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Numerical study of unstable wave trains in a hypersonic cone boundary layer and comparison with experiments

机译:超声锥边界层中不稳定波列的数值研究及实验比较

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Direct numerical simulations of three-dimensional artificially induced unstable wave trains propagating in a boundary layer over a 7° half-angle sharp cone at the freestream Mach number 5.92 are carried out. This numerical study simulates the experiments on boundary layer stability performed at ITAM SB RAS, Novosibirsk on a cone at zero angle of attack using artificial disturbances induced by a periodic electric glow discharge actuator. The actuator constitutes a point-like source on the wall and generates wave trains, that evolve downstream and excite first-mode instabilities. These experiments are simulated herein using numerical solution of Navier-Stokes equations with the in-house HSFlow solver implementing an implicit finite-volume shock-capturing method of second-order approximation. The computed disturbances spectra are compared with experimental data and a good agreement is demonstrated. In particular, the simulated azimuthal wavenumber distributions capture the subtle effect of nonlinear interactions between fundamental and sub-harmonic disturbances.
机译:执行在FreeStream Mach编号5.92上在7°半角尖端的边界层中传播的三维人工诱导的不稳定波列的直接数值模拟。该数值研究模拟了在零攻角的ITAM Sb Ras,Novosibirsk上进行的边界层稳定性的实验,使用周期性电热辐射致动器引起的人工扰动。致动器构成墙壁上的点状源,并产生波列,从而发展下游和激发的第一模式不稳定性。本文使用Navier-Stokes方程的数值解决方案来模拟这些实验,其与内部HSFLOP求解器实现了二阶近似的隐含有限卷冲击捕获方法。计算的扰动光谱与实验数据进行比较,并证明了良好的一致性。特别地,模拟的方位角波数分布捕获基本和副谐波干扰之间的非线性相互作用的微妙效果。

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