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Topology Structure Stability and Global Stability Analysis of Hypersonic Wake Flow over Blunt body

机译:钝体上高超声速尾流的拓扑结构稳定性和整体稳定性分析

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The flow structural instabilities of base flow in hypersonic wake over blunt body are presented by using numerical simulation in this paper. M∞=6, Re=1.71E+6 (based on the nose radius) are calculated for sphere, blunt cone and Apollo command module. Stable solutions are obtained and there are a primary separation and a secondary separation zone in flow over sphere at M∞=6. Later, without any arbitrary disturbance imposed, the structural instability still occurs after a certain critical time. The evolving process of the structure of flow over sphere is a periodic behavior in the forepart, but there is non-periodic behavior observed at M∞=6 in spite of long calculation time. For blunt cone, the simulation result is similar to that of a sphere. For Apollo command module, the evolving process of the flow structure is a periodic behavior in the forepart, but it evolves into a non-periodic behavior after a critical time. In the case of sphere, the results by global stability theory, topology structure analysis and results of power spectrum are compared each other. The global stability analysis method can give a good prediction result. This study result indicates that the present numerical simulation method, topology structure and global stability analysis method can be used for the study of the stability of base flow and confirms that hypersonic flow at the base is also instability.
机译:通过数值模拟,给出了高超声速钝体基流的流动结构不稳定性。为球体,钝锥和Apollo命令模块计算M∞= 6,Re = 1.71E + 6(基于鼻部半径)。获得了稳定的解,并且在M∞= 6时流过球体时存在一个主分离区和一个辅助分离区。后来,在没有施加任何任意干扰的情况下,在一定的临界时间后仍会发生结构不稳定性。球面上流动结构的演变过程是前部的周期性行为,但尽管计算时间较长,但在M∞= 6处仍观察到非周期性行为。对于钝锥,仿真结果与球体相似。对于Apollo命令模块,流结构的演变过程是前部的周期性行为,但在关键时间后会演变成非周期性行为。对于球形,将全局稳定性理论的结果,拓扑结构分析的结果与功率谱的结果进行比较。全局稳定性分析方法可以给出良好的预测结果。研究结果表明,目前的数值模拟方法,拓扑结构和整体稳定性分析方法可用于研究基流的稳定性,并证实基部的超音速流也是不稳定的。

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