Unified Stochastic Reverberation Modeling

R. Badeau
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引用次数: 11

Abstract

In the field of room acoustics, it is well known that reverberation can be characterized statistically in a particular region of the time-frequency domain (after the transition time and above Schroeder's frequency). Since the 1950s, various formulas have been established, focusing on particular aspects of reverberation: exponential decay over time, correlations between frequencies, correlations between sensors at each frequency, and time-frequency distribution. In this paper, we introduce a new stochastic reverberation model, that permits us to retrieve all these well-known results within a common mathematical framework. To the best of our knowledge, this is the first time that such a unification work is presented. The benefits are multiple: several new formulas generalizing the classical results are established, that jointly characterize the spatial, temporal and spectral properties of late reverberation.
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统一随机混响模型
在室内声学领域,众所周知,混响可以在时频域的特定区域(在过渡时间之后,在施罗德频率之上)进行统计表征。自20世纪50年代以来,已经建立了各种公式,重点关注混响的特定方面:随时间的指数衰减,频率之间的相关性,每个频率的传感器之间的相关性以及时频分布。在本文中,我们引入了一个新的随机混响模型,使我们能够在一个共同的数学框架内检索所有这些众所周知的结果。据我们所知,这是第一次提出这样一个统一的工作。这样做的好处是多方面的:建立了几个推广经典结果的新公式,这些公式共同表征了晚混响的空间、时间和频谱特性。
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