Numerical study of laminar mixed convection in a Cu-water nanofluid filled lid-driven square cavity with an isothermally heated cylinder

Shajedul Hoque Thakur, M. Islam, Abrar Ul Karim, S. Saha, M. Hasan
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引用次数: 8

Abstract

A numerical study of two-dimensional, laminar, steady mixed convection heat transfer in a Cu-water nanofluid filled lid-driven square cavity with an isothermally heated cylinder has been conducted. The wall of the cylinder is maintained at a constant high temperature, whereas the walls of the cavity (including the moving lid) are maintained at a constant low temperature. The isothermally heated cylinder is placed at the center of the cavity. The fluid flow in the cavity is driven by the combined effect of the buoyancy force due to temperature gradient and forced flow due to the top moving wall in the +x direction. The developed mathematical model is governed by the two-dimensional continuity, momentum and energy equations, which are solved by using Galerkin finite element method. The working fluid inside the cavity is Cu-water nanofluid, where water has been considered as the base fluid. The influence of the Reynolds number (1 ≤ Re ≤ 500) and the solid volume fraction of the Cu nanoparticle (0≤ ϕ ≤0.05) on fluid flow and heat transfer has been numerically investigated for the case of pure mixed convection heat transfer. Numerical results are presented in terms of the distribution of streamlines and isothermal contours, local as well as average Nusselt number variation on the cylinder surface for different parametric conditions. It is observed that enhancement of heat transfer occurs significantly as Reynolds number and solid volume fraction of nanoparticle change continuously. Thus, the dynamic condition of the moving lid and solid volume fraction of the nanoparticle can be used as parameters for enhancing the heat transfer characteristics and flow behavior in that cavity.
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等温加热圆柱中cu -水纳米流体填充盖驱动方形腔层流混合对流的数值研究
采用等温加热圆柱体,对cu -水纳米流体填充的方形腔内二维、层流、稳态混合对流换热进行了数值研究。所述筒体壁保持恒定的高温,而所述腔体壁(包括所述活动盖)保持恒定的低温。等温加热的圆柱体放置在腔体的中心。腔内流体的流动是由温度梯度产生的浮力和顶部沿+x方向移动壁面产生的强迫流动共同驱动的。所建立的数学模型由二维连续性方程、动量方程和能量方程控制,并采用伽辽金有限元法求解。空腔内的工作流体是铜水纳米流体,其中水被认为是基础流体。在纯混合对流换热情况下,数值研究了雷诺数(1≤Re≤500)和Cu纳米颗粒固体体积分数(0≤φ≤0.05)对流体流动和换热的影响。给出了不同参数条件下圆柱表面流线和等温轮廓的分布、局部和平均努塞尔数变化的数值结果。观察到,随着纳米颗粒雷诺数和固体体积分数的不断变化,传热强化效果显著。因此,动盖的动态条件和纳米颗粒的固体体积分数可以作为增强腔内传热特性和流动行为的参数。
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