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Numerical Signal Processing in Computational Aeroacoustics

机译:计算空气声学中的数值信号处理

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The paper presents a way of stochastic signal processing using results of the numerical modeling of turbulent noise. For this case a half-stochastic model based on Reynolds averaged Navier-Stokes (RANS) equations closed by k - ε turbulence model is used. The signal under analysis has a form of time changed stochastic fields of acoustic disturbances given as time series. For the purposes of the analysis a special code was developed. The time series give information about the intensity of acoustic radiation in the point given and spectral characteristics of this radiation. The code can evaluate the mean (mathematical expectation, dispersion) and spectral properties (autocorrelation, peak frequencies and width, spectra shape), filter signal from parasite oscillations generated by the imperfection of numerical algorithm. It is proved that mean spectrum width and peak frequencies in particular points of the computational domain are in an inverse proportion to the distance from the sourse of the acoustic radiation to the point.
机译:本文介绍了使用湍流噪声的数值模拟结果的随机信号处理方式。对于这种情况,使用基于Reynolds的半随机模型平均由K-ε湍流模型关闭的Navier-Stokes(RANS)方程。在分析中的信号具有随着时间序列给出的时断声扰动的随机区域。出于分析的目的,开发了一个特殊代码。时间序列提供有关声辐射强度的信息,并提供该辐射的光谱特性。该代码可以评估平均值(数学期望,色散)和光谱特性(自相关,峰值频率和宽度,光谱形状),来自数值算法的缺陷产生的寄生虫振荡的滤波信号。事实证明,计算结构域的特定点的平均光谱宽度和峰值频率与从声辐射的顺应性到该点的距离成反比。

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