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A new insight and improvement on deconvolution beamforming in spherical harmonics domain

机译:球形谐波域的解压缩波束形成的新洞察力与改进

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摘要

The existing deconvolution methods with spherical microphone arrays (SMAs) have not been implemented under a unified mathematical framework. In other words, they utilize different output expressions of spherical harmonics beamforming (SHB), which makes their application and popularization inconvenient. In this paper, the output of SHB is transformed into a special matrix form, which provides a unified mathematical framework for all existing deconvolution methods with SMAs. The point spread function (PSF) based deconvolution methods require two order truncations when computing PSFs. One is for the wavefield simulation, and the other is for SHB calculation. In previous works, the former is determined roughly according to the latter. In this paper, the effect of the wavefield simulation order truncation on the performance of deconvolution methods is disclosed. A convincing strategy to determine this order truncation is proposed. This work helps perfect deconvolution beamforming technology with SMAs. (C) 2020 Elsevier Ltd. All rights reserved.
机译:具有球形麦克风阵列(SMA)的现有解构方法尚未在统一的数学框架下实现。换句话说,它们利用了球形谐波波束形成(SHB)的不同输出表达,这使其应用和普及不方便。在本文中,SHB的输出变为特殊的矩阵形式,为所有现有的Deconvolution方法提供了统一的数学框架。基于点扩展功能(PSF)的解卷路方法在计算PSF时需要两个阶截短。一个是用于波场仿真,另一个用于SHB计算。在以前的作品中,前者根据后者大致确定。本文公开了对波场仿真顺序截断对去卷积方法性能的影响。提出了确定此订单截断的令人信服的策略。这项工作有助于具有SMA的完美Deconvolution波束成形技术。 (c)2020 elestvier有限公司保留所有权利。

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