湍流
雷诺数
Kε湍流模型
物理
机械
网格
湍流动能
K-omega湍流模型
雷诺应力方程模型
统计物理学
经典力学
流量(数学)
参数空间
湍流模型
流量控制(数据)
剪切流
航程(航空)
空格(标点符号)
雷诺分解
拉格朗日相干结构
雷诺应力
计算机科学
剪切(地质)
航空航天工程
明渠流量
流入
雷诺平均Navier-Stokes方程
比例(比率)
作者
R. Jason Hearst,Michael Hölling,Martín Obligado
标识
DOI:10.1146/annurev-fluid-112823-102956
摘要
Active turbulence grids have reshaped laboratory turbulence research by shifting experiments from passive generation toward controllable forcing. Originally introduced to extend the Reynolds number range of grid-generated turbulence, active grids enable systematic control of turbulence intensity, integral scales, and shear within a single setup. This capability expands the accessible parameter space and reframes the questions that can be addressed experimentally. In canonical flows, active grids permit high–Reynolds number investigations of turbulence scalings and controlled studies of turbulence interacting with walls and free shear flows. In multiphase and Lagrangian systems, they provide well-characterized conditions to probe clustering, settling, and interfacial transfer at previously unattainable Reynolds numbers. In engineering contexts, they enable reproducible coherent inflow structures, e.g., gusts. Together, these advances have expanded the experimental parameter space and changed how universality, forcing, and flow development are investigated in turbulent flows.
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