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Influence of pressure gradients and Reynolds number on wall-pressure wavenumber-frequency spectra

机译:压力梯度和雷诺数对壁压波数-频谱的影响

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The aim of this study is to provide a better understanding of the effects of a pressure gradient on the wall pressure beneath an equilibrium turbulent boundary layer. In particular, the effects on the aerodynamic part and on the flow noise are investigated. Excitation of the walls of a vehicle by turbulent boundary layers indeed constitutes a major source of interior noise in the field of transport industry. It is necessary to take into account the presence of a pressure gradient to represent the effect of the curvature of the walls, e.g. for the cockpit of an airplane. To this aim, simulations of turbulent boundary layers in presence of adverse and favorable pressure gradients are carried out using direct noise computation by solving the compressible Navier-Stokes equations. This method provides both the aeroacoustic contribution and the hydrodynamic wall-pressure fluctuations, which are responsible for the vibro-acoustic response of a panel. Results show that an adverse pressure gradient leads to higher levels of the direct acoustic emissions whereas lower levels are obtained in presence of a favorable pressure gradient. The study of the autospectra of the wall pressure fluctuations for the different gradients cases yield to the same hierarchy of levels. We further observed that these effects are amplified with the increase in the intensity of the gradient. First results for a high-Reynolds-number zero-pressure-gradient turbulent boundary layer are reported to figure out the influence of the Reynolds number in our numerical analyses.
机译:这项研究的目的是为了更好地理解压力梯度对平衡湍流边界层下方壁压力的影响。特别是研究了对空气动力学部件和流动噪声的影响。湍流边界层对车辆壁的激励确实构成了运输工业领域内部噪音的主要来源。必须考虑压力梯度的存在,以表示壁的曲率的影响,例如壁的弯曲。飞机的驾驶舱。为此,通过求解可压缩的Navier-Stokes方程,使用直接噪声计算对存在不利压力梯度和有利压力梯度的湍流边界层进行了模拟。该方法同时提供了空气声的贡献和流体动力的壁压波动,这是面板的振动声响应的原因。结果表明,不利的压力梯度会导致直接声发射的较高水平,而在存在有利的压力梯度的情况下会获得较低的水平。对不同梯度情况下壁压力波动的自动谱的研究得出了相同的层级。我们进一步观察到,随着梯度强度的增加,这些影响会进一步放大。据报道,高雷诺数零压力梯度湍流边界层的初步结果是在我们的数值分析中找出雷诺数的影响。

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