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Acoustical source mapping based on deconvolution approaches for circular microphone arrays

  • Elisabet Tiana Roig
  • , Finn Jacobsen

    Research output: Chapter in Book/Report/Conference proceedingArticle in proceedingsResearchpeer-review

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    Abstract

    Recently, the aeroacoustic community has examined various methods based on deconvolution to improve the visualization of acoustic fields scanned with planar arrays of microphones. These methods are based on the assumption that the beamforming map in an observation plane parallel to the array can be approximated by a convolution of the actual sources and the beamformer’s point spread-function, i.e., the beamformer’s response to a point source. By deconvolving the resulting map, the resolution is improved and the side-lobes effect is reduced or even eliminated compared to conventional beamforming. Even though these methods are originally designed for planar sparse arrays, they can be adapted to uniform circular arrays for mapping the sound over 360º. Such geometry has the advantage that the beamforming response has always the same shape around the focusing direction, or in other words, that the beamformer’s point-spread function is shift-invariant, which makes it possible to apply spectral procedures on the entire region of interest so that the deconvolution algorithm becomes computationally more efficient. This investigation examines the matter by means of computer simulations and experimental measurements.
    Original languageEnglish
    Title of host publicationINTER-NOISE 2011 Proceedings
    Publication date2011
    Publication statusPublished - 2011
    EventINTER-NOISE 2011 : 40th International Congress and Exposition on Noise Control Engineering - Osaka, Japan
    Duration: 4 Sept 20117 Sept 2011
    Conference number: 40

    Conference

    ConferenceINTER-NOISE 2011 : 40th International Congress and Exposition on Noise Control Engineering
    Number40
    Country/TerritoryJapan
    CityOsaka
    Period04/09/201107/09/2011

    Keywords

    • Deconvolution methods
    • Beamforming
    • Uniform circular arrays

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