受热辐射影响的倾斜波浪形围墙内混合纳米流体流动的数值模拟与熵优化

Sadique Rehman, Rujda Parveen, W. Jamshed, M. Prakash, Rabha W Ibrahim, Mohamed R. Eid, Syed M. Hussain, H. Ahmad
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引用次数: 0

摘要

本研究探讨了磁场和热辐射效应下倾斜波浪形壁围护结构中的二维自然对流热传递和熵产生。该围墙内充满了 Cu-Al2O3/H2O 混合纳米流体,并受到非均匀加热的弧形左壁、恒冷的弧形右壁、均匀加热的底壁和隔热的上壁的作用。非维度形式的调节公式被简化为流式函数-速度表达式,并基于 Bi-CGStab 方法进行数值求解。模拟采用了不同的瑞利量、哈特曼数、外壳倾斜角、辐射参数、弯曲壁的不同振幅以及混合纳米粒子的体积分数。与其他已发表的结果进行的数值代码验证与目前的结果非常吻合。随着无量纲参数的变化,热量和熵的产生得到了改善。观察结果表明,瑞利数、纳米粒子的分数大小、振幅和辐射参数会影响围护结构内的对流效应和熵的产生。相反,哈特曼数会减弱对流效应。研究结果表明,空腔角度的增加可能会导致热传递的相应增加或减少。在[计算公式:见正文]处得到的努塞尔特数最小,因为腔体的倾斜角度限制了流体的速度,降低了热传递率。这项研究可作为设计热交换器的指南。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Numerical simulation and entropy optimization of hybrid nanofluid flow in an inclined wavy enclosure subjected to thermal radiation
The current study investigates two-dimensional natural convective heat transference and entropy production in a tilted wavy-walled enclosure under the magnetic field and thermal radiation effect. The enclosure is filled with Cu–Al2O3/H2O hybrid nanofluid and subjected to a non-uniformly heated curved left wall, constant cold right curved side, uniformly heated bottom side, and insulated upper side. The regulating formulas in the non-dimensional form are reduced to streaming function-velocity expression and are numerically solved based on the Bi-CGStab method. The simulations are behaved with diverse Rayleigh amounts, Hartmann numbers, an incline angle of the enclosure, radiation parameters, diverse amplitude of the curved wall, and volume fraction of hybrid nanoparticles. Numerical code validation with other published results agrees well with the present outcomes. Heat and entropy generation were improved with the change in dimensionless parameters, and the findings have been clarified through discussion. The observations indicate that the Rayleigh numbers, nanoparticle fractional size, amplitude, and radiation parameter influence the convective effect and entropy production inside the enclosure. In contrast, the Hartmann number detracts from the convective effect. The findings suggest that a rise in the cavity angle may result in a corresponding boost or decline in heat transference. The minimum Nusselt numbers is obtained at [Formula: see text], as the angle of incline of the enclosure restraints the fluid rapidity and diminishes the heat transference rates. To design heat exchangers, this particular study may serve as a guide.
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