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Numerical Computation of Flow in Porous Media of Non-Newtonian Power Law Fluids

机译:非牛顿电力法流体多孔介质流量的数值计算

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In this article, the volume average method of fluid flow in porous media is introduced and the unit volume resistance is analysed, then the Brinkman-Forchheimer extended Darcy model is obtained. Numerical results of fluid flow in porous media are solved, numerical results show that fluid flow in porous media within the tube has obvious structural flow characteristics. Boundary layer viscous effect is limited to the vicinity of the wall surface, the results reflect the comprehensive effect of Darcy resistance, Forchheimer inertial resistance and Brinkman added resistance. Blocking effect of porous media has the velocity distribution of the tube flattened, dilatant fluid is more sensitive effect to this.
机译:在本文中,引入了多孔介质中的流体流量的体积平均方法,并分析了单位体积电阻,然后获得了Brinkman-Forchheimer延伸的达西模型。求解多孔介质中流体流动的数值结果,数值结果表明,管内多孔介质中的流体流动具有明显的结构流动特性。边界层粘性效应仅限于墙面附近,结果反映了达西抗性的综合效应,惯性抵抗和Brinkman附加阻力。多孔介质的阻断效果具有管扁平管的速度分布,膨胀液对此具有更敏感的效果。

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