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首页> 外文期刊>Heat Transfer >Irreversibility analysis of micropolar nanofluid flow using Darcy-Forchheimer rule in an inclined microchannel with multiple slip effects
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Irreversibility analysis of micropolar nanofluid flow using Darcy-Forchheimer rule in an inclined microchannel with multiple slip effects

机译:Irreversibility analysis of micropolar nanofluid flow using Darcy-Forchheimer rule in an inclined microchannel with multiple slip effects

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摘要

The present work explores the consequence of the flow of micropolar fluid in an inclined microchannel when exposed to linear radiation in presence of a magnetic field. The microchannel is embedded with a porous medium and the Darcy-Forchheimer model is implemented. The walls of the microchannel facilitate the simultaneous suction and injection of the micropolar fluid. A multiple slip regime and temperature jump conditions were assumed at the boundaries. The equations are modeled and nondimensionalized using nondimensional entities and further solved with the aid of the Runge-Kutta-Fehlberg method. Entropy generated in the medium and ratio of irreversibilities is also computed. Results so obtained deliberate that enhancement in Darcy number has caused an increment in entropy generation rate whereas the opposite nature is attained for the Bejan number. Magnifying the radiation parameter has resulted in diminishing the profile of entropy generation rate and Bejan number.
机译:目前的工作探索的结果微极流体的流动倾向在暴露于辐射线性微通道磁场的存在。用多孔介质和嵌入Darcy-Forchheimer模型实现。微通道的同时提供便利吸和微极流体的注入。多个滑政权和温度跳跃在边界条件假定。方程建模和nondimensionalized使用无量纲实体和进一步解决借助Runge-Kutta-Fehlberg方法。熵产生的介质和比例不可逆性也计算。获得故意在达西增强数字引起了熵的增量产生率而相反的自然Bejan数量达到。辐射参数导致递减熵产生率和Bejan的形象号码。

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