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An analytical solution of turbulent boundary layer fluid flow over a flat plate at high Reynolds number

机译:高雷诺数在平板上湍流边界层流体流动的分析解

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摘要

This is an analytical investigation of turbulent boundary layer flow over a flat plate in the range of Reynolds number between 10(6) and 10(9). With the use of novel similarity variables, the governing partial differential equations are transformed to an ordinary differential equation with inconsistent coefficients and they are solved analytically via the optimal homotopy analysis method (OHAM). To achieve the convergence of analytical series solutions, residual errors have been calculated and minimized. In addition, the distribution of the velocity profile, friction coefficient and thickness of the boundary layer are calculated and compared with the pertained experimental results in the literature, where good agreements between them are observed. Based on the series solution, analytical expressions for the friction coefficient and the hydrodynamic boundary layer thicknesses were proposed and compared with previously existed expressions. It was shown that the proposed expressions are highly accurate for the high Reynolds number. (C) 2017 Elsevier B.V. All rights reserved.
机译:这是在10(6)和10(9)之间的雷诺数范围内湍流边界层流动的湍流边界层流动的分析研究。通过使用新的相似变量,控制部分微分方程被转换为具有不一致系数的常微分方程,并且通过最佳同型分析方法(OHAM)分析地解决。为了实现分析系列解决方案的收敛,已经计算了残余误差并最小化。另外,计算边界层的速度曲线,摩擦系数和厚度的分布,并将其与文献中的具有迄今为止的实验结果进行比较,其中观察到它们之间的良好协议。基于串联解决方案,提出了用于摩擦系数的分析表达和流体动力边界层厚度,并与先前存在的表达进行比较。结果表明,拟议表达对于高雷诺数是高度准确的。 (c)2017年Elsevier B.V.保留所有权利。

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