Nonparametric Multitarget Data Association and Tracking for Multistatic Radars

S. Sruti;K. Giridhar
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Abstract

Multistatic radar systems provide better detection performance for stealth airborne platforms and are resilient to single-point failures. However, when multiple targets are present over the radar surveillance region, incorrect target associations to the measurements could create ghost targets. Computationally efficient and accurate de-ghosting and tracking multiple targets are critical tasks in real-time distributed radar systems. By exploiting the geometry of the measurement model in the association process, we propose a novel and efficient data association approach followed by a tracking algorithm in this work. It utilizes the time-of-arrival and bistatic Doppler frequency measurements of the targets with respect to different transmitter–receiver pairs to accurately determine and track the 3-D positions and velocities of the targets. The proposed approach is nonparametric as it does not need any assumption on the initial states or the number of targets and their motion models, but only uses the knowledge of the geometry of the terrestrial radar sensors. This nonparametric data association and tracking (NPDAT) algorithm is tested with multiple targets in two significant scenarios. First, all the targets are simultaneously present in the region, and then, targets arrive and depart the region based on a random arrival pattern. Our approach precisely tracks targets even during crossover and also tracks fast-maneuvering targets. This NPDAT algorithm is compared with popular existing methods and is shown to exhibit superior performance in estimation accuracy and maneuvering target tracking ability, even while enjoying a significantly lower time and implementation complexity.
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多基地雷达非参数多目标数据关联与跟踪
多基地雷达系统为隐身机载平台提供了更好的探测性能,并且具有抗单点故障的能力。然而,当多个目标出现在雷达监视区域时,与测量结果不正确的目标关联可能会产生幽灵目标。在实时分布式雷达系统中,计算高效、准确的去鬼影和多目标跟踪是关键任务。通过在关联过程中利用测量模型的几何特性,我们提出了一种新颖高效的数据关联方法和跟踪算法。它利用目标相对于不同收发对的到达时间和双基地多普勒频率测量来精确地确定和跟踪目标的三维位置和速度。该方法不需要对目标的初始状态、目标数量及其运动模型进行任何假设,只需要利用地面雷达传感器的几何知识,是一种非参数化的方法。该非参数数据关联与跟踪(NPDAT)算法在两种重要场景下进行了多目标测试。首先,所有目标同时存在于该区域,然后,目标以随机到达模式到达和离开该区域。我们的方法即使在交叉时也能精确跟踪目标,同时也能跟踪快速机动的目标。与现有常用的NPDAT算法相比,该算法在估计精度和机动目标跟踪能力方面表现出优异的性能,同时显著降低了时间和实现复杂度。
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