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Micromodel study of two-phase flow under transient conditions: Quantifying effects of specific interfacial area

机译:瞬态条件下两相流动的微模芯研究:特定界面区域的量化效果

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Recent computational studies of two-phase flow suggest that the role of fluid-fluid interfaces should be explicitly included in the capillarity equation as well as equations of motion of phases. The aim of this study has been to perform experiments where transient movement of interfaces can be monitored and to determine interfacial variables and quantities under transient conditions. We have performed two-phase flow experiments in a transparent micromodel. Specific interfacial area is defined, and calculated from experimental data, as the ratio of the total area of interfaces between two phases per unit volume of the porous medium. Recent studies have shown that all drainage and imbibition data points for capillary pressure, saturation, and specific interfacial area fall on a unique surface. But, up to now, almost all micromodel studies of two-phase flow have dealt with quasi-static or steady state flow conditions. Thus, only equilibrium properties have been studied. We present the first study of two-phase flow in an elongated PDMS micromodel under transient conditions with high temporal and spatial resolutions. We have established that different relationships between capillary pressure, saturation, and specific interfacial area are obtained under steady state and transient conditions. The difference between the surfaces depends on the capillary number. Furthermore, we use our experimental results to obtain average (macroscale) velocity of fluid-fluid interfaces and the rate of change of specific interfacial area as a function of time and space. Both terms depend on saturation nonlinearly but show a linear dependence on the rate of change of saturation. We also determine macroscale material coefficients that appear in the equation of motion of fluid-fluid interfaces. This is the first time that these parameters are determined experimentally.Key Pointslist id="wrcr21171-list-0001" list-type="bulleted" list-item id="wrcr21171-li-0001"Specific interfacial area depends on dynamic conditions list-item id="wrcr21171-li-0002"Interfacial velocity and production term show similar trends list-item id="wrcr21171-li-0003"Further investigation of the dynamic conditions and of all interfaces is needed doi origin="wiley" registered="yes"10.1002/(ISSN)1944-7973/doi
机译:最近对两相流的计算研究表明,流体流体界面的作用应该明确地包括在毛细血管性方程中以及相位的运动方程中。本研究的目的是执行界面的瞬态运动,并确定瞬态条件下的界面变量和数量的实验。我们已经在透明的微模型中进行了两相流程实验。定义特异性界面区域,并根据实验数据计算,作为每单位体积的多孔介质的两个相之间的界面的总面积的比率。最近的研究表明,所有引流和吸入数据点的毛细管压力,饱和度和特定的界面区域均落在独特的表面上。但是,到目前为止,几乎所有的微模芯都有两相流的研究已经涉及准静态或稳态流动条件。因此,已经研究了均衡特性。我们在具有高时空和空间分辨率的瞬态条件下提出了对细长PDMS微模的两相流。我们已经确定了毛细管压力,饱和度和特定界面区域之间的不同关系是在稳态和瞬态条件下获得的。表面之间的差异取决于毛细数量。此外,我们使用实验结果获得流体流体界面的平均(宏观)和作为时间和空间的函数的特定界面区域的变化速率。这两种术语都依赖于饱和度,而是对饱和性变化率的线性依赖性。我们还确定出现在流体流体界面的运动方程中的宏观材料系数。这是第一次通过实验确定这些参数.Key点<列表ID =“WRCR21171-LIST-0001”列表类型=“项目符号”> 特定的界面区域取决于动态条件界面速度和生产术语显示类似的趋势进一步调查动态条件和所有接口需要 10.1002 /(ISSN)1944-7973

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