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Multiple wideband source detection and tracking using a distributed acoustic vector sensor array: A random finite set approach

机译:使用分布式声学矢量传感器阵列的多宽带源检测和跟踪:随机有限集方法

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摘要

In the past, distributed acoustic vector sensor (AVS) arrays have been employed to localize the source in a three dimensional space. Least-squares approaches were introduced to triangulate the source position by using the direction of arrival (DOA) measurements extracted at each AVS. However, such approaches: (1) cannot detect and localize multiple sources; and (2) can be seriously degraded due to inaccurate DOA estimates. In this paper, a practical scenario that the source existence and the number of sources are assumed to be unknown is considered. A random finite set (RFS) approach is developed to jointly detect and track multiple wideband acoustic sources. RFS is able to characterize the randomness of the state process (i.e., the source dynamics and the number of active sources) as well as the measurement process (i.e., DOA measurements generated by real sources and false alarms). Since the relationship between DOAs and source position is highly nonlinear, a particle filtering approach is employed to arrive at a computationally tractable approximation of the RFS densities. Simulations under different acoustic environments demonstrate the performance of the proposed approach and show a significant improvement on position estimation over the least squares approaches.
机译:过去,已采用分布式声矢量传感器(AVS)阵列将源定位在三维空间中。引入了最小二乘法,通过使用在每个AVS处提取的到达方向(DOA)测量来对源位置进行三角测量。但是,这样的方法:(1)无法检测和定位多个源; (2)由于DOA估算不正确而可能严重退化。在本文中,考虑了一个实际情况,即假设源的存在和源的数目未知。开发了一种随机有限集(RFS)方法来联合检测和跟踪多个宽带声源。 RFS能够表征状态过程(即源动态和活动源的数量)以及测量过程(即由真实源和错误警报生成的DOA测量)的随机性。由于DOA与源位置之间的关系是高度非线性的,因此采用了粒子滤波方法来得出RFS密度的计算可控近似值。在不同声学环境下的仿真证明了所提出方法的性能,并显示了与最小二乘法相比位置估计的显着改进。

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