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Heat transfer at film condensation of stationary vapor with nanoparticles near a vertical plate

机译:固定蒸气与垂直板附近的纳米颗粒的薄膜冷凝时的传热

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Processes of momentum, heat and mass transfer at the condensation of the stationary vapor with nanoparticles near a vertical plate were investigated using an approximate analytical model. This model extends the classical model of Nusselt by way of the inclusion of an equation for the nanoparticle concentration and a dependence of the nanofliud density on the nanoparticles concentration. Thus, mechanisms of the Brownian and thermophoretic diffusion are incorporated. The essential novelty lies in the identification of three main dimensionless parameters, which describe the influence of nanoparticles on heat transfer and fluid flow. They are (i) the parameter A that denotes the relation between the mechanisms of the thermophoretic and Brownian diffusion, (ii) the concentration phi(infinity) of nanoparticles in the vapor, and (iii) the ratio R of the densities of the nanoparticles and the fluid. Novel analytical solutions were derived that describe velocity profiles, the mass flow rate and the thickness of the film as the functions of the parameters A, phi(infinity), and R. Finally, a novel analytical solution for the normalized Nusselt number was obtained as a function of the aforementioned three dimensionless parameters. An increase in each of these parameters causes an increase in the normalized Nusselt number. (C) 2014 Elsevier Ltd. All rights reserved.
机译:使用近似分析模型研究了固定蒸汽与垂直板附近的纳米颗粒冷凝时的动量,热和质量传递过程。该模型通过包括纳米颗粒浓度的方程式以及纳米流体密度对纳米颗粒浓度的依赖性,扩展了Nusselt的经典模型。因此,结合了布朗和热泳扩散的机理。本质上的新颖之处在于确定了三个主要的无量纲参数,这些参数描述了纳米颗粒对传热和流体流动的影响。它们是(i)参数A,表示热泳和布朗扩散机制之间的关系;(ii)蒸汽中纳米颗粒的浓度phi(infinity),以及(iii)纳米颗粒的密度之比R和液体。得出了描述速度分布,质量流速和薄膜厚度作为参数A,phi(infinity)和R的函数的新型解析解。最后,获得了归一化Nusselt数的新型解析解,其值为上述三个无量纲参数的函数。这些参数中每个参数的增加都会导致归一化Nusselt数增加。 (C)2014 Elsevier Ltd.保留所有权利。

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