Numerical simulation of dielectric bubbles coalescence under the effects of uniform magnetic field

被引:18
|
作者
Hadidi, Amin [1 ]
Jalali-Vahid, Davood [1 ]
机构
[1] Sahand Univ Technol, Fac Mech Engn, Tabriz, Iran
关键词
Magnetic field; Coalescence; Bubble pairs; Two-phase flow; LEVEL SET METHOD; INCOMPRESSIBLE 2-PHASE FLOWS; 2 SPHERICAL BUBBLES; SIDE-BY-SIDE; GAS-BUBBLES; VISCOUS-LIQUID; FREE-SURFACE; IN-LINE; FLUID; DYNAMICS;
D O I
10.1007/s00162-015-0371-8
中图分类号
O3 [力学];
学科分类号
08 ; 0801 ;
摘要
In this research, the co-axial coalescence of a pair of gas bubbles rising in a viscous liquid column under the effects of an external uniform magnetic field is simulated numerically. Considered fluids are dielectric, and applied magnetic field is uniform. Effects of different strengths of magnetic field on the interaction of in-line rising bubbles and coalescence between them were investigated. For numerical modeling of the problem, a computer code was developed to solve the governing equations which are continuity, Navier-Stokes equation, magnetic field equation and level set and reinitialization of level set equations. The finite volume method is used for the discretization of the continuity and momentum equations using SIMPLE scheme where the finite difference method is used to discretization of the magnetic field equations. Also a level set method is used to capture the interface of two phases. The results are compared with available numerical and experimental results in the case of no-magnetic field effect which show a good agreement. It is found that uniform magnetic field accelerates the coalescence of the bubbles in dielectric fluids and enhances the rise velocity of the coalesced bubble.
引用
收藏
页码:165 / 184
页数:20
相关论文
共 50 条
  • [31] Numerical simulation of effectively driving the trajectory of magnetic particles in a Newtonian fluid using a uniform magnetic field
    Xu, Zhiqiang
    Chen, Feng
    Bo, Xinqian
    Tang, Zhifa
    Jiang, Shengqiang
    JOURNAL OF PHYSICS D-APPLIED PHYSICS, 2022, 55 (41)
  • [32] EHD effects on periodic bubble formation and coalescence in ethanol under non-uniform electric field
    Zhang, Wei
    Wang, Junfeng
    Li, Bin
    Liu, Hailong
    Mulbah, Christian
    Wang, Dongbao
    Yongphet, Piyaphong
    CHEMICAL ENGINEERING SCIENCE, 2020, 215
  • [33] Numerical investigation of effects of uniform magnetic field on heat transfer around a sphere
    Abbasi, Zeinab
    Dehkordi, Asghar Molaei
    Abbasi, Fateme
    INTERNATIONAL JOURNAL OF HEAT AND MASS TRANSFER, 2017, 114 : 703 - 714
  • [34] Three dimensional numerical simulation of drops suspended in a channel under uniform electric field
    Akbari, M.
    Mortazavi, S.
    EUROPEAN JOURNAL OF MECHANICS B-FLUIDS, 2019, 78 : 32 - 49
  • [35] Numerical Simulation of Anode Dynamic Behavior under Transverse Magnetic Field
    Long, Zhisong
    Xiu, Shixin
    Liu, Zhanpeng
    Chu, Bo
    Wang, Ting
    29TH INTERNATIONAL SYMPOSIUM ON DISCHARGES AND ELECTRICAL INSULATION IN VACUUM (ISDEIV 2020), 2021, : 294 - 297
  • [36] Numerical simulation of vacuum surface flashover under applied magnetic field
    Liu Y.
    Deng J.
    Wang M.
    Zou W.
    Zhou L.
    Qiangjiguang Yu Lizishu/High Power Laser and Particle Beams, 2010, 22 (10): : 2501 - 2504
  • [37] Numerical simulation of magnetic nanoparticle-based drug delivery in presence of atherosclerotic plaques and under the effects of magnetic field
    Varmazyar, Mostafa
    Habibi, MohammadReza
    Amini, Meysam
    Pordanjani, Ahmad Hajatzadeh
    Afrand, Masoud
    Vahedi, Seyed Masoud
    POWDER TECHNOLOGY, 2020, 366 : 164 - 174
  • [38] MAGNETIC EJECTION EFFECT UNDER UNIFORM MAGNETIC FIELD
    Gault, W.
    Iwamoto, Y.
    Niu, X. -D.
    Magoules, F.
    Yamaguchi, H.
    MAGNETOHYDRODYNAMICS, 2013, 49 (3-4): : 355 - 359
  • [39] Numerical simulation of deformed single bubbles rising in magnetic fluid
    Ueno, K
    Nishita, T
    Kamiyama, S
    JOURNAL OF MAGNETISM AND MAGNETIC MATERIALS, 1999, 201 : 281 - 284
  • [40] Injection of bubbles in a quiescent inviscid liquid under a uniform electric field
    Higuera, F. J.
    JOURNAL OF FLUID MECHANICS, 2006, 568 (203-222) : 203 - 222