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Effect of pressure gradients on turbulent boundary layer vortical structures and wall-pressure fluctuations

机译:压力梯度对湍流边界层旋涡结构和壁面压力波动的影响

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The comprehension of the flow over a vehicle has become a topic of high concern for the transport industry. The pressure fluctuations beneath a turbulent boundary layer (TBL) are a source of excitation for the structure which radiates into vehicle and impairs the comfort of the passengers. The main vortices present in a turbulent boundary layer are hairpins structures which group into hairpin packets which seem to be playing a major role in TBL noise generation mechanisms. Their presence is demonstrated through instantaneous and statistical analyses of the velocity field extracted from the computation of a Mach 0.5 TBL on a flat plate performed using Large Eddy Simulation (LES) method. Therefore, a stochastic wall pressure model based on hairpin vortices is introduced to study the effect of streamwise pressure gradients on the wall-pressure wavenumber spectrum. The angle of individual hairpins as well as the mean velocity profile are implemented into the hairpin model as both these parameters are affected by pressure gradients. The model reveals that the angle of a single eddy influences the pressure field and spectrum in such way that the lower angle provides the higher levels. However, when implementing a superposition of several hairpins throughout the entire boundary layer thickness, high angle hairpins provide higher levels, meaning that adverse-pressure-gradient boundary layers provide the highest levels. This outcome is supported by results from LES computations of turbulent boundary layers subjected to both adverse and favorable pressure gradients.
机译:对车辆流动的理解已成为运输业高度关注的主题。湍流边界层(TBL)下方的压力波动是辐射到车辆中并损害乘客的舒适性的结构的激励源。湍流边界层中存在的主要涡流是发夹结构,该结构群体似乎在TBL噪声产生机制中发挥着重要作用。通过从使用大涡模拟(LES)方法执行的平板上的速度场的瞬时和统计分析来证明它们的存在。因此,引入了一种基于发夹涡流的随机壁压模型,研究了流动压力梯度对壁压波数谱的影响。随着这些参数的影响,各个发夹的角度以及平均速度曲线的角度在发夹模型中被实现为受压梯度的影响。该模型揭示了单个涡流的角度以这样的方式影响压力场和光谱,即较低角度提供更高的水平。然而,当在整个边界层厚度上实施多个发夹的叠加时,高角度发夹提供更高的水平,这意味着不利的压力梯度边界层提供最高水平。这种结果是由对不利和有利的压力梯度进行的湍流边界层的LES计算结果支持。

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