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首页> 外文期刊>Journal Of Theoretical And Applied Mechanics >Effect of a Convective Boundary Condition on Boundary Layer Slip Flow and Heat Transfer Over a Stretching Sheet in View of the Exact Solution
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Effect of a Convective Boundary Condition on Boundary Layer Slip Flow and Heat Transfer Over a Stretching Sheet in View of the Exact Solution

机译:鉴于精确解,对流边界条件对边界层滑流和拉伸片上的传热的影响

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The exact solutions of a nonlinear differential equations system, describing the boundary layer flow over a stretching sheet with a convective boundary condition and a slip effect have been obtained in this paper. This problem has been numerically solved by using the shooting method in literature. The aim of the current paper is to check the accuracy of these published numerical results. This goal has been achieved via first obtaining the exact solutions of the governing nonlinear differential equations and then, by comparing them with the approximate numerical results reported in literature. The effects of the physical parameters on the flow field and the temperature distribution have been re-investigated through the new exact solutions. The main advantage of the current paper is the simple computational approach that has been introduced to analyze exactly the present physical problem. This simple analytical approach can be further applied to investigate similar problems. Although no remarkable differences have been detected between the current figures and those obtained in literature, the authors believe that if some numerical calculations were available for the fluid velocity and the temperature in literature then the convergence criteria and the accuracy of the shooting method used in Ref. [15] can be validated in view of the current exact expressions.
机译:本文获得了非线性微分方程系统的精确解,该解描述了具有对流边界条件和滑移效应的拉伸板上边界层的流动。通过使用文献中的射击方法已经在数值上解决了这个问题。本文的目的是检查这些公开数值结果的准确性。通过首先获得控制非线性微分方程的精确解,然后将其与文献中报道的近似数值结果进行比较,可以实现该目标。通过新的精确解重新研究了物理参数对流场和温度分布的影响。当前论文的主要优点是已经引入了简单的计算方法来精确地分析当前的物理问题。这种简单的分析方法可以进一步应用于研究类似问题。尽管目前的数据与文献中的数据之间没有发现显着差异,但作者认为,如果可以对文献中的流体速度和温度进行一些数值计算,则参考文献中使用的收敛标准和射击方法的准确性。可以根据当前的精确表达式来验证[15]。

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