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On Thermosolutal Convection in Micropolar Fluid in Porous Medium: Soret- Dufour Phenomenon

机译:多孔介质中微柱液中的热血压对流:Soret-Dufour现象

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Stability of thermosolutal convection in a micropolar fluid saturated with a porous layer with Soret-Dufour effect is investigated. Normal Mode Technique is used to discuss the sufficient conditions of stability and instability. The effect of Lewis number, Dufour number, Soret number, stable solute gradient, coupling parameter and micropolar heat conduction parameter on thermal Rayleigh number is examined. Critical thermal Rayleigh number and critical wave numbers are obtained for stationary convection and presented graphically for various values of different parameters. Dufour number and Soret number are stabilizing the system in the presence of micropolar fluid. Permeability, micropolar heat conduction parameter and solutal Rayleigh number destabilizes the system.
机译:研究了用索长曲线效应饱和多孔层饱和多孔层的微柱流体中热抑制性的稳定性。正常模式技术用于讨论足够的稳定性条件和不稳定性。刘易斯数,dufour数,索引数,稳定粗梯度,耦合参数和微微波动热传导参数的效果被检查在热瑞利数上。为静止对流获得临界热瑞利数和临界波数,并以图形方式呈现不同参数的各种值。 Dufour数量和SORET编号在微柱液存在下稳定系统。渗透率,微息热传导参数和索丁瑞利人数不稳定系统。

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