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Mixing Enhancement of Compressible Planar Mixing Layer Impinged by Oblique Shock Waves

机译:斜冲击波撞击可压缩平面混合层的混合增强

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摘要

This paper presents the mixing enhancements of a spatially developing M_c = 0.3 planar mixing layer interacting with an oblique shock wave by means of large-eddy simulation. The large-scale coherent vortices are found to be modulated by the oblique shock, which results in enhanced vorticity of the vortices. The thickness of the mixing layer impinged by oblique shock waves first decreases due to the increased compressibility effects of the shock wave, but then it increases and finally exceeds that of the shock-free mixing layer because of an accelerating growth rate larger than 0.05. The fluctuating levels of velocities and turbulent kinetic energy are strengthened in the shock-mixing-layer flows. The production term in the Reynolds stress transport equation dominates the increase of the transverse component of the Reynolds normal stresses, whereas the pressure-strain term decreases them and redistributes the energy to the streamwise component in shock-mixing layers, which then leads to the mixing enhancement between two streams. With the increase of shock wave strength, the thickness and mixing efficiency both increase in the shock-mixing layer. When the incident position of the shock wave moves upstream, the thickness of the shock-mixing layer increases much more and the mixing is realized faster. The present conclusions are helpful to further propose flow control strategy for mixing enhancement of supersonic flows.
机译:通过大涡模拟,提出了空间发展的M_c = 0.3平面混合层与倾斜冲击波相互作用的混合增强作用。发现大型相干涡旋受到斜向冲击的调制,这导致了涡旋的涡旋性增强。由于斜波的压缩效应增加,被斜向斜波撞击的混合层的厚度首先减小,然后由于加速生长速率大于0.05而增加并最终超过无缓震混合层的厚度。在冲击混合层流中,速度和湍动能的波动水平增强了。雷诺应力传递方程中的生产项主导了雷诺法向应力的横向分量的增加,而压力应变项减小了它们,并将能量重新分配给冲击混合层中的流向分量,从而导致混合两个流之间的增强。随着冲击波强度的增加,冲击混合层的厚度和混合效率均增加。当冲击波的入射位置向上游移动时,冲击混合层的厚度增加更多,并且混合更快地实现。本结论有助于进一步提出用于混合控制超声速流动的流量控制策略。

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  • 来源
    《Journal of propulsion and power》 |2015年第1期|156-169|共14页
  • 作者单位

    Tsinghua University, 100084 Beijing, People's Republic of China;

    Tsinghua University, 100084 Beijing, People's Republic of China;

    Tsinghua University, 100084 Beijing, People's Republic of China;

    Tsinghua University, 100084 Beijing, People's Republic of China;

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