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Two-Phase Flow Regimes in Microchannels

机译:微通道中的两相流状态

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Capillary hydrodynamics has three considerable distinctions from macrosystems: first, there is an increase in the ratio of the surface area of the phases to the volume that they occupy; second, a flow is characterized by small Reynolds numbers at which viscous forces predominate over inertial forces; and third, the microroughness and wettability of the wall of the channel exert a considerable influence on the flow pattern. In view of these differences, the correlations used for tubes with a larger diameter cannot be used to calculate the boundaries of the transitions between different flow regimes in microchannels. In the present review, an analysis of published data on a gas-liquid two-phase flow in capillaries of various shapes is given, which makes it possible to systematize the collected body of information. The specific features of the geometry of a mixer and an inlet section, the hydraulic diameter of a capillary, and the surface tension of a liquid exert the strongest influence on the position of the boundaries of two-phase flow regimes. Under conditions of the constant geometry of the mixer, the best agreement in the position of the boundaries of the transitions between different hydrodynamic regimes in capillaries is observed during the construction of maps of the regimes with the use of the Weber numbers for a gas and a liquid as coordinate axes.
机译:毛细管流体力学与宏观系统有三个明显的区别:首先,相的表面积与它们所占据的体积之比增加。其次,流动的特征是雷诺数小,在该处粘滞力超过惯性力。第三,通道壁的微粗糙度和可湿性对流型产生很大影响。考虑到这些差异,不能将用于较大直径管的相关性用于计算微通道中不同流态之间的过渡边界。在本综述中,对各种形状的毛细管中的气液两相流的公开数据进行了分析,这使得将收集到的信息系统化成为可能。混合器和入口部分的几何形状,毛细管的水力直径以及液体的表面张力的具体特征对两相流态边界位置的影响最大。在混合器的几何形状恒定的条件下,在使用毛细管的气体和气体的韦伯数构造结构图的过程中,可以观察到毛细管中不同流体力学结构之间的过渡边界位置的最佳一致性。液体作为坐标轴。

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