期刊文献+

时域混叠消除的空中声源激发水下声场的研究

Research on underwater acoustic field stimulated by airborne source based on aliasing elimination in time domain
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摘要 对空中声源激发水下声场的空间分布进行研究,从波动理论入手,针对FFP算法在低采样率可能出现的声压混叠现象,提出了一种基于时域局部窗口滤波的算法。该方法根据混叠区域附近声压值变化较剧烈的特点,通过设定参考值,对目标声压值进行合理预测。仿真结果表明:该算法能够有效的恢复混叠区域的声压值,同时对正常区域声压值予以保留。 Research is made on spatial distribution of underwater sound field stimulated by airborne source. Based on the wave theory and aiming at the sound pressure aliasing resulting from low sampling rate of FFP, a new algorithm with local window of time domain filtering is proposed. According to the dramatic sound pressure changes in aliasing area, the sound pressure value can be predicted reasonably by setting a threshold value. The simulation results show that this algorithm can restore aliasing regional pressure value and retain the normal sound pressure value.
出处 《激光与红外》 CAS CSCD 北大核心 2013年第2期208-212,共5页 Laser & Infrared
基金 国家部委基金项目(No.9140A03050111JB1103)资助
关键词 空中声源 快速场算法 混叠 airborne source FFP aliasing
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参考文献6

  • 1姚万军.基于波数积分的水声传播建模实现方法研究[J].应用声学,2008,27(4):288-293. 被引量:3
  • 2D M F. Chapman, P D Shaffer. The normal-mode theory of air-to-water sound transmission in the ocean [ J ]. J. A- coustic. Soc. Am, 1990,87:601 - 615.
  • 3Michael J. Buckingham Theory of sound propagation from a moving source in a three-layer pekeris waveguide [ J ]. J Acoust Soc Am,2006,120(4) : 1825 - 1840.
  • 4彭朝晖 李辉 王鲁军.空气中声源激发水下声场的近场深度分布[J].声学技术,2008,27(5):118-119.
  • 5李玲,闫守国.空气中声源激发声场的空间分布模型[J].声学技术,2009,28(2):283-286.
  • 6Franke S F, Swensongw. A brief tutorial on the fast field program(FFP) as applied to sound propagaton in the air [ J ]. Applied Acoustics, 1989,27 ( 3 ) :203 - 215.

二级参考文献7

  • 1Jensen F B, Kuperman W A, Porter M Bet al. Computational Ocean Acoustics. New York: AIP Press, 1993.
  • 2Kuperman W A, Schmidt H. Self-consistent perturbation approach to rough surface scattering in stratified elastic media, J. Acoust. Soc. Am., 1989, 86(2): 1511-1522.
  • 3Lu I T, Felsen L B. Adiabatic transforms for spectral analysis of weakly range-dependent shallow ocean Green's functions, J. Acoust. Soc. Am., 1987, 81(1): 897-911.
  • 4Seong W. Hybrid Galerkin boundary element wavenumber integration method for acoustic propagation in laterally inhomogeneous media. MIT, Cambridge, MA, 1991.
  • 5Goh J T, Schmidt H. A hybrid coupled wave-number integration approach to range-dependent seismoacoustic modeling. J. Acoust. Soc. Am., 1996, 100(3): 1409-1420.
  • 6DiNapoli F R, Deavenport R L. Theoretical and numerical Green's function solution in a plane layered medium, J. Acoust. Soc. Am. , 1980, 67 (1) : 92 - 105.
  • 7Porter M B. The Kraken Normal Mode Program. SACLANT Underwater Centre, 1995.

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