Numerical investigation of the nanoparticles nature effect on the mhd behavior in a square cavity with a metallic obstacle

Fayçal Bouzit, M. Bouzit, Abderrahim Mokhefi
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Abstract

In this paper, a study is conducted to determine numerically the effect of the nanoparticles nature (Al2O3, CuO, and Fe3O4) on the thermo-magnetohydrodynamic behavior of a nanofluid in a square cavity with a circular obstacle. The left wall of this cavity is movable and provided with a cold temperature (Tc) and the right wall is exposed to a hot temperature (Th). However, the upper and lower walls are considered adiabatic. The purpose of this paper is to highlight the effect of aluminum dioxide, copper oxide, and iron trioxide nanoparticles on the thermal and hydrodynamic behavior under the influence of different volume fractions(0 ≤ φ ≤ 0.1), different Hartmann numbers (0 ≤ Ha ≤ 75) and Richardson number (0 ≤ Ri ≤5). The system of governing équations was solved by the finite element method adopting the Galerkine discretization. The obtained results showed that the CuO nanoparticles improve the heat transfer at the fluid and obstacle, in addition, the increase of Hartmann number reduces the heat capacity, especially with the use of Fe3O4 nanoparticles. This study falls within the context of improving the cooling rate of industrial equipment.  
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在有金属障碍物的方形腔中,纳米粒子性质对mhd行为影响的数值研究
本文研究了纳米颗粒性质(Al2O3、CuO和Fe3O4)对纳米流体在带有圆形障碍物的方形腔中的热磁流体动力学行为的数值影响。该空腔的左壁可移动并具有冷温度(Tc),右壁暴露于热温度(Th)。然而,上下壁被认为是绝热的。本文的目的是在不同体积分数(0≤φ≤0.1)、不同Hartmann数(0≤Ha≤75)和Richardson数(0≤Ri≤5)的影响下,重点研究二氧化铝、氧化铜和三氧化二铁纳米颗粒对热动力和水动力行为的影响。采用伽辽金离散法对控制方程组进行有限元求解。结果表明,CuO纳米颗粒改善了流体和障碍物处的换热,哈特曼数的增加降低了热容,特别是Fe3O4纳米颗粒的使用。本研究是在提高工业设备冷却速度的背景下进行的。
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