高雷诺数的LES和DES,近尾迹控制下的超音速基流

J. Sivasubramanian, H. Fasel
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引用次数: 1

摘要

与超音速基流相关的阻力对导弹和弹丸等气动物体的设计至关重要。基阻力占总阻力的很大一部分,可以通过主动和被动的近尾流控制来减小。有证据表明,大型(湍流)相干结构在这些流中演化,并强烈影响平均流。因此,为了了解尾迹中相干结构的动力学以及流动控制机制如何改变这些结构,进行了数值模拟。我们使用亚利桑那大学开发的高阶精确研究代码,基于流动模拟方法(FSM)对雷诺数ReD = 100,000和马赫数M = 2.46进行了大涡模拟(LES)。研究了通过引入轴对称和三维扰动来改变近尾迹的流动控制机制,从而模拟了主动和被动流动控制。我们还使用分离涡模拟(DES)研究了雷诺数ReD = 3,300,000和马赫数M = 2.46的超音速基流。这些调查使用商用cfd代码Cobalt进行。此外,在相同雷诺数的情况下,我们还研究了后体船尾的被动流动控制。我们的结果与现有的实验数据进行了比较
本文章由计算机程序翻译,如有差异,请以英文原文为准。
LES and DES of High Reynolds Number, Supersonic Base Flows with Control of the Near Wake
The drag associated with supersonic base flows is of critical importance for the design of aerodynamic bodies, such as missiles and projectiles. The base drag which accounts for a significant part of the total drag may be reduced by means of active and passive control of the near wake. There is evidence that large (turbulent) coherent structures evolve in these flows and strongly influence the mean flow. Therefore, in order to understand the dynamics of coherent structures in the wake and how flow control mechanisms modify these structures, numerical simulations were conducted. We performed large-eddy simulations (LES) based on the flow simulation methodology (FSM) for a Reynolds number of ReD = 100,000 and Mach number M = 2.46 using a high-order accurate research code, which was developed at the University of Arizona. Flow control mechanisms that alter the near wake by introducing axisymmetric and three-dimensional perturbations, thus emulating active and passive flow control were investigated. We also studied supersonic base flows at Reynolds number ReD = 3,300,000 and Mach number M = 2.46 using detached-eddy simulations (DES). These investigations were performed using the commercial CFD-code Cobalt. In addition, for the same Reynolds number, we investigated passive flow control using afterbody boat-tailing. Our results are compared to available experimental data
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