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Marangoni效应下气泡上升过程的FTM模拟
引用本文:林圣享,朱宝杰,易义武,张莹,刘佩尧,马明. Marangoni效应下气泡上升过程的FTM模拟[J]. 计算力学学报, 2019, 36(1): 52-58
作者姓名:林圣享  朱宝杰  易义武  张莹  刘佩尧  马明
作者单位:南昌大学机电工程学院;美国圣母大学航空机械系
基金项目:国家自然科学基金(11562011,51566012);南昌大学研究生创新专项资金(CX2017109)资助项目.
摘    要:采用界面跟踪法FTM(Front-Tracking Method),并结合CSF(continuum surface force)模型,研究了在垂直方向上温度分布不均匀的对称流场中由Marangoni效应引起的气泡上升运动问题。模拟了在不同的M a数和Pr数下单气泡及同轴双气泡的运动。研究结果表明,在不同的M a数下气泡的运动差异较大,M a数越大,气泡运动至稳态时的速度越大,且气泡运动的最大速度值与M a数呈正相关关系;增大Pr数所造成的粘度增大或热扩散率减小将削弱气泡的迁移运动;Marangoni对流中双气泡的局部运动证实了温度梯度和气泡运动速度紧密相关。

关 键 词:Marangoni效应  两相流  热毛细迁移  界面张力
收稿时间:2017-09-27
修稿时间:2018-05-03

Front tracking simulation of bubble rising under the Marangoni effect
LIN Sheng-xiang,ZHU Bao-jie,YI Yi-wu,ZHANG Ying,LIU Pei-yao,MA Ming. Front tracking simulation of bubble rising under the Marangoni effect[J]. Chinese Journal of Computational Mechanics, 2019, 36(1): 52-58
Authors:LIN Sheng-xiang  ZHU Bao-jie  YI Yi-wu  ZHANG Ying  LIU Pei-yao  MA Ming
Affiliation:School of Mechanical and Electrical Engineering, Nanchang University, Nanchang 330031, China; Department of Aerospace and Mechanical Engineering, University of Notre Dame, South Bend 46556, USA
Abstract:Using front tracking method combined with the continuum surface force model,the bubble rising motion caused by the Marangoni effect in the symmetric flow field with non-uniform temperature distribution in the vertical direction was studied.The motion of a single bubble and a coaxial double bubble under different Ma and Pr numbers were simulated.The results show that the motion of bubbles is different under different Ma numbers.The larger the Ma number,the faster the bubble moves to a steady state,and there is a positive correlation between the maximum velocity of bubble motion and the Ma number;increasing the viscosity or decreasing the thermal diffusivity caused by increasing the Pr number will weaken the migration motion of the bubble;the local motion of the double bubbles in the Marangoni convection confirms that the temperature gradient is closely related to the bubble motion velocity.
Keywords:Marangoni effect  two-phase flow  thermocapillary migration  interfacial tension
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