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Numerical Analysis of Marangoni Convection in Liquid Bridge with Liquid Encapsulation Ⅱ. Effect of Dynamic Viscosity

机译:液体包裹的液桥中马兰戈尼对流的数值分析Ⅱ。动态粘度的影响

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The physical and mathematical models of the Marangoni convection in liquid bridge with liquid encapsulation (or two immiscible coaxial liquid columns ) are established. Numerical simulation of the Marangoni convection in liquid bridge with liquid encapsulation is performed by employed vorticity-streamfunction method and the Alternative Direction Implicit scheme in finite difference. The distribution of temperature and flow in two liquid columns is then obtained. The influence law of the dynamic viscosity ratio of the inner liquid to the outer liquid to the Marangoni convection in liquid bridge with liquid encapsulation is obtained. We conducted that the dynamic viscosity play a prominent role in influencing the Marangoni convection of two immiscible coaxial liquid columns. The Marangoni convection in the inner liquid (or liquid bridge) is reduced extremely along with the augmentation of the dynamic viscosity radio μ~* of the inner liquid to the outer liquid.
机译:建立了带有液体封装的液桥(或两个不混溶的同轴液柱)中Marangoni对流的物理和数学模型。采用涡流函数方法和交替方向隐式有限差分法,对液体包裹的马兰戈尼对流进行了数值模拟。然后获得两个液柱中温度和流量的分布。得出了内部液体与外部液体的动态黏度比对具有液体封装的液桥中的Marangoni对流的影响规律。我们认为动态粘度在影响两个不相溶的同轴液体色谱柱的Marangoni对流中起着重要作用。随着内部液体向外部液体的动态粘度辐射μ*的增加,内部液体(或液体桥)中的马兰戈尼对流大大降低。

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