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APS -70th Annual Meeting of the APS Division of Fluid Dynamics- Event - Dynamics of the liquid film around elongated bubbles rising in vertical capillaries

机译:APS -70TH流体动力学APS划分的年会 - 事件 - 垂直毛细血管上升液体膜周围的液体膜的动态

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We performed a theoretical, numerical and experimental study on elongated bubbles rising in vertical tubes in co-current liquid flows.The flow conditions were characterized by capillary, Reynolds and Bond numbers within the range of $mathrm{Ca}=0.005-0.1$, $mathrm{Re}=1-2000$ and $mathrm{Bo}=0-20$. Direct numerical simulations of the two-phase flows are run with a self-improved version of OpenFOAM, implementing a coupled Level Set and Volume of Fluid method.A theoretical model based on an extension of the traditional Bretherton theory, accounting for inertia and the gravity force, is developed to obtain predictions of the profiles of the front and rear menisci of the bubble, liquid film thickness and bubble velocity.Different from the traditional theory for bubbles rising in a stagnant liquid, the gravity force impacts the flow already when $mathrm{Bo}<4$. Gravity effects speed up the bubble compared to the $mathrm{Bo}=0$ case, making the liquid film thicker and reducing the amplitude of the undulation on the surface of the bubble near its tail.Gravity effects are more apparent in the visco-capillary regime, i.e. when the Reynolds number is below 1.
机译:我们对垂直管中的垂直管中升起的细长气泡进行了理论,数值和实验研究,该研究在垂直管中升高的液体流动。毛细管,雷诺和$ 0.005-0.1 $的范围内的毛细管,雷诺和粘合号的特征在于流动条件。 $ mathrm {re} = 1-2000 $和$ mathrm {bo} = 0-20 $。两相流量的直接数值模拟采用自动改进的OpenFoam,实现了一种耦合级别集和流体方法的体积。基于传统Bretherton理论的延伸的理论模型,占惯性和重力开发力,以获得泡沫,液体膜厚度和气泡速度的前半月斑的轮廓的预测。从传统理论的泡沫中升起的气泡中升高,重力力会影响到Mathrm时的流量{bo} <4 $。与$ mathrm {bo} = 0美元相比,重力效应加速气泡,使液体膜更厚并减小在其尾部的泡沫表面上的表面上的波动的幅度。在粘性中更加明显毛细管制度,即雷诺数低于1时。

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