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Thermally Developing Flow and Heat Transfer in Elliptical Minichannels with Constant Wall Temperature

机译:壁温恒定的椭圆形小通道中的热流和传热

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摘要

Laminar convective heat transfer of elliptical minichannels is investigated for hydrodynamically fully developed but thermal developing flow with no-slip condition. A three-dimensional numerical model is developed in different elliptical geometries with the aspect ratio varying from 0.2 to 1. The effect of Reynolds number (25 ≤ ≤ 2000) on the local Nusselt number is examined in detail. The results indicate that the local Nusselt number is a decreasing function of Reynolds number and it is sensitive to Reynolds number especially for less than 250. The effect of aspect ratio on local Nusselt number is small when compared with the effect of Reynolds number on local Nusselt number. The local Nusselt number is independent of cross-section geometry at the inlet. The maximum effect of aspect ratio on local Nusselt number arises at the transition section rather than the fully developed region. However, the non-dimensional thermal entrance length is a monotonic decreasing concave function of aspect ratio but a weak function of Reynolds number. Correlations for the local Nusselt number and the thermal developing length for elliptical channels are developed with good accuracy, which may provide guidance for design and optimization of elliptical minichannel heat sinks.
机译:研究了椭圆形小通道的层流对流换热,以研究流体动力学充分发展但在无滑移条件下的热发展流动。建立了不同椭圆形状的三维数值模型,其长宽比为0.2到1。详细研究了雷诺数(25≤≤2000)对局部Nusselt数的影响。结果表明,局部Nusselt数是雷诺数的递减函数,对雷诺数敏感,尤其是对于小于250的雷诺数。纵横比对局部Nusselt数的影响与雷诺数对局部Nusselt的影响相比很小数。局部Nusselt数与入口处的横截面几何形状无关。长宽比对局部Nusselt数的最大影响出现在过渡区域而不是发达区域。然而,无量纲的热入口长度是纵横比的单调递减凹函数,但是雷诺数的弱函数。椭圆形通道的局部Nusselt数和热产生长度的相关性得到了很好的开发,这可以为椭圆形迷你通道散热器的设计和优化提供指导。

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