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Effect of Rayleigh thermal number in Double diffusive Non-Darcy mixed convective flow in vertical pipe filled with porous medium

机译:瑞利热数在垂直管填充多孔介质中的双扩散非达西混合对流流动中的影响

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In the present manuscript effect of different Rayleigh number of non-darcy fully developed mixed convection in a vertical pipe filled with porous media is numerical investigation. The motion in the pipe caused by external pressure gradient and byoucey force. Non-Darcy Brinkmen-Forchheimer extended model has been introduces in momentum equation. The basic state of the flow model using fundamental assumption is formed in the form of coupled differential equation which is solved using Chebyshev Spectral collocation technique. The study is best based on double diffusive mixed convection which is governed in mathematical formulation of the problem , in which the velocity profile posses point of inflection beyond the threshold value of Ra_T (Positive Rayilegh thermal number ). In case of Negative Rayliegh thermal number, the velocity profile may contain point of inflection in the centre zone and point of separation at the vicinity of the wall. Point of separation is create a back flow near the wall.
机译:在目前的瑞利数量的非达西数量的效果中,在充满多孔介质的垂直管道中的混合对流是数值研究。由外部压力梯度和逐个力引起的管中的运动。在动量方程中介绍了非达西边缘的前任延长模型。使用基本假设的流模型的基本状态以使用Chebyshev谱串联技术解决的耦合微分方程的形式形成。该研究是基于双重扩散混合对流的最佳,该对流受到问题的数学制定的,其中速度分布与RA_T的阈值(正则在线热数)的阈值相媲美。在负瑞利热数的情况下,速度曲线可以包含中心区的拐点和墙壁附近的分离点。分离点是在墙壁附近产生反流。

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