基于多雷达测量的递推LMMSE序列融合目标跟踪

Donglin Zhang, Z. Duan
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引用次数: 1

摘要

通过简单地叠加所有转换后的测量值,将单雷达的递归LMMSE(线性最小均方误差)滤波扩展到多雷达集中融合的情况。为了进一步提高LMMSE集中融合的性能,[1]将来自多个雷达的所有标量测量值逐维排序,然后将这些测量值重新组合进行LMMSE滤波。然而,由于集中式融合的固有缺点,在实际应用中存在潜在的局限性。为了避免创新协方差的逆运算,本文首先通过等价变换建立了递归LMMSE滤波器的信息过滤形式。然后,根据信息滤波器,提出了一种递归LMMSE序列融合算法。顺序融合在理论上是最优的,因为它相当于LMMSE集中融合。数值算例表明,复合多雷达测量值的递推LMMSE序列融合具有较好的估计精度。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Recursive LMMSE Sequential Fusion with Multi-Radar Measurements for Target Tracking
By simply stacking all converted measurements, recursive LMMSE (linear minimum mean square error) filtering for a single radar has been extended to the case of centralized fusion with multiple radars. To further improve the performance of the LMMSE centralized fusion, [1] ranks all scalar measurements from multiple radars dimension by dimension, and then recombines these measurements for LMMSE filtering. However, due to the inherent shortcomings of centralized fusion, they have potential limitations in practical application. In this paper, we first develop an information filtering form of the recursive LMMSE filter by equivalent transformation, to avoid the inverse operation of innovation covariance. Then, a recursive LMMSE sequential fusion with multi-radar measurements is presented depending on the information filter. The sequential fusion is theoretically optimal in the sense that it is equivalent to the LMMSE centralized fusion. Numerical examples show that the recursive LMMSE sequential fusion with recombined multi-radar measurements performs better in terms of estimation accuracy.
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