2010
DOI: 10.2478/v10168-010-0051-z
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Wave Generation by a Finite Baffle Array in Application to Beam-Forming Analysis

Abstract: Directional excitation of sound in an aperiodic finite baffle system is analyzed using a method developed earlier in electrostatics. The solution to the corresponding boundary value problem is obtained in the spatial-frequency domain. The acoustic pressure and normal particle velocity distribution in acoustic media can be easily computed by the inverse Fourier transform from their spatial spectra on the baffle plane. The presented method can be used for linear acoustic phased arrays modeling with finite elemen… Show more

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Cited by 4 publications
(4 citation statements)
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“…(2) is no longer applicable. In this case the results of the full-wave analysis of radiation and scattering problems for a periodic (Tasinkevych, Danicki, 2010;2011) or a finite (Tasinkevych, 2010) baffle system can be applied. The method is based on BIS-expansion (Blotekjaer et al, 1973) of the wave-field Bloch component series into the finite series of Legendre polynomials, which was successfully applied to solving electrostatic problems in the theory of surface acoustic wave transducers (Danicki, Tasinkevych, 2006), in the theory of elastic wave scattering by periodic cracks (Danicki, 2002) and in the theory of EM scattering by periodic structures (Tasinkevych, 2008;2009;2011).…”
Section: Resultsmentioning
confidence: 99%
“…(2) is no longer applicable. In this case the results of the full-wave analysis of radiation and scattering problems for a periodic (Tasinkevych, Danicki, 2010;2011) or a finite (Tasinkevych, 2010) baffle system can be applied. The method is based on BIS-expansion (Blotekjaer et al, 1973) of the wave-field Bloch component series into the finite series of Legendre polynomials, which was successfully applied to solving electrostatic problems in the theory of surface acoustic wave transducers (Danicki, Tasinkevych, 2006), in the theory of elastic wave scattering by periodic cracks (Danicki, 2002) and in the theory of EM scattering by periodic structures (Tasinkevych, 2008;2009;2011).…”
Section: Resultsmentioning
confidence: 99%
“…In order to account for the multi-element transmit aperture the proper modification of the MSTA method is required. To this end the results of the full-wave analysis of the radiation and scattering problem for a periodic (Tasinkevych, Danicki, 2010; Tasinkevych, Danicki, 2011) or a finite (Tasinkevych, 2010) baffle system can be applied for the purpose of modelling the directivity properties of the transmit aperture comprising several elements. The method is based on the BIS-expansion (Bloteker et al, 1973), which was successfully applied to solving electrostatic problems in the theory of surface acoustic wave transducers (Danicki, Tasinkevych, 2006), in the theory of elastic wave scattering by periodic cracks (Danicki, 2002) and in the theory of EM scattering by periodic structures (Tasinkevych, 2008;2009;2011).…”
Section: Discussionmentioning
confidence: 99%
“…In (Mechel, 1995) the effect of absorption in the near-field and reflection directivity in the far field were described. Sound pressure distribution of the reflected wave can also be computed by the inverse Fourier transform from their spatial spectra on the diffuser's plane, using a method developed in electrostatics (Tasinkevych, 2010).…”
Section: Effect Of Materials and Construction On The Sound Absorption mentioning
confidence: 99%