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Numerical simulations on thermocapillary migrations of nondeformable droplets with large Marangoni numbers

机译:Marangoni数大的不可变形液滴热毛细管迁移的数值模拟

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摘要

In this paper, the study on isolated spherical drops in thermocapillary migrations in zero gravity is carried out with a novel numerical scheme to accomplish long-tank simulations in a very short computing domain, and the full migrating phenomena with fairly large Marangoni numbers (up to 400) are discussed in detail. Larger Marangoni numbers lead to more complicated migrating processes, and longer distances for the drops to reach their final stable migrating velocities (UF). There is nontrivial difference between the UF values in theoretical analysis, numerical simulations, and space experiments, and the most possible reason is the assumed different migrating distances to reach steady states in different investigations.
机译:在本文中,通过一种新颖的数值方案对零重力下的热毛细管迁移中孤立的球形液滴进行了研究,以在非常短的计算范围内完成长容器模拟,并获得了具有相当大的Marangoni数的最大迁移现象(直至400)进行了详细讨论。较大的Marangoni数导致更复杂的迁移过程,并且液滴需要更长的距离才能达到最终的稳定迁移速度(UF)。在理论分析,数值模拟和空间实验中,UF值之间存在不小的差异,最可能的原因是在不同的研究中假设达到稳定状态的迁移距离不同。

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