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Sound Field Recording Using Distributed Microphones Based on Harmonic Analysis of Infinite Order

机译:基于无穷次谐波分析的分布式麦克风声场记录

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A sound field recording method based on spherical or circular harmonic analysis for arbitrary array geometry and directivity of microphones is proposed. In current methods based on harmonic analysis, a sound field is decomposed into harmonic functions with a center given in advance, which is called a global origin, and their coefficients are obtained up to a certain truncation order using microphone measurements. However, the accuracy of the reconstructed sound field depends on the predefined position of the global origin and the truncation order, which makes it difficult to apply this technique to an asymmetric array since the criterion to determine the position of the global origin and the truncation order is not obvious. We formulate an estimate of the harmonic coefficients on the basis of infinite-order analysis. This formulation enables us to estimate the harmonic coefficients at an arbitrary desired position independently of the position of the global origin without truncation errors. Numerical simulation results indicated that the proposed method makes it possible to avoid performance degradation caused by inappropriate setting of the global origin.
机译:提出了一种基于球形或圆形谐波分析的声场记录方法,用于任意阵列的几何形状和麦克风的指向性。在基于谐波分析的当前方法中,声场被分解成具有预先给定的中心的谐波函数,该中心被称为全局原点,并且使用麦克风测量直到一定的截断阶数获得它们的系数。但是,重建声场的精度取决于全局原点和截断顺序的预定位置,这使得很难将这种技术应用于非对称阵列,因为确定全局原点和截断顺序的位置的标准不明显。我们在无穷阶分析的基础上制定了谐波系数的估计值。该公式使我们能够估计任意所需位置上的谐波系数,而与全局原点的位置无关,而不会出现截断误差。数值模拟结果表明,所提出的方法可以避免由于不适当地设置全局原点而导致的性能下降。

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