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Mixed convection in a non-Darcian fluid saturated square porous enclosure under multiple suction effect

机译:非达西流体饱和方形多孔罩在多重吸力作用下的混合对流

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摘要

This study examines the influence of multiple injection/suction at bottom/top walls on non-Darcy mixed convection flow in a vertical square enclosure filled with fluid saturated porous medium. The coupled non-linear partial differential equations modeling the fully developed Forchheimer extended Darcy flow are solved by finite element method. Detailed numerical simulations are carried out for a wide range of parameters such as Grashof number [Gr~* ∈ [0,10]), Rayleigh Number (Ra ∈ [50,500]), injection/suction velocity (a ∈ [0,0.5]), injection/suction window width (D/H ∈ [0,0.3]). The computed flow and temperature fields are analysed through streamlines, isotherms and cumulative heat flux plots. While the Nusselt number increases with increasing (D/H) it is found to decrease with increasing 'a'. Inertial forces significantly favor the heat transfer process when thermal buoyancy forces are large (i.e. for Ra > 100).
机译:这项研究研究了在充满流体饱和多孔介质的垂直方型封闭空间中,底/顶壁多次注入/抽吸对非达西混合对流的影响。用有限元方法求解了模拟完全发展的Forchheimer扩展达西流的耦合非线性偏微分方程。对广泛的参数进行了详细的数值模拟,例如格拉斯霍夫数[Gr〜*∈[0,10]),瑞利数(Ra∈[50,500]),注射/吸取速度(a∈[0,0.5])。 ),进样/抽吸窗口宽度(D / H∈[0,0.3])。通过流线图,等温线图和累积热通量图分析计算出的流场和温度场。虽然努塞尔特数随着(D / H)的增加而增加,但发现随着'a'的增加而减少。当热浮力很大时(即Ra> 100时),惯性力明显有利于传热过程。

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