[1] |
PURI, K. and GANGULY, R. Particle transport in therapeutic magnetic fields. Annual Review of Fluid Mechanics, 46, 407–440 (2014)
|
[2] |
FAN, X. J., JIANG, Y. H., LI, M. G., ZHANG, Y. F., TIAN, C. N., MAO, L. Y., XIE, H., SUN, L. N., YANG, Z., and SITTI, M. Scale-reconfigurable miniature ferrofluidic robots for negotiating sharply variable spaces. Science Advance, 8(37), eabq16776 (2022)
|
[3] |
ROWGHANIAN, P., MEINHART, C. D., and CAMPÀS, O. Dynamics of ferrofluid drop deformations under spatially uniform magnetic fields. Journal of Fluid Mechanics, 802, 245–262 (2016)
|
[4] |
ERDMANIS, J., KITENBERGS, G., PERZYNSKI, R., and CĒBERS, A. Magnetic micro-droplet in rotating field: numerical simulation and comparison with experiment. Journal of Fluid Mechanics, 819, 350–382 (2017)
|
[5] |
LIU, K., GAO, Y., TANG, X., ZHANG, Y., BAI, X., and ZANG, D. Bubbling of ferrofluid droplets via coupled magnetic and sound fields. Advanced Materials Interfaces, 10(7), 2201724 (2023)
|
[6] |
CHEN, C. Y., HSUEH, H. C., WANG, S. Y., and LI, Y. H. Self-assembly and novel planetary motion of ferrofluid drops in a rotational magnetic field. Microfluidics and Nanofluidics, 18, 795–806 (2015)
|
[7] |
QIU, M., AFKHAMI, S., CHEN, C. Y., and FENG, J. J. Interaction of a pair of ferrofluid drops in a rotating magnetic field. Journal of Fluid Mechanics, 846, 121–142 (2018)
|
[8] |
STIKUTS, A. P., PERZYNSKI, R., and CĒBERS, A. Spontaneous order in ensembles of rotating magnetic droplets. Journal of Magnetism and Magnetic Materials, 500, 166304 (2020)
|
[9] |
LI, X., YU, P., NIU, X. D., LI, D. C., and YAMAGUCHI, H. A magnetic field coupling lattice Boltzmann model and its application on the merging process of multiple-ferrofluid-droplet system. Applied Mathematics and Computation, 393, 125769 (2021)
|
[10] |
LEE, W. K., SCARDOVELLI, R., TRUBATCH, A. D., and YECKO, P. Numerical, experimental, and theoretical investigation of bubble aggregation and deformation in magnetic fluids. Physical Review E, 82(1), 016302 (2010)
|
[11] |
LI, Q. Z., LU, Z. L., ZHOU, D., NIU, X. D., GUO, T. Q., DU, B. C., and LI, Y. Magnetic field-induced self-assembly of multiple nonmagnetic bubbles inside ferrofluid. Physics of Fluids, 33(10), 103307 (2021)
|
[12] |
ZHOU, X., XIAO, W., ZHANG, Q., ZHANG, W., and ZHANG, F. A droplet in a ferrofluid droplet under a rotating magnetic field. Journal of Engineering Mathematics, 146, 6–26 (2024)
|
[13] |
POPINET, S. Gerris: a tree-based adaptive solver for the incompressible Euler equations in complex geometries. Journal of Computational Physics, 190, 572–600 (2003)
|
[14] |
POPINET, S. An accurate adaptive solver for surface-tension-driven interfacial flows. Journal of Computational Physics, 228, 5838–5866 (2009)
|
[15] |
AFKHAMI, S., TYLER, A. J., RENARDY, Y., RENARDY, M., PIERRE, T. G., WOODWARD, R. C., and RIFFLE, J. S. Deformation of a hydrophobic ferrofluid droplet suspended in a viscous medium under uniform magnetic fields. Journal of Fluid Mechanics, 663, 358–384 (2010)
|