Influence of thermal radiation and magnetic field on convective transfer within an inclined square enclosure filled with Cu-water nanofluid

被引:0
|
作者
Elorch, M. [1 ]
Bendaraa, A. [1 ]
Amlal, W. [1 ]
Harchaoui, M. [1 ]
Charafi, M. M. [1 ]
机构
[1] Sultan Moulay Slimane Univ, Polydisciplinary Fac Khouribga LS2ME, BP 145, Beni Mellal 25000, Morocco
关键词
natural convection; square cavity; water-copper nanofluid; thermal radiation; magnetic field; finite difference method; upwind scheme; HEAT-TRANSFER ENHANCEMENT; NATURAL-CONVECTION; MIXED CONVECTION; SURFACE RADIATION; CAVITY; ROSSELAND; FLOW;
D O I
10.1088/1402-4896/ad6c83
中图分类号
O4 [物理学];
学科分类号
0702 ;
摘要
The present work investigates the effects of thermal radiation and magnetic field on the laminar convective transfer process on copper-based nanofluid within an inclined square enclosure. The studied configuration is a rigid-walled cavity subjected to a horizontal temperature gradient where the left wall is maintained at a hot temperature Th and subjected to a magnetic field B0. In contrast, the right wall is kept at a cold temperature Tc. The horizontal walls are adiabatic. The dimensionless governing equations are solved using the finite difference method and the UPWIND scheme to solve the convective terms. Formulated using the stream function, vorticity, and temperature. Effects on mean Nusselt numbers are investigated at different Rayleigh numbers 104,105,106, Hartmann numbers HA=0to100, tilt angles gamma=0,pi/6,pi/4and pi/3, nanofluid volume fractions 0%<=phi <= 6% and different radiation parameters ( Rd=0,1,2,3 ). The findings show that the HTR increased 3.6 times by augmenting the Ra from 104 to 106. Also, increasing the Ha number from 0 to 100 causes an 83.16% reduction in the HTR. Considering the radiation mode of heat transfer causes an increase in HTR. The average Nusselt values increase by 59.72% for the concentration of 6% while increasing the radiation parameter from 0 to 3. On the other hand, an increase in volume fraction leads to a deterioration in mean Nusselt numbers (Numean).
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页数:18
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