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Prediction of temperature distribution and Nusselt number in rectangular microchannels at wall slip condition for all versions of constant heat flux

机译:对于所有版本的恒定热通量,在壁滑条件下矩形微通道中的温度分布和Nusselt数的预测

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摘要

Slip-flow in rectangular microchannels heated at constant and uniform heat flux (H2 boundary condition) is studied. The study is extended to the eight possible thermal versions that are formed of different combinations of heated and adiabatic walls. The paper aims to show the effect of different thermal versions on heat transfer in microchannel. The velocity distribution that is required in determining of temperature distribution is obtained from the literature. Mathematical similarity between the heat conduction and convection problems is used to determine the temperature distribution in the microchannel. The solution of a heat conduction problem, available in the literature, is adapted to the heat convection problem in the microchannel. The velocity and temperature distributions thus found are used to determine the average Nusselt number for all the eight thermal versions. For the case studied, it is found that rarefaction has a decreasing effect on heat transfer in the microchannels exposed to any of the eight thermal versions. The results of the paper for the special case of no-slip-flow agree exactly with the results found for macrochannels in the literature.
机译:研究了在恒定且均匀的热通量(H2边界条件)下加热的矩形微通道中的滑流。该研究扩展到由加热壁和绝热壁的不同组合形成的八个可能的热学形式。本文旨在展示不同热学版本对微通道传热的影响。从文献中获得确定温度分布所需的速度分布。导热和对流问题之间的数学相似性用于确定微通道中的温度分布。文献中可获得的热传导问题的解决方案适合于微通道中的热对流问题。这样找到的速度和温度分布用于确定所有八个热版本的平均努塞尔数。对于所研究的案例,发现稀疏化对暴露于八种热学形式之一的微通道中的热传递具有减小的影响。对于无滑流的特殊情况,本文的结果与文献中针对宏通道的结果完全一致。

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