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MINIMISING THE NUMBER OF MICROPHONES REQUIRED FOR CHARACTERISATION OF DISTRIBUTED SOURCE REGIONS

机译:最小化分布式源区表征所需的麦克风数

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The use of arrays of microphones to locate and characterise acoustic sources is becoming more commonplace. Beamforming algorithms are applied to the microphone outputs to focus the array at a point, or to scan an area or volume for sources. The number and position of the microphones in a beamforming array are determined only by the frequency range of interest and the required spatial resolution. However, these beamforming algorithms cannot yield realistic estimates of source strength when more than one source is present within the 'beam' of the array. If realistic estimates of source strength distribution are required, more advanced signal processing algorithms, such as the inverse method, are required. In these cases, it is accepted wisdom that the number of microphones must equal or exceed the number of sources present. For many potential applications of these inverse methods, the size and complexity of the source regions of interest can lead to the requirement for prohibitively large numbers of microphones. It is the purpose of this paper to demonstrate how, through reformulation of the inverse method, the requirements for the minimum number of microphones can be relaxed when certain assumptions can be made concerning the correlation structure of the source region.
机译:使用麦克风阵列定位和表征声源正在变得越来越普遍。波束成形算法应用于麦克风输出,以将阵列聚焦到一个点,或扫描源的区域或卷。波束形成阵列中的麦克风的数量和位置仅由频率范围和所需的空间分辨率确定。然而,当在阵列的“波束”中存在多于一个源时,这些波束成形算法不能产生源强度的现实估计。如果需要源强度分布的现实估计,则需要更高级的信号处理算法,例如逆方法。在这些情况下,接受智慧的智慧必须等于或超过存在的来源数量。对于这些逆方法的许多潜在应用,源地区的源区的大小和复杂性可能导致预定大量麦克风的要求。本文的目的是展示如何通过反向方法的重构方式,当可以在源区的相关结构方面进行某些假设时,可以放松对最小数量麦克风的要求。

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