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Bearings-only multi-target tracking using an improved labeled multi-Bernoulli filter

机译:使用改进的标记多伯努利滤波器进行纯方位角多目标跟踪

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摘要

Most classical bearing-only target tracking algorithms model the measurement likelihood by one Gaussian distribution. The effectiveness of one Gaussian distribution model relies heavily an the accuracy of the predicted target position. However, due to the high nonlinearity of the bearing-only measurement, the predicted target position is mostly inaccurate before the target state observability is established. As a consequence, some classical nonlinear filters become not applicable for tracking bearing-only targets, especially when the measurements of multiple targets and clutter are present. The published bearings-only multiple-target tracking algorithms suffer from either the estimation inaccuracy or lack of track trajectories. Motivated by the problems mentioned above, we propose an improved labeled multi-Bernoulli filter for the goal of reducing estimation error under the premise that track trajectories are guaranteed. The proposed method divides the bearing measurement uncertainty into several measurement components that the measurement likelihood can be approximated by a Gaussian mixture. By assigning each track a unique label, the previous scan estimations and current scan measurements are associated and the track trajectories become available. Simulation results show that the proposed method considerably reduces estimation error. Further, various scenario parameters are investigated to validate the effectiveness of the proposed method. (C) 2018 Elsevier B.V. All rights reserved.
机译:大多数经典的纯方位目标跟踪算法都通过一种高斯分布对测量可能性进行建模。一个高斯分布模型的有效性在很大程度上取决于预测目标位置的准确性。但是,由于仅轴承测量的高度非线性,在建立目标状态可观察性之前,预测目标位置大多不准确。结果,一些经典的非线性滤波器变得不适用于跟踪仅轴承的目标,特别是当存在多个目标和杂波的测量时。公开的仅方位多目标跟踪算法遭受估计误差或缺少轨迹轨迹的困扰。基于上述问题,我们提出了一种改进的标记多伯努利滤波器,其目的是在保证轨迹轨迹的前提下减少估计误差。所提出的方法将轴承测量不确定度分为几个测量分量,可以通过高斯混合来近似测量似然度。通过为每个轨道分配唯一的标签,可以关联先前的扫描估计值和当前的扫描测量值,并且可以使用轨道轨迹。仿真结果表明,该方法大大降低了估计误差。此外,研究了各种场景参数以验证所提出方法的有效性。 (C)2018 Elsevier B.V.保留所有权利。

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