Appraising heat transfer enhancement by nanofluid and entropy generation minimization in a micro tall cavity: : Magnetic field and sinusoidal heating effects

R. Djebali, M. Ferhi
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Abstract

Improving heat transfer is a challenging area of research. In recent years, new ideas have continuously emerged on this subject. Microchannels and microcavities have proven better heat transfer efficiency [1-3]. The present study aims to analyze the magnetohydrodynamics (MHD) heat transfer enhancement and entropy generation in a micro open tall cavity filled with nanoliquid under the effects of uniform magnetic field and bottom sinusoidal heating in the slip flow regime. A mesoscopic numerical analysis based on the SRT-BGK lattice Boltzmann numerical method (LBM) is used to resolve the governing equations with boundary conditions special treatment. The slip velocity and the temperature jump conditions are used to incorporate the micro aspect. The flow pattern, heat transfer characteristics and the irreversibility pattern are studied dependently on various dimensionless independent monitoring parameters in a set of ranges, namely: Rayleigh number (Ra) (102-104), Knudsen number (Kn) (0-0.1) and Hartmann number (Ha) (0-80), nanosuspensions volume fraction Vf (0-0.04%) as well as the magnitude A (0-1) and wave length parameter f of the sinusoidal heating function T(x) =A sin(fx/L), 1≤f=2πL/λ≤9 and λ is the signal wavelength.
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评价微高腔中纳米流体强化传热和熵产最小化::磁场和正弦加热效应
改善传热是一个具有挑战性的研究领域。近年来,关于这个问题的新观点不断涌现。微通道和微腔被证明具有更好的传热效率[1-3]。本文研究了在均匀磁场和底部正弦加热的作用下,填充纳米液体的微开口高腔在滑移流态下的磁流体力学强化传热和熵产。采用基于SRT-BGK晶格玻尔兹曼数值方法(LBM)的细观数值分析方法求解了边界条件特殊处理的控制方程。采用滑移速度和温度跳变条件来考虑微观方面的影响。在Rayleigh数(Ra)(102-104)、Knudsen数(Kn)(0-0.1)、Hartmann数(Ha)(0-80)、纳米悬浮液体积分数Vf(0-0.04%)、正弦加热函数的数量级a(0-1)和波长参数f (T(x) = a sin(fx/L), 1≤f=2πL/λ≤9,λ为信号波长)等一系列范围内,依靠各种无量次独立监测参数研究了流动模式、换热特性和不可逆模式。
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