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Augmented state GM-PHD filter with registration errors for multi-target tracking by Doppler radars

机译:具有配准误差的增强状态GM-PHD滤波器,用于多普勒雷达的多目标跟踪

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摘要

For multi-sensor multi-target tracking, traditional association-based methods treat data association and registration separately. However, they actually affect each other. The probability hypothesis density (PHD) filter has the distinct advantage that it avoids the complicated data association. In this paper, we propose an augmented state Gaussian mixture PHD (GM-PHD) filter with registration errors for multi-target tracking by Doppler radars. First, we construct the linear Gaussian dynamics and measurement model of the augmented state, which is comprised of target states and sensor biases. Then, related equations are derived when the standard GM-PHD filter is applied to the augmented state system. To effectively utilize Doppler measurements in the augmented state GM-PHD, the sequential processing method is adopted, i.e., updating target states and sensor biases with polar measurements first; and then updating sequentially target states with Doppler measurements; finally, computing weights with both polar and Doppler measurements. Simulation results show that the proposed filter is effective, and it has more robust performance in dense clutter.
机译:对于多传感器多目标跟踪,传统的基于关联的方法分别处理数据关联和注册。但是,它们实际上相互影响。概率假设密度(PHD)过滤器具有避免复杂数据关联的独特优势。在本文中,我们提出了一种具有配准误差的增强态高斯混合PHD(GM-PHD)滤波器,用于多普勒雷达的多目标跟踪。首先,我们建立了增强状态的线性高斯动力学和测量模型,该模型由目标状态和传感器偏置组成。然后,当标准GM-PHD滤波器应用于增强状态系统时,可以导出相关方程。为了在增强状态GM-PHD中有效地利用多普勒测量,采用了顺序处理方法,即首先用极性测量更新目标状态和传感器偏置;然后用多普勒测量顺序更新目标状态;最后,用极地测量和多普勒测量计算权重。仿真结果表明,所提出的滤波器是有效的,并且在密集杂波中具有更鲁棒的性能。

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