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Non-Darcy natural convection of a non-Newtonian fluid in a porous cavity

机译:多孔腔中非牛顿流体的非达西自然对流

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A numerical study of non-Darcy natural convection in a porous enclosure saturated with a power-law fluid is presented. Hydrodynamic and beat transfer results are reported for the configuration in which the enclosure is heated from a side-wall while the horizontal walls are insulated. The flow in the porous medium is modeled using the modified Brinkman-Forchheimer-extended Darcy model for power-law fluids, which accounts for both inertia and boundary effects. The results indicate that when the power law index is decreased, the circulation within the enclosure increases leading to a higher Nusselt number and these effects are enhanced as the Darcy number is increased. Consequently as the power law index decreases, the onset of the transitions from Darcy regime to Darcy-Forchheimer-Brinkman regime to asymptotic convection (boundary layer) regime shift to higher corresponding values of the Darcy number. An increase in Rayleigh number produces similar effects as a decrease in power law index. (c) 2006 Elsevier Ltd. All rights reserved.
机译:提出了用幂律流体饱和的多孔环境中非达西自然对流的数值研究。对于其中外壳是从侧壁加热而水平壁是绝缘的配置,报告了流体动力和节拍传递结果。多孔介质中的流动使用修正的Brinkman-Forchheimer扩展的达西模型进行幂律流体建模,该模型同时考虑了惯性和边界效应。结果表明,当幂律指数降低时,外壳内的循环会增加,从而导致更高的Nusselt数,并且随着达西数的增加,这些影响也会增强。因此,随着幂律指数的降低,从达西政权向达西-福希海默-布林克曼政权过渡到渐近对流(边界层)政权的过渡开始,达西数的对应值更高。瑞利数的增加与幂律指数的减小产生相似的效果。 (c)2006 Elsevier Ltd.保留所有权利。

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