On the generation of a foam film during a topological rearrangement

Journal of Fluid Mechanics

Volumn 763, Issue , 2015, Pages 286-301

  Petit, P ^a   Seiwert, J ^b   Cantat, I ^b   Biance, A L ^a  

^a UNIVERSITÉ DE LYON   (France)

^b UNIVERSITÉ DE RENNES 1   (France)

Author keywords

bubble dynamics; drops and bubbles; foams

Indexed keywords

FILM THICKNESS; FLOW VELOCITY; FOAMS; LIGHT ABSORPTION; SURFACE ACTIVE AGENTS; TOPOLOGY; VELOCITY;

BUBBLE DYNAMICS; DROPS AND BUBBLES; ELEMENTARY PROCESS; FLOW VELOCITY FIELD; INTERFEROMETRIC MEASUREMENT; MECHANISM OF FORMATION; SURFACTANT SOLUTION; TOPOLOGICAL REARRANGEMENTS;

DYNAMICS;

BUBBLE; ELASTICITY; FILM; FLOW VELOCITY; FOAM; RHEOLOGY; SURFACTANT; TOPOLOGY; VISCOSITY;

EID: 84927547041     PISSN: 00221120     EISSN: 14697645     Source Type: Journal    
DOI: 10.1017/jfm.2014.662     Document Type: Article

References (26)

1. BARRETT, D. G. T., KELLY, S., DALY, E. J., DOLAN, M. J., DRENCKHAN, W., WEAIRE, D. & HUTZLER, S. 2008 Taking Plateau into microgravity: the formation of an eightfold vertex in a system of soap films. Microgravity Sci. Technol. 20 (1), 17-22.
2. BIANCE, A.-L., COHEN-ADDAD, S. & HOHLER, R. 2009 Topological transition dynamics in a strained bubble cluster. Soft Matter 5, 4672-4679.
3. BIANCE, A.-L., DELBOS, A. & PITOIS, O. 2011 How topological rearrangements and liquid fraction control liquid foam stability. Phys. Rev. Lett. 106, 068301.
4. BUZZA, D. M. A., LU, C. Y. D. & CATES, M. E. 1995 Linear shear rheology of incompressible foams. J. Phys. (Paris) 5 (1), 37-52.
5. CANTAT, I. 2011 Gibbs elasticity effect in foam shear flows: a non quasi-static 2D numerical simulation. Soft Matter 7 (2), 448-455.
6. CANTAT, I. 2013 Liquid meniscus friction on a wet plate: bubbles, lamellae, and foams. Phys. Fluids 25 (3), 031303.
7. CANTAT, I., COHEN-ADDAD, S., ELIAS, F., GRANER, F., HÖHLER, R., PITOIS, O., ROUYER, F. & SAINT-JALMES, A. 2010 Les mousses: structure et dynamique. Belin.
8. CARRIER, V. & COLIN, A. 2003 Coalescence in draining foams. Langmuir 19 (11), 4535-4538.
9. CHAN, D. Y. C., KLASEBOER, E. & MANICA, R. 2010 Dynamic interactions between deformable drops in the Hele-Shaw geometry. Soft Matter 6 (8), 1809-1815.
10. COHEN-ADDAD, S., HOHLER, R. & PITOIS, O. 2013 Flow in foams and flowing foams. Annu. Rev. Fluid Mech. 45, 241-267.
11. CORMIER, S. L., MCGRAW, J. D., SALEZ, T., RAPHAEL, E. & DALNOKI-VERESS, K. 2012 Beyond Tanner's law: crossover between spreading regimes of a viscous droplet on an identical film. Phys. Rev. Lett. 109 (15), 154501.
12. DURAND, M. & STONE, H. A. 2006 Relaxation time of the topological T1 process in a twodimensional foam. Phys. Rev. Lett. 97, 226101.
13. GERAUD, B., BOCQUET, L. & BARENTIN, C. 2013 Confined flows of a polymer microgel. Eur. Phys. J. E 36 (3), 30.
14. GOLEMANOV, K., DENKOV, N. D., TCHOLAKOVA, S., VETHAMUTHU, M. & LIPS, A. 2008 Surfactant mixtures for control of bubble surface mobility in foam studies. Langmuir 24 (18), 9956-9961.
15. GRASSIA, P., OGUEY, C. & SATOMI, R. 2012 Relaxation of the topological T1 process in a twodimensional foam. Eur. Phys. J. E 35 (7), 64.
16. HUTZLER, S., WEAIRE, D., COX, S. J., VAN DER NET, A. & JANIAUD, E. 2007 Pre-empting plateau: the nature of topological transitions in foam. Europhys. Lett. 77 (2), 28002.
17. KONDIC, L. 2003 Instabilities in gravity driven flow of thin fluid films. SIAM Rev. 45 (1), 95-115.
18. LASTAKOWSKI, H., BOYER, F., BIANCE, A.-L., PIRAT, C. & YBERT, C. 2014 Bridging local to global dynamics of drop impact onto solid substrates. J. Fluid Mech. 747, 103-118.
19. LE MERRER, M., COHEN-ADDAD, S. & HOHLER, R. 2012 Bubble rearrangement duration in foams near the jamming point. Phys. Rev. Lett. 108 (18), 188301.
20. LE MERRER, M., COHEN-ADDAD, S. & HOHLER, R. 2013 Duration of bubble rearrangements in a coarsening foam probed by time-resolved diffusing-wave spectroscopy: impact of interfacial rigidity. Phys. Rev. E 88 (2), 022303.
21. LIU, X. N. & DUNCAN, J. H. 2003 The effects of surfactants on spilling breaking waves. Nature 421 (6922), 520-523.
22. MARTENS, K., BOCQUET, L. & BARRAT, J. L. 2012 Spontaneous formation of permanent shear bands in a mesoscopic model of flowing disordered matter. Soft Matter 8 (15), 4197-4205.
23. MYSELS, K. J. & FRANKEL, S. P. 1978 Effect of a surface-induced gradual viscosity increase upon thickness of entrained liquid-films and flow in narrow channels. J. Colloid Interface Sci. 66 (1), 166-172.
24. SEIWERT, J., MONLOUBOU, M., DOLLET, B. & CANTAT, I. 2013 Extension of a suspended soap film: a homogeneous dilatation followed by new film extraction. Phys. Rev. Lett. 111 (9), 094501.
25. TCHOLAKOVA, S., DENKOV, N. D., GOLEMANOV, K., ANANTHAPADMANABHAN, K. P. & LIPS, A. 2008 Theoretical model of viscous friction inside steadily sheared foams and concentrated emulsions. Phys. Rev. E 78 (1), 011405.
26. WEAIRE, D., VAZ, M. F., TEIXEIRA, P. I. C. & FORTES, M. A. 2007 Instabilities in liquid foams. Soft Matter 3 (1), 47-57.