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Lattice Boltzmann Simulation of Mixed Convection Heat Transfer in a Lid-Driven Square Cavity Filled With Nanofluid: A Revisit

机译:装满纳米流体的带盖驱动方腔中混合对流传热的Lattice Boltzmann模拟:回顾

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摘要

Mixed convection heat transfer of Al _( 2 ) O _( 3 ) nanofluid in a lid-driven square cavity with differentially heated vertical walls is studied numerically with lattice Boltzmann method (LBM). In order to understand the reasons for the conflicting results on heat transfer enhancement in cavity problems, formulation of nondimensional properties and modeling thermophysical properties, in accordance with the relative effects of natural and forced convection flows, are examined. In addition to gain more insight into the physics, one of the goals of the study is to identify the reasons of existing contradictory findings; therefore, a single-phase formulation is adopted as has been the case in the majority of related literature to date. To isolate the effects of thermophysical properties on the results and to maintain the same natural and forced convection effects, all nondimensional parameters are defined using the corresponding thermophysical properties of the fluid under examination. Two different effective thermal conductivity and viscosity models are tested for a range of Reynolds and Rayleigh numbers to investigate their effects on the nanofluid behavior. Depending on the effective viscosity model, an increase or decrease is obtained in the average Nusselt number. It is also illustrated that the relative magnitudes of effective thermal conductivity values for different models do not translate into the heat transfer enhancement due to convective effects. Moreover, it is shown that thermal behavior of nanofluid approaches to the one of base fluid's as the buoyancy driven flow gets stronger, which is independent of the employed effective property models.
机译:利用晶格玻尔兹曼方法(LBM),对Al_(2)O_(3)纳米流体在具有垂直加热壁的盖驱动方腔中的混合对流传热进行了数值研究。为了理解空腔问题中传热增强结果矛盾的原因,根据自然和强制对流的相对影响,研究了无量纲性质的公式化和热物理性质的建模。除了获得对物理学的更多了解外,研究的目标之一是确定存在矛盾的发现的原因。因此,与迄今为止的大多数相关文献一样,采用单阶段公式。为了隔离热物理性质对结果的影响并保持相同的自然对流和强制对流效应,所有无量纲参数都使用检查流体的相应热物理性质来定义。对一系列雷诺数和瑞利数测试了两种不同的有效导热率和粘度模型,以研究它们对纳米流体行为的影响。根据有效粘度模型,平均努塞尔数会增加或减少。还说明了由于对流效应,不同模型的有效热导率值的相对大小未转化为热传递增强。而且,表明随着浮力驱动流变得更强,纳米流体的热行为接近基础流体之一,这与所采用的有效特性模型无关。

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