采用直接数值模拟,在壁面沿展向速度调制的情况下,主动控制可压缩通道流动至M a b = 3

Q1 Mathematics
Marius Ruby, Holger Foysi
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引用次数: 2

摘要

在过去的几十年里,人们一直在追求主动湍流控制,努力获得一种改变的、能量上更有利的流动。在本文中,我们的重点是通过直接数值模拟的方法来研究一种有前途的方法,即通过诱导壁面向展向运动来减少湍流强度,从而减少摩擦阻力。这种方法将先前依赖于时间的振荡壁面运动转换为沿流方向具有规定波长的静态空间调制[48]。大多数与湍流控制有关的程序,包括目前的程序,已经压倒性地应用于不可压缩流动。这项工作的不同和新颖之处在于,这种控制方法适用于可压缩的,超音速通道流动的总体马赫数为Ma = 3。由于超音速流动中近壁面区域内粘度、密度和温度的显著变化,与螺线管流动条件相比,控制方法的影响发生了变化。通过创建不同马赫数/雷诺数和控制参数的数据集,可以了解振荡技术和物理机制在可压缩性影响下的有效性变化方式。结果表明,该控制方法能够有效地降低可压缩超声速流动的湍流度,从而获得较大的减阻量。可变属性效应甚至增强了整个研究参数集的这种行为。总的来说,与不可压缩的情况相比,马赫数较高的情况显示出更大的净功率节省。此外,我们观察到最佳波长随马赫数的增加而增加,这有助于指导这种控制方法的最佳实现。
本文章由计算机程序翻译,如有差异,请以英文原文为准。

Active control of compressible channel flow up to 
         
            M
            
               
                  a
               
               
                  b
               
            
            =
            3
          using direct numerical simulations with spanwise velocity modulation at the walls

Active control of compressible channel flow up to M a b = 3 using direct numerical simulations with spanwise velocity modulation at the walls

Active turbulence control has been pursued continuously for the last decades, striving for an altered, energetically more favorable flow. In this article, our focus is on a promising method inducing a spanwise wall movement in order to reduce turbulence intensity and hence friction drag, investigated by means of direct numerical simulation. This approach transforms a previously time dependent oscillatory wall motion into a static spatial modulation with prescribed wavelength in the streamwise direction [48]. Most procedures related to turbulence control including the present one have been overwhelmingly applied to incompressible flow. This work is different and novel to the effect, that this control method is applied to compressible, supersonic channel flow up to a bulk Mach number of M a = 3 . Due to substantial variations of viscosity, density, and temperature within the near-wall region in supersonic flow, the impact of the control method is altered compared to solenoidal flow conditions. By creating a data set of different Mach-/Reynolds numbers and control parameters, knowledge is gained in which way the effectiveness of oscillatory techniques and physical mechanisms change under the influence of compressibility. It is shown that the control method is able to effectively reduce turbulence levels and lead to large drag reduction levels in compressible supersonic flow. Variable property effects even enhance this behavior for the whole set of investigated parameters. Overall, the higher Mach number cases show a larger net power saving compared to the incompressible ones. Furthermore, we observe an increase of the optimum wavelength with increasing Mach number, which helps in guiding optimal implementations of such a control method.

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来源期刊
GAMM Mitteilungen
GAMM Mitteilungen Mathematics-Applied Mathematics
CiteScore
8.80
自引率
0.00%
发文量
23
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