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首页> 外文期刊>Journal of Thermal Science and Engineering Applications: Transactions of the ASME >Heat Transfer and Entropy Generation Analysis of Bingham Plastic Fluids in Circular Microchannels
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Heat Transfer and Entropy Generation Analysis of Bingham Plastic Fluids in Circular Microchannels

机译:圆形微通道中宾厄姆塑性流体的传热和熵产生分析

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摘要

The thermal characteristics of Bingham plastic fluid flows are analyzed in circular micro-channels under uniform wall heat flux condition. The analytic approach presented here reveals that the governing parameters are Bingham number, dimensionless radius of the plug flow region, and Brinkman number. The results demonstrate that there is a strong influence of viscous dissipation on heat transfer and entropy generation for Brinkman numbers greater than a specific value. With increasing the Brinkman number and dimensionless radius of the plug flow region, entropy generation is increased, while the Nusselt number is decreased. The influence of these parameters on the entropy generation from heat transfer is strongly higher than the entropy generation from fluid friction. The average dimensionless total entropy shows that the Bingham plastic fluids generate entropy more than Newtonian fluids; also, an increase in the dimensionless radius of the plug flow region results in increasing the average dimensionless total entropy generation. By letting the dimensionless radius of the plug flow region equal to zero, the generalized expressions and results will be simplified to Newtonian fluids.
机译:在均匀壁热通量条件下,在圆形微通道中分析Bingham塑性流体流动的热特性。此处提出的分析方法表明,控制参数为宾厄姆数,活塞流区域的无量纲半径和布林克曼数。结果表明,对于大于特定值的Brinkman数,粘性耗散对传热和熵产生有很大影响。随着Brinkman数和活塞流区域无量纲半径的增加,熵产生增加,而Nusselt数减少。这些参数对传热产生的熵的影响远高于流体摩擦产生的熵。平均无量纲总熵表明,宾厄姆塑性流体产生的熵比牛顿流体产生的熵多。同样,活塞流区域的无量纲半径的增加导致平均无量纲总熵产生的增加。通过使活塞流区域的无量纲半径等于零,可以将广义表达式和结果简化为牛顿流体。

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