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首页> 外文期刊>Journal of Molecular Liquids >Effect of local heater size and position on natural convection in a tilted nanofluid porous cavity using LTNE and Buongiorno's models
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Effect of local heater size and position on natural convection in a tilted nanofluid porous cavity using LTNE and Buongiorno's models

机译:局部加热器尺寸和位置对倾斜纳米流体多孔腔自然对流的影响使用LTNE和Buongiorno模型

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摘要

Natural convection heat transfer within nanofluid porous cavities with local heaters occurs in different engineering applications. Therefore, analysis of nanofluid flow and heat transfer patterns in such systems has a significant value for development of industry. In the present study, free convection of nanofluid in a tilted porous cavity with a local isothermal heater has been investigated numerically. Governing equations with corresponding initial and boundary conditions formulated using the Darcy-Boussinesq model and local thermal non-equilibrium approach have been solved by the finite difference method under the effects of Brownian diffusion and thermophoresis. Effects of heater location (delta = 0.1-0.3) and dimensionless length (D = 0.2-0.8) as well as cavity inclination angle gamma = 0-pi/2) and interphase heat transfer coefficient (H = 10-1000) on nanofluid flow and heat transfer have been studied for the following values of other governing parameters: Rayleigh number (Ra = 10(5)), Prandtl number (Pr = 6.82), Darcy number (Da = 10(-3)), porosity of porous medium (epsilon = 0.5), buoyancy ratio parameter (Nr = 1), Brownian diffusion parameter (Nb = 10(-6)), thermophoresis parameter (Nt = 10(-6)), Lewis number (Le = 1000), thermal diffusivity ratio (Gamma = 649.7) and heat capacitance ratio xi = 3.4). It has been found the heat transfer enhancement and convective flow attenuation when the distance between the heater and the cold vertical wall reduces. (C) 2018 Published by Elsevier B.V.
机译:用局部加热器在纳米流体多孔空腔内的自然对流热传递发生在不同的工程应用中。因此,这种系统中纳米流体流动和传热模式的分析具有显着的工业发展价值。在本研究中,已经在数值上研究了具有局部等温加热器的倾斜多孔腔中的纳米流体的自由对流。治与对应使用达西的Boussinesq模型和局部热非平衡方法配制初始和边界条件的方程已根据布朗扩散和热泳的作用解决了有限差分法。加热器位置(Delta = 0.1-0.3)和无量纲长度(d = 0.2-0.8)以及腔倾角γ= 0-pi / 2)的影响纳米流体流动的腔倾角γ= 0-pi / 2)和差异传热系数(H = 10-1000)已经研究了传热,用于以下其他控制参数的值:瑞利数(RA = 10(5)),PRANDTL号(PR = 6.82),达西数(DA = 10(-3)),多孔介质的孔隙率(epsilon = 0.5),浮力比参数(NR = 1),褐色扩散参数(Nb = 10(-6)),耐热度参数(NT = 10(-6)),lewis编号(Le = 1000),热扩散率比率(伽马= 649.7)和热电容比Xi = 3.4)。当加热器和冷垂直壁之间的距离减小时,已经发现热传递增强和对流流量衰减。 (c)2018由elestvier b.v出版。

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