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Numerical analyses of turbulence structure in rectangular ducts with rough and smooth walls-applicability of simple analysis method using algebraic Reynolds stress model

机译:粗糙和光滑壁面矩形管道内湍流结构的数值分析-基于代数雷诺应力模型的简单分析方法的适用性

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摘要

A numerical analysis has been performed for fully developed turbulent flow in a rectangular duct with smooth and rough walls by using algebraic Reynolds stress model. The wall functions and the universal law of the wall, which are used as theboundary conditions of turbulent energy and dissipation, apply in the present analysis instead of taking shape of roughness element into account. Therefore, the roughness enters through the log law relating the velocity at the first grid point away fromthe wall with the friction velocity. Two kinds of turbulent flows are examined, i.e., one is the turbulent flow in a rectangular duct with two roughened facing walls and the other is that flow in a rectangular duct with longitudinal ridges located lowerand upper walls. These two kinds of calculated results are compared with experimental data each other. As for the comparison of rectangular duct with two roughened facing walls, the present calculated results show less distortion of streamwise velocitythan the experimental data. This discrepancy may be attributable to assumption of the uniform roughness wall in calculation and separated flow observed in the experiment. On the other hand, calculated results of rectangular duct with ridges show areasonable agreement in the streamwise velocity and the distributions of the Reynolds stresses. These examinations suggest the validity of the present method using the wall functions.
机译:通过使用代数雷诺应力模型,对具有光滑和粗糙壁的矩形管道中充分发展的湍流进行了数值分析。在本分析中,壁函数和壁的通用定律被用作湍流能量和耗散的边界条件,而不是考虑粗糙度元素的形状。因此,粗糙度通过对数定律进入,该对数定律将远离壁的第一网格点处的速度与摩擦速度相关联。检查了两种湍流,即一种是在具有两个粗糙表面壁的矩形管道中的湍流,另一种是在具有位于上下壁的纵向脊的矩形管道中的湍流。将这两种计算结果与实验数据相互比较。至于矩形管道与两个粗糙面墙的比较,目前的计算结果表明,与实验数据相比,流向速度的失真较小。这种差异可能归因于在计算中假定均匀的粗糙度壁和在实验中观察到的分离流动。另一方面,带有凸脊的矩形风管的计算结果表明,在流向速度和雷诺应力的分布上,合理的区域一致。这些检查表明使用壁函数的本方法的有效性。

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