the radar modelling and its underlying approximations. The aim of this paper is to provide a general CRB closed-form valid for all possible diversities (temporal, spatial, code) in case of Gaussian circular deterministic observations, which describe accurately an active radar system.
主动雷达的CRB
如果考虑到CRB的局限性,即当观测条件退化时,CRB会成为一个过于乐观的下界,那么在渐近区域,CRB是雷达系统分析和设计非常感兴趣的下界。尽管在公开文献中有许多可用的目标参数的CRB公式,但每个CRB公式都是在特定的雷达建模下推导出来的。因此,缺少的是一个整洁的CRB公式,它独立于雷达建模及其潜在的近似值而有效。本文的目的是提供一种通用的CRB封闭形式,适用于所有可能的多样性(时间,空间,代码),在高斯圆形确定性观测的情况下,它准确地描述了主动雷达系统。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
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