Broadband and Tonal Noise of Flow Excited Cavities

J. Bruggeman, K. Looijmans, J. Golliard
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Abstract

Noise generation by low Mach number flow over a cavity is investigated. Prediction models for broadband noise and for tonal noise are compared with experimental data. The prediction model for broadband noise is based on the wavenumber-frequency spectrum of pressure fluctuations under a turbulent boundary layer. In the prediction method for tonal noise, the self-sustained flow oscillations in the cavity opening are represented by periodic shedding of discrete vortices. The shape of the frequency spectrum of the broadband noise data agrees with the prediction but the amplitude of the data is 20–25 dB higher than the predicted values. The Strouhal numbers for tonal noise are well predicted by the present model. It is shown that self-sustained oscillations occur in the experiment for conditions where linearized stability theory predicts that shear layer oscillations will not grow.
流动激发态腔的宽带噪声和调性噪声
研究了低马赫数流在空腔上产生的噪声。对宽带噪声和调性噪声的预测模型与实验数据进行了比较。宽带噪声的预测模型是基于湍流边界层下压力波动的波数-频谱。在音调噪声预测方法中,用离散涡的周期性脱落来表示腔口内的自持续流动振荡。宽带噪声数据的频谱形状与预测值一致,但数据幅值比预测值高20 ~ 25 dB。该模型可以很好地预测音调噪声的Strouhal数。结果表明,在线性化稳定性理论预测剪切层振荡不会增长的条件下,实验中出现了自持续振荡。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
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