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DIRECT NUMERICAL SIMULATION OF AIR BUBBLES IN WATER/GLYCEROL MIXTURES: SHAPES AND VELOCITY FIELDS

机译:水/甘油混合物中气泡的直接数值模拟:形状和速度场

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In this paper results of direct numerical simulation (DNS) of bubbles rising in viscous Newtonian liquids with high-density ratio are presented. The simulations are carried out with the highly parallelized code FS3D, which employs the Volume-of-Fluid (VOF) method. The high degree of parallization of the code allows high resolution of the computational domain, such that the Kolmogorov length scale inside the liquid phase is resolved for the simulations. For validation of the numerical results the terminal rise velocities, bubble shapes and flow fields are compared to experimental data as well as to approximate analytical solutions. For high Morton numbers terminal rise velocities and aspect ratios agree very well with experimental values. For lower Morton numbers there is an increasing difference between experimental and numerical rise velocities. The aspect ratios of ellipsoidal bubbles match both with experimental measurements and with theoretical values of Taylor and Acrivos. At very tow Reynolds numbers (Res < 1) the velocity fields in and outside of the bubble show good semi-quantitative agreement with the analytical creeping flow solution of Hadamard and Rybczynski.
机译:在本文中,介绍了在牛油牛液中升高的气泡的直接数值模拟(DNS)的结果呈现出高密度比。使用高度平行化的代码FS3D进行模拟,其采用流体体积(VOF)方法。代码的高度被解析允许计算域的高分辨率,使得液相内的Kolmogorov长度尺度被解析为模拟。为了验证数值结果,将终端上升速度,气泡形状和流场与实验数据以及近似分析解决方案进行比较。对于高审数,终端上升速度和纵横比与实验值非常好。对于较低的Morton数,实验和数值上升速度之间存在越来越大的差异。椭圆形气泡的纵横比与实验测量和泰勒和Acrivo的理论值匹配。在非常拖曳雷诺数(RES <1)泡沫中外的速度场与Hadamard和Rybczynski的分析爬行流程解决方案显示出良好的半量值协议。

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