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Computation of high Prandtl number turbulent thermal fields by the analytical wall-function

机译:通过解析壁函数计算高普朗特数湍流热场

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The extended version of the analytical wall-function (AWF) for rough wall turbulence by Suga et al. [K. Suga, T.J. Craft, H. Iaco-vides, An analytical wall-function for turbulent flows and heat transfer over rough walls. Int. J. Heat Fluid Flow 27 (2006) 852-866] is improved for high Prandtl number flows. The original AWF assumes a linear profile of turbulent viscosity near a wall though it is widely recognised that a theoretically correct cubic profile of the turbulent viscosity is essential for heat transfer of high Prandtl number flows. In order to predict thermal boundary layer of high Prandtl number fluid flows, the present approach thus employs a correct limiting profile of the turbulent viscosity in the analytical integration process. The presently proposed version of the AWF proves its good performance for predicting turbulent high Prandtl number thermal flows at Pr ≤ 4 × 10~4 for smooth wall cases, and at least at Pr ≤ 10 for rough wall cases.
机译:Suga等人针对粗糙壁湍流的分析壁函数(AWF)的扩展版本。 [K. T.J. Suga Craft,H。Iaco-vides,一种分析性壁函数,用于湍流和在粗糙壁上的热传递。诠释J.热流体流量27(2006)852-866]针对高Prandtl数流量进行了改进。最初的AWF假设壁附近的湍流粘度呈线性分布,尽管人们普遍认为,理论上正确的湍流粘度立方分布对于高Prandtl数流的传热至关重要。为了预测高普朗特数流体流动的热边界层,本方法因此在分析积分过程中采用了湍流粘度的正确极限轮廓。当前提出的AWF版本证明了其良好的性能,可用于预测光滑壁情况下的湍流高普朗特数热流,Pr≤4×10〜4,粗糙壁情况下至少在Pr≤10。

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