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Study of heat transfer and flow of nanofluid in permeable channel in the presence of magnetic field

机译:磁场作用下纳米流体在可渗透通道中的传热与流动研究

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摘要

In this paper, laminar fluid flow and heat transfer in channel with permeable walls in the presence of a transverse magnetic field is investigated. Least square method (LSM) for computing approximate solutions of nonlinear differential equations governing the problem. We have tried to show reliability and performance of the present method compared with the numerical method (Runge-Kutta fourth-rate) to solve this problem. The influence of the four dimensionless numbers: the Hartmann number, Reynolds number, Prandtl number and Eckert number on non-dimensional velocity and temperature profiles are considered. The results show analytical present method is very close to numerically method. In general, increasing the Reynolds and Hartman number is reduces the nanofluid flow velocity in the channel and the maximum amount of temperature increase and increasing the Prandtl and Eckert number will increase the maximum amount of theta.
机译:在本文中,研究了在横向磁场存在下具有可渗透壁的通道中层流的流动和传热问题。最小二乘法(LSM),用于计算控制该问题的非线性微分方程的近似解。我们试图通过数值方法(Runge-Kutta第四速率)来证明本方法的可靠性和性能,以解决该问题。考虑了四个无量纲数:Hartmann数,雷诺数,Prandtl数和Eckert数对无量纲速度和温度分布的影响。结果表明,目前的解析方法与数值方法非常接近。通常,增加雷诺数和哈特曼数会降低通道中的纳米流体流速,并且最大的温度增加量以及增加的Prandtl和Eckert数将增加最大theta量。

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