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气动噪声预测中非紧致格林函数的数值计算方法 被引量:3

Numerical Method for Aerodynamic Noise Prediction Using Exact Green’s Function
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摘要 采用声模拟理论预测非紧致结构与非定常流动相互作用诱发的气动噪声时,为考虑边界对声场的散射影响,需要应用非紧致格林函数。为此,发展了一种基于边界元思想的非紧致格林函数数值计算方法,该方法适用于任意外形结构,能直接计算非紧致格林函数及其偏导数。以二维圆柱边界为算例,采用理论解析方法推导了非紧致格林函数及其偏导数的正确表达式,并将数值计算方法结果与理论解析方法结果相比较,验证了数值方法的正确性。 The exact Green' s function needs to be employed when predicting the aerodynamic noise induced by the interaction between non-compact structure and unsteady flow using acoustic analogy theory. However, except for the very simple geometries, the exact Green's function has to be found numerically. Thus, a numerical method in virtue of Boundary Element Method was presented, with which the exact Green' s function and its spatial derivatives in frequency domain could be computed directly. Taking a two-dimensional cylinder as an example, the analytical expressions of the exact Green' s function and its spatial derivatives were deduced. And all the corresponding numerical results were in good agreement with the analytical ones, indicating that the proposed method was available for noise prediction.
出处 《噪声与振动控制》 CSCD 2013年第2期5-10,共6页 Noise and Vibration Control
基金 国家自然科学基金(基金编号:11002116)
关键词 声学 气动声学 非紧致格林函数 数值计算 声模拟理论 acoustics aerodynamic noise exact Green's function numerical method acoustic analogy
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参考文献9

  • 1Powell A. Aerodynamic noise and the plane boundary [J]. The Journal of the Acoustical Society of America, 1960, 32 (8): 982-990.
  • 2Ffowcs J E, Hall L H. Aerodynamic sound generation by turbulent flow in the vicinity of a scattering half plane [J]. Journal of Fluid Mechanics, 1970, 40(4): 657-670.
  • 3Golerfelt X, Perot F, Bailly C, Juve D. Flow-induced cylinder noise formulated as diffraction problem for lowMach numbers [J]. Journal of Sound and Vibration, 2005, 287: 129-151.
  • 4毛义军.低马赫数流动中声比拟理论的拓展及其应用研究[D].西安:西安交通大学能源与动力学院,2010,15-17.
  • 5Hu F Q, Guo Y P, Jones A D. On the computation and application of exact Green' s function in acoustic analogy [C]. 1 lth AIAA/CEAS Aeroacoustics Conference, Monterey, California, May 2005, on CD-ROM.
  • 6Jones A D, Hu F Q. An investigation of spectral collocation boundary element method for the computation of exact Green' s functions in acoustic analogy[C]. 12 th AIAA/ CEAS Aeroacoustics Conference, Cambridge, Massachusetts, May 2006, on CD-ROM.
  • 7Jones A D, Hu F Q. A three-dimensional time-domain boundary element method for the computation of exact Green' s functions in acoustic analogy[C]. 13 th AIAA/ CEAS Aeroacoustics Conference, Cambridge, Ma- ssachusetts, May 2007, on CD-ROM.
  • 8Takaishi T, Miyazawa M, Kato C. Computational method of evaluating noncompact sound based on vortex sound theory[J]. The Journal of Acoustical Society of America, 2007, 121:1353-1361.
  • 9Ffowcs Williams, J. E. and Hawkings, D. L. Sound generation by turbulence and surface in arbritary motion [C]. Proceedings of the royal society of London, series A, mathematics and physical sciences, 1969, 264: 321-342.

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同被引文献17

  • 1Lighthill M J. On sound generated aerodynamically[M]. I.General Theory. Proc. Roy. London Soc. 1952, 211A,1107: 564-587.
  • 2Ffowcs Williams J E, Hawkings D L. Sound generation byturbulence and surface in arbritary motion[J]. Proceedingsof the Royal Society of London, Series A, Mathematicsand Physical Sciences, 1969, 264: 321-342.
  • 3Farassat F, Jay H C. Towards an airframe noise predictionmethodology: Survey of current approaches[R]. AIAA Paper,2006-0210.
  • 4Curle N. The influence of solid boundaries upon aerodynamicsound[J]. Proceedings of the Royal Society ofLondon, Series A, Mathematics and Physical Sciences,1955, 231, 1187: 505-514.
  • 5Goldstein M E. Aeroacoustics[M]. New York: McGraw-Hill International Book Co., 1976.
  • 6Hu F Q, Hussaini Y H, Manthey J L. Low-dissipation andlow- dispersion Runge- Kutta schemes for computationalacoustics[J]. Journal of Computational Physics, 1996,124: 177-191.
  • 7Ffowcs Williams J E, Hall L H. Aerodynamic sound generationby turbulent flow in the vicinity of a scattering halfplane[J]. Journal of Fluid Mechanics. 1970, 40(4): 657-670.
  • 8Ali I, Escobar M, Kaltenbacher M, et al. Time domaincomputation of flow induced sound[J]. Computer & Fluids,2008, 37: 349- 359.
  • 9Mao Y, Qi D, Gu Y. Prediction of airfoil noise induced bylow Mach number flow[J]. Proc. ImechE, Part G, Journalof Aerospace Engineering, 2012, 226(5): 561-573.
  • 10Hu F Q, Guo Y P, and Jones A D. On the computationand application of exact greens function in acoustic analogy[C]. In 11th CEAS/AIAA Aeroacoustics Conference.Monterey, California, AIAA paper 2005- 2986, 2005.

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