Abstract

Underwater bearing-only multitarget tracking in clutter environment is challenging because of the measurement nonlinearity, range unobservability, and data association uncertainty. In terms of the principle of expectation maximization, combining the extended Kalman filter (EKF) and unscented Kalman filter algorithm(UKF), a new bearing-only multi-sensor multitarget tracking via probabilistic multiple hypothesis tracking(PMHT) algorithm is proposed. The PMHT algorithm introduces an association variable to deal with the data association uncertainty problem between the measurements and the targets. Furthermore, the EKF-based PMHT for multi-sensor multitarget system is simplified, which obviate the need to "stack" the synthetic measurements and can reduce the computation cost. The estimation accuracy of the EKF based on PMHT approach and UKF based on PMHT approach in simulation experiments for underwater bearing-only cross-moving targets and closely spaced targets for the case of stationary multiple observations and maneuvering single observation under dense clutter environment is analyzed. The experimental results demonstrate that the present algorithm is very well in a highly clutter environment and its computational load is low, which confirms the effectiveness of the algorithm to the bearing-only multitarget tracking in dense clutter.

Highlights

  • 西北工业大学学报 Journal of Northwestern Polytechnical University https: / / doi.org / 10.1051 / jnwpu / 20203820359

  • Underwater Bearing⁃Only Multitarget Tracking in Dense Clutter Environment Based on PMHT

  • The PMHT algorithm introduces an association variable to deal with the data association uncertainty problem between the measurements and the targets

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Summary

Introduction

西北工业大学学报 Journal of Northwestern Polytechnical University https: / / doi.org / 10.1051 / jnwpu / 20203820359 [ ( z􀭴m,s( t) - hs( x(mn+1)( t) ) ) 􀭾Rm,s( t) -1· 临很多挑战,如:量测严重非线性,目标状态不可观 测性及干扰造成的数据关联复杂性。 针对强干扰环 境下多传感器纯方位多目标跟踪问题,本文通过引 入目标和量测数据之间的关联变量来解决量测和目 标之间的数据模糊问题,提出了基于 EKF 平滑算法 和 UKF 平滑算法的多传感器纯方位 PMHT 算法。 仿真结果表明,强干扰环境下,对于多静止观测站和 机动单观测站跟踪情况,2 种算法都能较好地跟踪 多个交叉运动目标以及临近运动目标。

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