物理
雷诺数
湍流
机械
叠加原理
绝热壁
缩放比例
耗散系统
经典力学
压缩性
马赫数
雷诺应力
边界层
消散
磁雷诺数
惯性参考系
对数
绝热过程
边界(拓扑)
雷诺分解
惯性
可压缩流
湍流模型
幂律
涡流
涡度
边值问题
雷诺方程
雷诺应力方程模型
直接数值模拟
长度刻度
作者
Ming Yu,Jiahui Qin,Pengxin Liu,Xianxu Yuan,Chun-Xiao Xu
标识
DOI:10.1017/jfm.2026.11563
摘要
In this paper, we investigate the influences of wall temperature on compressible turbulent boundary layers at free-stream Mach number 6.0 and moderate Reynolds numbers. The findings demonstrate that turbulent statistics, including the logarithmic scaling of Reynolds stresses in the overlap region, the presence of very-large-scale motions in the outer layer, and their superposition on near-wall turbulence, exhibit qualitative invariance across varying wall temperatures. However, the reduced scale separation between near-wall small-scale motions and outer-layer large-scale motions leads to a contraction in the vertical extent of Reynolds stresses adhering to the logarithmic law. Very-large-scale motions are attenuated in viscous units but intensified in global scalings due to the lower free-stream Reynolds number, following approximately the power law. Their superposition effects on near-wall turbulence, when weighted by density, show only weak dependence on wall temperature. Conversely, the modulation of near-wall velocity and temperature fluctuations by very-large-scale motions diminishes with decreasing wall temperature. Through detailed analysis of spanwise spectra in the outer region, a distinct inertial subrange obeying the classical $-5/3$ scaling law is identified, alongside a universal scaling over the dissipative range. These observations suggest that the mechanisms governing energy cascade processes and the associated small-scale turbulent fluctuations remain independent of wall temperature variations.
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