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首页> 外文期刊>Numerical Heat Transfer, Part A. Application: An International Journal of Computation and Methodology >Fluid flow and heat transfer simulation in a constricted microchannel: Effects of rarefaction, geometry, and viscous dissipation
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Fluid flow and heat transfer simulation in a constricted microchannel: Effects of rarefaction, geometry, and viscous dissipation

机译:狭窄微通道中的流体流动和传热模拟:稀疏度,几何形状和粘性耗散的影响

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摘要

The present work concerns the developing fluid flow and heat transfer through a constricted microchannel in slip flow regime with constant wall temperature. The effects of rarefaction and geometry are investigated on the thermally/hydrodynamically developing fluid flow, while the effect of viscous dissipation is involved. Also the effects of creeping flow, first-order slip boundary conditions are included. The main purpose of this work is to investigate the combined effects of rarefaction, creeping flow, and viscous dissipation on hydrodynamically and thermally flow characteristics, especially C_f? Re and Nusselt number. Here, governing equation includes continuity, momentum, and energy in the presence of slip velocity and temperature jump at the solid walls. These equations are discretized by a finite volume scheme and solved using the SIMPLE algorithm in curvilinear coordinate. Simulation was carried out for a range of Knudsen number Kn=0.01-0.1 and amplitude of wave a=0.1-0.2. It is found that involving the effect of viscous dissipation considerably affects the thermal fluid pattern and also increases the Nusselt number. It is also found that the Knudsen number has a declining effect on both the Cf? Re and Nusselt number. The obtained results are in good agreement with available numerical data.
机译:目前的工作涉及在壁温恒定的情况下,在滑流状态下通过狭窄的微通道进行的流体流动和传热。研究了稀疏性和几何形状对热/流体动力学流体流动的影响,同时还涉及了粘性耗散的影响。还包括蠕变流,一阶滑移边界条件的影响。这项工作的主要目的是研究稀疏性,蠕变流和粘性耗散对流体动力和热流特性,特别是C_f?的综合影响。重新和努塞尔数。在这里,控制方程包括在固体壁上存在滑移速度和温度跃变的情况下的连续性,动量和能量。这些方程通过有限体积法离散化,并使用SIMPLE算法在曲线坐标系中求解。针对克努森数Kn = 0.01-0.1和波幅a = 0.1-0.2进行了模拟。已经发现,涉及粘性耗散的影响极大地影响了热流体模式,并且还增加了努塞尔数。还发现克努森数对两个Cf均具有下降作用。重新和努塞尔数。获得的结果与可用的数值数据非常吻合。

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