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Sound radiation by supersonic unstable modes in hypersonic blunt cone boundary layers. II. Direct numerical simulation

机译:超声波钝锥边界层中超声不稳定模式的声辐射。 II。 直接数值模拟

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Supersonic modes, previously thought to be insignificant due to their smaller amplitude than Mack's traditional second mode, occur in hypersonic boundary layers when a disturbance travels supersonically with respect to the mean flow outside the boundary layer, causing outward-radiating acoustic waves. Very few previous studies perform Direct Numerical Simulation (DNS) of supersonic modes and instead rely on Linear Stability Theory (LST). This combined LST and DNS study investigates supersonic modes in Mach 5 flow over a blunt cold-wall cone. An LST analysis was performed in Paper I [C. P. Knisely and X. Zhong, "Sound radiation by supersonic unstable modes in hypersonic blunt cone boundary layers. I. Linear stability theory," Phys. Fluids 31, 024103 (2019)], whereas DNS is the focus of Paper II. The overall goal is to determine the mechanism of supersonic modes and the conditions under which they exist. Compared to previous pure LST studies, DNS provides the advantage of making fewer limiting assumptions and can resolve interactions between modes. The results here indicate the excitation of supersonic modes via modal interactions not resolved with LST, suggesting the inadequacy of pure LST analyses concerning supersonic modes. Unsteady DNS results verified supersonic modes in the flow with wall-to-free-stream temperature ratio T-w/T-infinity = 0.2, lending credence to the modes' physical existence. However in the case of T-w/T-infinity = 0.667, sound radiation was also found in DNS while LST predicted a stable supersonic mode. The mechanism for supersonic modes is attributed to a modal interaction between mode F1, mode S, and the slow acoustic spectrum. Therefore, it is necessary to perform combined LST and DNS studies of supersonic modes to reliably predict their presence and impact on transition to turbulence. Published under license by AIP Publishing.
机译:先前认为由于其较小的幅度而不是Mack的传统第二模式,超音速模式由于较小的幅度而发生,当干扰相对于边界层外部外部的平均流动时,在超声边界层中发生在超声边界层中,导致向外辐射声波。非常少数以前的研究执行超音速模式的直接数值模拟(DNS),而是依赖于线性稳定性理论(LST)。这种组合的LST和DNS研究研究了马赫5中的超音速模式在钝的冷壁锥上流。在纸上进行LST分析[C. P. Knisey和X. Zhong,“超声波钝锥边界层的超音速不稳定模式”声辐射“。I.线性稳定性理论,”物理“。流体31,024103(2019)],而DNS是纸张II的焦点。总体目标是确定超音速模式的机制以及它们存在的条件。与以前的纯LST研究相比,DNS提供了制造较少限制假设的优点,并可以解决模式之间的交互。这里的结果表明,通过LST不解决的模态相互作用,表明纯LST分析的不充分性的超声交互的激发。不稳定的DNS结果已验证了流量的超音速模式,具有壁到自由流温度比率T-W / T-Infinity = 0.2,贷款信用对模式的物理存在。然而,在T-W / T-Infinity = 0.667的情况下,DNS也发现了声辐射,而LST预测了稳定的超音速模式。超声波模式的机制归因于模式F1,模式S和慢声谱之间的模态交互。因此,有必要进行超声波模式的组合和DNS研究,以可靠地预测其对其对湍流过渡的存在和影响。通过AIP发布在许可证下发布。

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