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Compressibility effects on the transition to turbulence in a spatially developing plane free shear layer

机译:对空间显影平面自由剪切层中对湍流过渡的可压缩性效应

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The compressibility effects on the transition to turbulence in a spatially developing, compressible plane free shear layer are investigated via direct numerical simulation using a high-order discontinuous spectral element method for three different convective Mach numbers of 0.3, 0.5, and 0.7. The location of the laminar-turbulent transition zone is predicted by the analyses of vorticities, Reynolds stresses, and the turbulent dissipation rate. In the turbulence transition and self-similar turbulence regions, the effects of compressibility on the flow properties, such as the velocity autocorrelation function, integral time scale, momentum thickness, Reynolds stress, and turbulent kinetic energy budget, are investigated. The compressibility effects on the onset and length of the turbulence transition zone are studied based on the analyses of such flow properties. The mean velocity, momentum thickness, and Reynolds stress profiles compare well with published experimental data. Vorticity contours and iso-surface of the second invariant of velocity gradient tensor identify the characteristic of flow structures. The two-point correlation functions of velocity components, the one-dimensional (1D) spanwise energy spectrum, and the balance of the turbulent kinetic energy transport equation validate the domain size and resolution of the adopted grid for turbulence simulation. An increase in the convective Mach number leads to a reduction in the sizes of the largest-scale structures, resulting in a significant decrease in Reynolds stresses and turbulence production. The onset of turbulence transition and the location where the transition completes shift downstream, while the length of the transition zone increases with increasing convective Mach number.
机译:通过使用高阶不连续的光谱元件方法通过直接数值模拟来研究对空间显影中的湍流在空间显影中的湍流的可压缩性效应,这是三个不同的对流马赫数0.3,0.5和0.7的三种不同的对流马赫数。通过对涡流,雷诺应力和湍流耗散速率的分析来预测层湍流过渡区的位置。在湍流过渡和自相似的湍流区域中,研究了压缩性对流动性能的影响,例如速度自相关函数,积分时间尺度,动量厚度,雷诺应力和湍流动力量预算。基于这种流动性质的分析研究了对湍流过渡区的起始和长度的可压缩性效应。平均速度,动量厚度和雷诺应力分布与已发表的实验数据相比很好。速度梯度张量的第二不变量的涡度轮廓和ISO表面识别流动结构的特性。速度分量的两点相关函数,一维(1D)翼展能量谱,湍流动能传输方程的余额验证了采用网格的域尺寸和湍流模拟的域。对流马赫数的增加导致最大尺度结构的尺寸的降低,导致雷诺应力和湍流产生的显着降低。湍流过渡的发作和转变在下游改变移位的位置,而过渡区的长度随着对流马赫数的增加而增加。

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