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利用纳米流体研究壁面温度分布不均匀的正弦驱动方腔内的混合对流。

Mixed convection in sinusoidal lid driven cavity with non-uniform temperature distribution on the wall utilizing nanofluid.

作者信息

Aljabair Sattar, Ekaid Ali L, Ibrahim Sahira Hasan, Alesbe Israa

机构信息

Mechanical Engineering Department, University of Technology, Baghdad, Iraq.

出版信息

Heliyon. 2021 May 1;7(5):e06907. doi: 10.1016/j.heliyon.2021.e06907. eCollection 2021 May.

Abstract

Mixed convection heat transfer of Cu-water nanofluid in an arc cavity with non-uniform heating has been numerically studied. The top flat moving wall is isothermally cooled at Tc and moved with a constant velocity. While the heated arc stationary wall of the cavity is maintained at a hot temperature Th. FORTRAN code is used to solve the mass, momentum, and energy equations in dimensionless form with suitable boundary conditions. In this study, the Reynolds number changed from 1 to 2000, and the Rayleigh number changed from 0 to 10. Also, the range of nanoparticles volume fraction extends from ϕ = 0 to 0.07. Stream vorticity method selected for the discretization of flow and energy equations. The present results are compared with the previous results for the validation part, where the results found a good agreement with the others works. The isotherms are regulated near the arc-shape wall causing a steep temperature gradient at these regions and the local and average heat transfer rate increases with increased volume fraction or Reynolds number or Rayleigh number. Finally, Correlation equations of the average Nusselt number from numerical results are presented.

摘要

对具有非均匀加热的弧形腔内铜 - 水纳米流体的混合对流换热进行了数值研究。顶部的平动壁在温度(T_c)下等温冷却,并以恒定速度移动。而腔内加热的弧形固定壁保持在高温(T_h)。使用FORTRAN代码在合适的边界条件下求解无量纲形式的质量、动量和能量方程。在本研究中,雷诺数从1变化到2000,瑞利数从0变化到10。此外,纳米颗粒体积分数范围从(\phi = 0)扩展到0.07。选择流涡度法对流动和能量方程进行离散化。在验证部分将当前结果与先前结果进行比较,结果发现与其他研究结果吻合良好。等温线在弧形壁附近受到调节,在这些区域形成陡峭的温度梯度,局部和平均传热速率随着体积分数、雷诺数或瑞利数的增加而增加。最后,给出了基于数值结果的平均努塞尔数关联方程。

https://cdn.ncbi.nlm.nih.gov/pmc/blobs/44b2/8111598/877b8f8d1c04/gr1.jpg

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