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Mixed convection and entropy generation of a hybrid nanofluid flow in a tilted channel containing heated blocks
被引:1
|作者:
Ghennai, Ahlam
[1
]
Bessaih, Rachid
[1
]
Merabet, Abderrezak
[2
]
机构:
[1] Freres Mentouri Univ Constantine 1, LEAP Lab, Dept Mech Engn, Route Ain El Bey,BP 325, Constantine 25017, Algeria
[2] Freres Mentouri Univ Constantine 1, Lab Mech, Dept Mech Engn, Constantine, Algeria
关键词:
channel;
heat transfer;
hybrid nanofluid;
mixed convection;
second law;
NATURAL-CONVECTION;
BOUNDARY-CONDITIONS;
SINGLE-PHASE;
FLUID-FLOW;
CAVITY;
ANNULUS;
ENHANCEMENT;
PERFORMANCE;
SIMULATION;
CYLINDERS;
D O I:
10.1002/htj.22633
中图分类号:
O414.1 [热力学];
学科分类号:
摘要:
A three-dimensional numerical laminar mixed convection analysis has been examined to investigate thermal transfer, fluid flow, and second law behaviors in an inclined channel with four heated blocks within, submitted under a constant heat flux using Al2O3-Cu water-based hybrid nanofluid as a circulating fluid. Our main purpose is to perform a close-to-reality approach, which leads to results that can be applied in many experimental and industrial fields. This study focuses on the analysis of the effect of Reynolds number (100 <= Re <= 500), Richardson number (0.1 <= Ri <= 2), nanoparticles concentration (0 <= phi <= 0.05), blocks positions, and inclination of the channel (0 degrees <= theta <= 90 degrees) to examine the variation of Nusselt number Nu, temperature gradient entropy S-h, fluid friction entropy S-f, and the number of Bejan Be. Results show that the enhancements provided to the Nu number by elevating previous parameters reached a percentage rate of 3.2% when increasing phi, 12.9% with Ri, and 8.58% with Re; however, the aligned position reveals higher values. There is also an increment in Be number when Ri and Re increase, but in this case, the not-aligned position reveals the highest values. To predict Nu number values, correlations were developed to examine the effects of phi, Ri, and Re on Nu, for both aligned and not-aligned positions.
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页码:6977 / 6999
页数:23
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