具有加热的纵向和横向翅片的环空中的共轭传热

Q3 Engineering
Hassen Haithem, S. Touahri, T. Boufendi
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引用次数: 0

摘要

在这项工作中,我们数值研究了外筒内表面装有纵向和横向翅片的水平环空中的三维共轭混合对流换热。外部管道和散热片由通过其小厚度的电流加热,而内部管道保持绝热。我们研究了添加纵向和横向翅片对流体动力学和传热性能的影响。纵向翅片的数量从两个到八个不等,而横向翅片的数量等于四个。流体域中的对流与管道和翅片固体厚度中的热传导共轭。流体的物理性质与热有关,并考虑了从外部管道表面到周围环境的热损失。采用二阶时空离散化的有限体积法对连续性、动量和能量的模型方程进行了数值求解。普朗特数、雷诺数和格拉绍夫数分别固定为8.082、399.02和12801。结果表明,轴向努塞尔数随翅片数量的增加而增加。此外,与横向翅片相比,纵向翅片结构在传热方面表现出更显著的改善。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Conjugate heat transfer in an annulus with heated longitudinal and transversal fins
In this work, we numerically study the three-dimensional conjugate mixed convection heat transfer in a horizontal annulus equipped by longitudinal and transversal fins attached on its internal surface of outer cylinder. The external pipe and fins are heated by an electrical current passing through their small thickness while the inner pipe is kept adiabatic. We investigate the effects of adding longitudinal and transversal fins on the fluid dynamic and the heat transfer performances. The number of longitudinal fins varies from two to eight fins while the number of transvers ones is equal to four. The convection in the fluid domain is conjugated to thermal conduction in the pipes and fins solid thickness. The physical properties of the fluid are thermal dependent and the heat losses from the external pipe surface to the surrounding environment are taken account. The model equations of continuity, momenta and energy are numerically solved by the finite volume method with a second order spatiotemporal discretization. The Prandtl, the Reynolds and the Grashof numbers are fixed at 8.082, 399.02 and 12801 respectively. The obtained results showed that the axial Nusselt number increases with the increasing of number of fins. Moreover, the longitudinal fins configuration showed a more significant improvement in heat transfer than that of the transverse fins.
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