湍流
施密特数
传质
机械
统计物理学
材料科学
热力学
物理
雷诺数
作者
Kazuhiko Suga,Masaaki Kubo
标识
DOI:10.1016/j.ijheatmasstransfer.2010.03.033
摘要
Abstract In order to provide a practical strategy for solving mass transfer fields across air–water interfaces, an extended version of the analytical wall-function (AWF) is presented. (This wall-function is designed for Reynolds averaged Navier Stokes simulations.) By considering exact near-surface limiting profiles of turbulence quantities such as the eddy viscosity and the turbulent scalar flux, the prescribed turbulent diffusivity profile, which is a core assumption of the AWF, is modelled to have the correct limiting behaviour. The resultant AWF performs well to predict surface mass transfer rates and turbulent concentration fields across undeformable air–water interfaces at Schmidt numbers of 1 ⩽ Sc ⩽ 1000.
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