前后台阶附近超声速湍流分离流的数学建模

I. Bedarev, N. Fedorova
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引用次数: 1

摘要

在激波/边界层相互作用下发生分离的湍流中,准确预测湍流的流动对于应用和理解边界层分离的物理特性非常重要。本文给出了M=2-5平面角形附近的稳态超声速湍流的计算结果。所有的计算都是在真实的物理实验条件下进行的。采用favre平均Navier-Stokes方程作为数学模型,并结合了双方程Wilcox湍流模型。时间离散采用了根据空间方向进行隐式分割的方法。它是通过标量扫描实现的。采用基于通量矢量分裂的tvd型格式逼近无粘通量导数。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Mathematical modelling of supersonic turbulent separated flows in the vicinity of forward- and backward-facing steps
The accurate prediction of turbulent flows where the separation occurs as a result of shock wave/boundary layer interaction, is very important for the applications as well for understanding the physics of boundary layer separation. In the paper the results of computations are presented for steady-state supersonic turbulent flows in the vicinity of the plane corner configurations at M=2-5. All the calculations were carried out in a condition of real physical experiments. The Favre-averaged Navier-Stokes equations were used as a mathematical model with turbulence incorporated using two-equation Wilcox turbulence model. The implicit scheme of splitting according to the space directions is used for the time discretization. It is realized by a scalar sweeps. The TVD-type schemes based on flux vector splitting are used to approximate the inviscid fluxes derivatives.
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