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Driving Mechanisms of High-Speed Unsteady Spiked Body Flows, Part 2: Oscillation Mode

机译:高速非稳态尖峰体流的驱动机制,第2部分:振荡模式

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摘要

The driving mechanism of the unsteady flow mode oscillation, arising over spiked bodies, was analyzed by using computational fluid dynamics as a tool. Laminar, axisymmetric flow at Mach 6.00 and Reynolds number (based on the blunt-body diameter) of 0.13 x 10~4 was simulated by a spatially and temporally second-order-accurate finite volume method. The model geometry was a forward-facing cylinder of diameter D equipped with a spike of length L/D = 2.00. Verification and validation of the numerical method are followed by a detailed analysis of the numerical results. It was found that, apart from some minor modifications, the oscillation flow mode was driven by the energetic shear-layer hypothesis of Kenworthy (Kenworthy, M., "A Study of Unstable Axisymmetric Separation in High Speed Flows," Ph.D. Dissertation, Dept. of Aerospace and Ocean Engineering, Virginia Polytechnic Inst. and State Univ., Blacksburg, VA, 1978), a viscous phenomenon in nature.
机译:以计算流体动力学为工具,分析了在尖峰体上产生的非定常流态振荡的驱动机理。通过时空二阶精确有限体积法模拟了层流,马赫数为6.00时的轴对称流动和雷诺数(基于钝体直径)为0.13 x 10〜4。模型的几何形状是直径D的前向圆柱体,长为L / D = 2.00的尖峰。数值方法的验证和确认之后,将对数值结果进行详细分析。发现,除了一些小的修改外,振荡流动模式是由Kenworthy的高能剪切层假设所驱动的(Kenworthy,M。,“高速流动中不稳定的轴对称分离的研究”,博士学位论文)。 (弗吉尼亚理工学院和州立大学航空航天与海洋工程系,弗吉尼亚州布莱克斯堡,1978年),这是自然界中的粘性现象。

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