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A New Model of Movement of Liquids in Porous Medium

机译:多孔介质液体运动的新模型

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摘要

The study of the movement of liquids with different rheological properties in a porous medium is of practical importance in the fields of oil production, chemical technology, hydrogeology [1]. At the same time, other approaches to the description of processes are distinguished. The study of motion are described mainly on various models. In this article, to describe the motion of rheologically stationary fluids in a porous medium, we propose a model, which we call the "hypothetical channel". In this case, the hydraulic radius and the quasi-Newtonian approach given in the work are used [5]. The essence of this approach is as follows: the movement of rheological parameters of time, foreign fluids in a porous medium are represented by the same fluid of various shapes in the channel, the hydraulic radius and shape coefficient of which are equal to the hydraulic radius and shape coefficient of the medium under consideration and at the same pressure gradients and the average velocity in the channel equal to the filtration rate in a porous medium.
机译:对多孔介质中不同流变性质的液体运动的研究在石油生产,化学技术,水文地质领域具有实际重要性[1]。与此同时,区分过程描述的其他方法。运动的研究主要描述在各种模型上。在本文中,为了描述一种多孔介质中流变静止流体的运动,我们提出了一种模型,我们称之为“假设通道”。在这种情况下,使用工作中给出的液压半径和准牛顿方法[5]。这种方法的本质如下:时间流变参数的运动,多孔介质中的外来流体由通道中的各种形状的相同流体表示,液压半径和形状系数等于液压半径和在相同的压力梯度和相同的压力梯度和相同的压力梯度处的形状系数,并且通道中的平均速度等于多孔介质中的过滤速率。

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