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Study of hypersonic boundary layer transition with different reynolds numbers

机译:不同雷诺数的高超声速边界层过渡研究

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Boundary layer transition is important for thermal protection and drag reduction in the design of hypersonic vehicles. A three-equation k-ω-γ model is applied in predicting a hypersonic flat plate transition with different Reynolds numbers. The transition onset advances with Reynolds number and the boundary thickness becomes thinner in the laminar zone before transition onset. The Mack modes dominate the hypersonic boundary layer transition. The first mode is viscous instability and the second mode is inviscid instability. The second mode distributes near the wall in the region Marel >1 and the value is larger than the first mode time scale in the laminar zone. The first and second mode time scale, non-turbulence viscosity and equivalent fluctuation kinetic both increase with Reynolds number increasing.
机译:边界层过渡对于高超声速飞行器设计中的热保护和减阻非常重要。将三方程k-ω-γ模型应用于预测具有不同雷诺数的高超声速平板转变。过渡开始随着雷诺数的增加而进行,并且过渡开始之前在层流区域中边界厚度变薄。麦克模式控制着高超音速边界层的过渡。第一种模式是粘性不稳定性,第二种模式是不粘性。第二模式分布在Marel> 1区域中的壁附近,并且该值大于层流区域中的第一模式时标。第一和第二模式时标,非湍流粘度和等效波动动力学都随雷诺数的增加而增加。

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