共流驱动通道式微热交换器传热与熵产的DOE

R. Djebali, M. Ferhi
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引用次数: 1

摘要

本文旨在研究纳米液体填充的微介质在滑移流动状态下的传热和熵生成。采用细观数值分析方法对微通道进行了研究。入口处的共流驱动纳米流体沿微通道流动。在顶部冷壁附近,纳米液体的流动是由等速(Uin)和高温(TH)诱导的,而在底部加热壁附近,纳米液体的流动是由等速(Uin/4)和低温(TC)驱动的。将滑移速度和温度跳变条件施加到壁面上。采用点阵玻尔兹曼方法,利用SRT-BGK模型对得到的控制方程组进行求解。本文重点研究了Knudsen数(Kn)、雷诺数(Re)、纳米颗粒直径(Dp)和体积分数(Vf)等输入参数对强化传热和最小化熵产的影响。基于响应面方法,计算了传热强化与体积熵的关系。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
DOE of heat transfer and entropy generation in channel microheat exchanger driven by a coflow
This paper aims to perform heat transfer and entropy generation in a micro medium filled with nanoliquid in the slip flow regime. The case of microchannel is investigated using a mesoscopic numerical analysis. The nanofluid flow is driven along the microchannel by a co- flow at the inlet. Near the top cold wall the flow is induced by a constant velocity (Uin) and hot temperature (TH) but near the bottom heated wall the nanoliquid is driven by a constant velocity (Uin/4) and a cold temperature (TC). The slip velocity and the temperature jump conditions are imposed to the walls. Lattice Boltzmann method was used to solve the obtained governing equation system by means of the SRT-BGK model. Attention was focused on the influence of the emerging input parameters such as Knudsen number (Kn), Reynolds number (Re), nanoparticles diameter (Dp) and volume fraction (Vf) on the heat transfer enhancement and entropy generation minimization throughout this paper. Correlations of heat transfer enhancement and volumetric entropy have been inscribed based on response surface methodology.
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