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Mixed Convection Heat Transfer inside a Square Cavity Filled with Cu-water Nanofluid

机译:在方形腔内混合对流传热填充有Cu-water纳米流体

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In the present study, mixed convection heat transfer inside a square cavity filled with Cu-water nanofluid has been investigated numerically. The bottom wall of the cavity is maintained at a constant high temperature while the vertical sidewalls are assumed to be at a constant low temperature. The top wall of the cavity is insulated and moving at a constant velocity. Galerkin finite element method has been employed to solve the continuity, momentum and energy balance equations for the present problem. Analysis of thermal and flow fields inside the cavity has been analysed in terms of isotherms, streamlines and heatlines for a wide range of the Richardson number and solid volume fraction of the nanoparticle. Particular attention was paid to the case of pure mixed convection case with the Richardson No being equal to 1 for various combinations of natural convection and forced convection effects. The heat transfer performance of the system has been analysed in terms of average Nusselt number over the heated wall for various parameters. The present study shows that the distribution of streamline, isothermal lines and heatlines are very sensitive to Richardson number. The present study also shows that larger heat transfer rates can be achieved with nanofluid than the base fluid for all conditions.
机译:在本研究中,在数值上研究了填充有Cu水纳米流体的方腔内的混合对流热传递。腔的底壁保持在恒定的高温下,同时假设垂直侧壁处于恒定的低温。腔的顶壁被绝缘并以恒定的速度移动。已经采用了Galerkin有限元方法来解决目前问题的连续性,动量和能量平衡方程。在等温线上,在等温,流动线和热线上分析了腔内的热和流场的分析,用于纳米颗粒的各种理查森数和固体体积分数。对于纯粹混合对流案件的情况,特别是纯粹的混合对流案件,对于自然对流和强制对流效应的各种组合,没有等于1。已经在加热壁上的平均篮板数而分析了系统的传热性能,用于各种参数。本研究表明,流线,等温线和热线的分布对Richardson数非常敏感。本研究还表明,可以通过纳米流体来实现较大的传热速率而不是所有条件的基础流体。

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