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首页> 外文期刊>IEEE systems journal >Acoustic DOA Estimation: An Approximate Maximum Likelihood Approach
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Acoustic DOA Estimation: An Approximate Maximum Likelihood Approach

机译:声学DOA估计:近似最大似然法

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摘要

In this paper, we study the approximate maximum likelihood (AML) algorithm that estimates the direction of arrivals (DOA) of multiple acoustic sources. The AML algorithm yields the DOAs of multiple sources by enabling an alternating projection procedure based on sequentially iterative search over the single-source parameter space. Through our evaluations on blind beamforming, we have been able to not only use a sensor array with the 2-D AML algorithm that estimates the azimuth angles for multiple sources in the far field of the array but also employ the 3-D AML algorithm that estimates the azimuth and elevation angles. To present a few justifying examples, we consider two acoustic sources and present Cramér–Rao bound (CRB) on the DOA estimation given by a 3-D array. Also, we adopt the concept of isotropic array that yields constant CRB on azimuth angles over the whole azimuth range and constant CRB on elevation angles over the whole elevation range. We have also shown by simulations and experimentally collected data that the 3-D AML algorithm exhibits superior source separation capability over its 2-D counterpart for multiple sources located at different azimuth and elevation angles.
机译:在本文中,我们研究了估计多个声源到达方向(DOA)的近似最大似然(AML)算法。 AML算法通过启用基于单个源参数空间上顺序迭代搜索的交替投影过程来产生多个源的DOA。通过对盲波束成形的评估,我们不仅能够将传感器阵列与2-D AML算法结合使用,该算法可以估计阵列远场中多个源的方位角,而且还可以采用3-D AML算法估计方位角和仰角。为了给出一些合理的例子,我们考虑了两个声源,并给出了由3-D阵列给出的DOA估计的Cramér-Rao界(CRB)。同样,我们采用各向同性阵列的概念,即在整个方位角范围内,方位角上的CRB恒定,而在整个仰角范围内,仰角上的CRB恒定。我们还通过仿真和实验收集的数据表明,对于位于不同方位角和仰角的多个源,3-D AML算法显示出优于其2-D对应的源分离能力。

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