湍流
涡流
多孔介质
磁导率
机械
多孔性
雷诺数
材料科学
雷诺应力
物理
复合材料
膜
化学
生物化学
作者
Kazuhiko Suga,Motoyasu Mori,Masayuki Kaneda
标识
DOI:10.1016/j.ijheatfluidflow.2011.02.016
摘要
In order to understand the effect of the wall permeability on the turbulent vortex structure near porous walls, based on PIV experimental data, a probability density analysis of fluctuating velocities, statistical quadrant and quadrant-hole analyses of the Reynolds shear stress are performed. The investigated flow fields are turbulent channel flows whose bottom walls are made of porous media. The porous media used are three kinds of foamed ceramics which have almost the same porosity (∼0.8) but different permeability. From the discussions on those analyses, a conceptual scenario of the development of the vortex structure near a permeable wall is proposed for a moderate permeability Reynolds number case. It explains the reason why the near-wall long streaky structure tends to vanish near a porous wall with increasing wall permeability.
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