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A random finite set approach for joint detection and tracking of multiple wideband sources using a distributed acoustic vector sensor array

机译:一种使用分布式声矢量传感器阵列联合检测和跟踪多个宽带源的随机有限集方法

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摘要

This paper considers the problem of tracking multiple wideband acoustic sources in three dimensional (3-D) space using a distributed acoustic vector sensor (AVS) array. Least square approaches have been proposed to fuse the DOA measurements and estimate the 3-D position. However, the performance of position estimation can be seriously degraded by inaccurate DOA estimates, and also multiple source localization is impossible unless the DOA estimates can be associated to each source correctly. In this paper, A random finite set (RFS) approach is developed to jointly detect and track multiple wideband acoustic sources. An RFS is able to characterize the randomness of the state process (i.e., the dynamics of source motion and the number of active sources) as well as the measurement process (i.e., source detections, false alarms and miss detections). Since deriving a closed-form solution does not exist for the multi-source probability density, a particle filtering approach is employed to arrive at a computationally tractable approximation of the RFS densities. Simulations in different tracking scenarios demonstrate the ability of the proposed approaches in multiple acoustic source detection and tracking.
机译:本文考虑了使用分布式声矢量传感器(AVS)阵列在三维(3-D)空间中跟踪多个宽带声源的问题。提出了最小二乘方法来融合DOA测量并估计3-D位置。但是,不正确的DOA估计会严重降低位置估计的性能,并且除非将DOA估计正确地关联到每个源,否则不可能进行多源定位。本文提出了一种随机有限集(RFS)方法,用于联合检测和跟踪多个宽带声源。 RFS能够表征状态过程的随机性(即,源运动的动态性和活动源的数量)以及测量过程的特征(即,源检测,错误警报和未命中检测)。由于不存在针对多源概率密度得出闭合形式的解,因此采用了粒子滤波方法来得出RFS密度的计算可处理的近似值。在不同跟踪场景中的仿真证明了所提出方法在多声源检测和跟踪中的能力。

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