Effect of some parameters on natural convection heat transfer in finned enclosures- a case study

Q3 Engineering
M. T. Attouchi, S. Larbi, S. Khelladi
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引用次数: 1

Abstract

In this study, we were interested in free convective heat transfer into cavities with finned surface. The hot horizontal bottom wall with attached fins was under variable (sinusoidal) surface temperature while the cold one, on the upper wall side, was kept at constant temperature. The vertical walls were adiabatic. The developed model is related to laminar natural convection airflow in a finned closed cavity. The considered Rayleigh numbers are in the interval 103 to 106 while the Prandtl number is 0.7. The finite volume method is used in solving the resulting equations. The developed numerical code is validated owing to benchmark solutions of De Vahl Davis and results reported by other authors. The results presented in this work are linked to the velocity distribution around the surfaces of the fins, the isothermal lines, the streamlines and local and average Nusselt numbers for various geometrical parameters. Special consideration is given to the effects of Rayleigh number, the variable surface hot temperature, the fins number and their length on the fluid flow patterns and heat transfer in square cavities.
一些参数对翅片罩内自然对流换热的影响——一个实例研究
在这项研究中,我们对带翅片表面的空腔中的自由对流传热感兴趣。带有翅片的热水平底壁处于可变(正弦)表面温度下,而上壁侧的冷底壁保持恒定温度。垂直墙是绝热的。所建立的模型与翅片封闭腔中的层流自然对流气流有关。所考虑的瑞利数在103到106的区间内,而普朗特数是0.7。有限体积法用于求解所得方程。根据De Vahl Davis的基准解和其他作者报告的结果,对所开发的数值代码进行了验证。这项工作中给出的结果与翅片表面周围的速度分布、等温线、流线以及各种几何参数的局部和平均努塞尔数有关。特别考虑了瑞利数、变表面热温度、翅片数及其长度对方形腔中流体流动模式和传热的影响。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
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