湍流
曲线坐标
湍流动能
机械
雷诺应力
边界层
物理
流入
Kε湍流模型
曲率
强度(物理)
坐标系
压力梯度
边界层厚度
流量(数学)
经典力学
几何学
边界(拓扑)
雷诺数
流动分离
寄生阻力
前沿
湍流模型
地质学
平面(几何)
边值问题
雷诺平均Navier-Stokes方程
K-omega湍流模型
平均流量
雷诺分解
作者
Fei Zhu,Jing-wei Jiang,Chun-Xiao Xu,Wei-Xi Huang
标识
DOI:10.1017/jfm.2025.10820
摘要
To investigate the characteristics of a turbulent boundary layer (TBL) over the curved edge of the bow of submarine technology program office (SUBOFF) model, wall-resolved large-eddy simulation is conducted at a Reynolds number of $\mathop {\textit{Re}}\nolimits _L = 1.1 \times {10^6}$ based on the model length and free-stream velocity. Instead of using a trip wire at the bow surface, turbulent inflow is added to the simulation to induce boundary layer transition. The effects of geometric curvature and inflow turbulence intensity (ITI) are examined. With a low ITI level, natural transition takes place at the rear end of the straight section. With higher ITI levels, turbulence emerges immediately and evolves gradually, following a strong favourable-pressure-gradient (FPG) region near the forehead, which is significantly influenced by the large streamwise curvature. Within the FPG region, the root mean square of the wall pressure fluctuation (WPF) decreases rapidly, with the frequency spectra of WPF exhibiting good scalability with outer variables. Moreover, higher turbulence intensity levels lead to larger skin friction, which is related to the development of the TBL. To elucidate the generation mechanism of skin friction, the dynamic decomposition is derived in the curvilinear coordinate system. The mean convection and streamwise pressure gradient make the largest contributions to the local skin friction. Furthermore, an analysis of the energy transfer process based on the Reynolds stress transport equations in the curvilinear coordinate system is presented, highlighting the significant impact of geometric effects, particularly on the production term.
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