Angle-Only, Range-Only and Multistatic Tracking Based on GM-PHD Filter

Dimitri Hamidi, Elad Kevelevitch, P. Arora, Rick Gentile, Vincent Pellissier
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Abstract

Multi-object detection and tracking with spatially distributed sensor networks are used in many applications across the domains of autonomous and surveillance systems. The sensors typically used in these systems often provide incomplete observations such as bistatic and angle- or range-only measurements, thus posing a challenge to the task of retrieving the targets and estimating their state. In this paper, we first present a new variant of a multi-sensor tracking algorithm based on the Gaussian-mixture probability hypothesis density (GM-PHD) filter. Next, we show how it can be applied on fusing incomplete observations. For tracking asynchronous range- and angle-only measurements, we leverage the well-known concepts of angle and range parametrization, respectively, to describe the adaptive target birth density based on the parameters of received observations. In the case of multistatic tracking, we propose parametrizing the birth density from target hypotheses, generated by statically fusing bistatic range measurements, using the M-best S-D assignment algorithm. We investigate the performance using challenging simulation scenarios and evaluate it with established tracking metrics. Our preliminary results demonstrate the effectiveness of the proposed algorithms. Furthermore, for range- and angle-only fusion, the more common use case of unsynchronized sensor measurements is supported. While many algorithms in the literature are tailored for a specific problem, we show that the proposed GM-PHD tracker is generic and can be potentially leveraged in a wide range of sensor fusion and tracking applications.
基于GM-PHD滤波器的单角度、单距离和多静态跟踪
基于空间分布式传感器网络的多目标检测和跟踪在自主和监视系统领域的许多应用中得到了应用。这些系统中通常使用的传感器通常提供不完整的观测,例如双基地和仅角度或距离测量,因此对检索目标和估计其状态的任务提出了挑战。本文首先提出了一种基于高斯混合概率假设密度(GM-PHD)滤波的多传感器跟踪算法的新变体。接下来,我们将展示如何将其应用于融合不完全观测。为了跟踪异步距离和角度测量,我们分别利用众所周知的角度和距离参数化概念来描述基于接收到的观测参数的自适应目标出生密度。在多基地跟踪的情况下,我们提出使用M-best S-D分配算法,从静态融合双基地距离测量产生的目标假设中参数化出生密度。我们使用具有挑战性的模拟场景研究性能,并使用已建立的跟踪指标对其进行评估。我们的初步结果证明了所提出算法的有效性。此外,对于仅距离和角度的融合,支持更常见的不同步传感器测量用例。虽然文献中的许多算法都是针对特定问题量身定制的,但我们表明,所提出的GM-PHD跟踪器是通用的,可以潜在地用于广泛的传感器融合和跟踪应用。
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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