温度相关材料切向库埃特流热力耦合的热力学分析

Yaşar Demirel
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引用次数: 3

摘要

在Nahme数Na为0.5<Na<2.5范围内,对切向Couette流的热力耦合进行了热力学分析。在分析中,由Brinkman数Br的级数解得到的温度梯度和速度梯度被用于牛顿流体,其粘度和导热系数表示为温度的线性函数。计算了乙二醇库埃特流动中由于热-机械耦合引起的熵产和不可逆性分布,并用图形显示了壁面温度不对称的间隙。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Thermodynamic analysis of thermomechanical coupling in tangential Couette flow of temperature dependent materials

Thermodynamic analysis of the thermomechanical coupling in a tangential Couette flow is presented for the Nahme number Na range of 0.5<Na<2.5. In the analysis, the temperature and velocity gradients, obtained from the series solutions in the Brinkman number Br, have been used for Newtonian fluids whose viscosity and thermal conductivity are expressed as linear functions of temperature. The entropy generation and the irreversibility distributions due to the thermomechanical coupling are evaluated and displayed graphically across the gap with asymmetric wall temperatures for the Couette flow of ethylene glycol.

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