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Effects of local curvature and magnetic field on forced convection in a layered partly porous channel with area expansion

机译:局部曲率与磁场对具有面积膨胀的分层部分多孔通道中强制对流的影响

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摘要

In this study, local curvature effects of upper wall on the separated flow and heat transfer features are numerically examined for a layered channel which contains porous and nanofluid (CNT-water) layers with sudden area expansion under the magnetic field effects. Finite volume method was used for the numerical simulations and impact of different pertinent parameters such as Reynolds number (between 100 and 400), Hartmann number (between 0 and 20), local curvature of the upper wall (r 1 between 2H and 10H, r(2) between 0 and 2H), porous medium Darcy number (between 10(-4) and 5 x 10(-2)), size of the porous layer (between H and 20H) on the convective heat transfer features are numerically analyzed. A novel multi-domain POD approach was used for estimation of flow variables and heat transfer rate. It was observed that the heat transfer rate is enhanced with higher values of Reynolds number, Hartmann number and Darcy number. The peak value and the average value of Nusselt number increase by about 12.86% and 22.48% with magnetic field effects at Ha = 20 when compared to case without magnetic field.There is slight impact of the porous layer size on the fluid flow and heat transfer. However, impact of the curvature of the upper wall on the convective heat transfer feature is significant. The maximum value of local Nusselt number increases up to 4.76 times and therefore it can be used an excellent tool for convective heat transfer control.
机译:在该研究中,对于分层通道,对分离流和传热特征的局部曲率效应是用磁场效应下突然区域膨胀的多孔和纳米流体(CNT-水)层的分层通道进行数值检查。有限体积法用于数值模拟和不同相关参数的影响,例如雷诺数(在100和400之间),哈特曼数(在0到20之间),上壁的局部曲率(r 1之间,r 1在2h和10h之间,r (2)在0和2H之间),多孔介质达西数(在10(-4)和5×10(-2)之间),对流传热特征的多孔层(H和20h之间)的尺寸进行了数值分析。一种新的多域POD方法用于估计流量变量和传热速率。观察到传热速率以较高的雷诺数,Hartmann号和达西数提高了传热速率。与没有磁场的情况相比,峰值的峰值和孤立数量的平均值增加约12.86%和22.48%,在HA = 20时,磁场效应。多孔层尺寸对流体流动和热传递略微影响。然而,上壁曲率对对流传热特征的影响是显着的。本地营养数量的最大值增加到4.76倍,因此可以使用一种用于对流传热控制的优异工具。

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