Croissance cristalline

  1. Strong coupling between diffusive and elastic instabilities in directional solidification.
    I. Durand, K. Kassner, C. Misbah and H. Müller-Krumbhaar.
    Phys. Rev. Lett. vol. 76, p. 3013-3016 (1996) pdf

  2. Directional solidification under stress.
    I. Cantat, K. Kassner, C. Misbah, H. Müller-Krumbhaar.
    Phys. Rev. E vol. vol. 58, p.6027-6040 (1998) pdf

  3. Dynamique de vésicules
  4. Adhesion-induced vesicle propulsion.
    I. Durand, P. Jönson, C. Misbah, A. Valance, K. Kassner.
    Phys. Rev. E. vol. 56, p. R3776-3779 (1997) pdf

  5. Dynamics and similarity laws for adhering vesicles.
    I. Cantat and C. Misbah.
    Phys. Rev. Lett. vol. 83, p. 235-238 (1999) pdf

  6. Lift force and dynamical unbinding of adhering vesicles under shear flow.
    I. Cantat and C. Misbah.
    Phys. Rev. Lett. vol. 83, p. 880-883 (1999) pdf

  7. Vesicle propulsion in haptotaxis : a local model.
    I. Cantat, C. Misbah and Y. Saito.
    Eur. Phys. J. E. vol. 3, p. 403-412 (2001) pdf

  8. Fluctuations of a membrane interacting with a diffusion field.
    F. Divet, T. Biben, I. Cantat, A. Stéphanou, B. Fourcade and C. Misbah.
    Europhys. Lett. vol 60, p. 795-801 (2002) pdf

  9. Vesicles in haptotaxis with hydrodynamical dissipation.
    I. Cantat, K. Kassner and C. Misbah.
    Euro. Phys. J. E. vol. 10, p. 175-189 (2003) pdf

  10. Lateral migration of a two-dimensional vesicle in unbounded Poiseuille flow.
    B. Kaoui, G. Ristow, I. Cantat, C. Misbah and W. Zimmermann.
    Phys. Rev. E. vol. 77, p. 021903 (2008) pdf

    Mousses liquides

  11. Dynamical transition induced by large bubbles in 2D foam flows.
    I. Cantat and R. Delannay.
    Phys. Rev. E. vol. 67, p. 031501-031504 (2003) pdf

  12. Dynamics and Topological Aspects of ReconstructedTwo-Dimensional Foam Time Series.
    I. F. Vasconcellos, I. Cantat and J. A. Glazier.
    Journal of computationnal physics. vol. 92, p. 1-20, (2003) pdf

  13. Extraction of relevant physical parameters from 3D images of foams obtained by X-ray tomography.
    J. Lambert, I. Cantat, R. Delannay, A. Renault, F. Graner, J. Glazier, I. Veretennikov and P. Cloetens.
    Colloids and Surfaces A, vol. 263 p. 295-302 (2005) pdf

  14. In-situ investigations on organic foam films using neutron and synchrotron radiations.
    J. Etrillard, M.A.V. Axelos, I. Cantat, F. Artzner, A. Renault, T. Weiss, R. Delannay, F. Boué.
    Langmuir, vol. 21, p. 2229-2234, (2005) pdf

  15. Dissipative flows of 2D foams.
    I. Cantat, R. Delannay.
    Euro. Phys J. E vol. 18, p.55-67 (2005) pdf

  16. Mechanical probing of liquid foam aging.
    I. Cantat, O. Pitois.
    J. Phys.: Condens. Matter vol. 17 , p. S3455–S3461 (2005) pdf

  17. Experimental evidence of flow destabilisation in 2D bidisperse foam.
    I. Cantat, C. Poloni, R. Delannay.
    Phys. Rev. E. vol 73, p.011505 1-7 (2006) pdf

  18. Stokes experiment in a liquid foam.
    I. Cantat and O. Pitois.
    Phys of Fluid. vol. 18, p.083302 1-9 (2006) pdf

  19. Experimental growth law for bubbles in a moderately "wet" 3D foam.
    J. Lambert, I. Cantat, R. Delannay, R. Mokso, P. Cloetens, J. Glazier and F. Graner.
    Phys. Rev. Lett. vol. 99, p.058304 (2007) pdf

  20. Coarsening foams robustly reach a self-similar growth regime.
    J. Lambert, R. Mokso, I. Cantat, P. Cloetens, J. A. Glazier, F. Graner and R. Delannay.
    Phys. Rev. Lett. vol. 104, p. 248304 (2010) pdf

  21. Gibbs elasticity effect in foam shear flows: a non quasi-static 2D numerical simulation.
    I. Cantat.
    Soft Matter vol. 7, p. 448 (2011) pdf

  22. Experimental link of coarsening rate and volume distribution in dry foam.
    J. Lambert, R. Delannay, F. Graner, I. Cantat.
    Europhys. Lett. vol. 99, p. 48003 (2012) pdf

  23. Response of a two-dimensional liquid foam to air injection: swelling rate, fingering and fracture.
    I. Ben Salem, I. Cantat, B. Dollet.
    J. Fluid. Mech. vol. 714, p. 258 (2013) pdf

  24. Response of a two-dimensional liquid foam to air injection: infuence of surfactants, critical velocities and branched fracture
    I. Ben Salem, I. Cantat, B. Dollet,
    Coll Surf A vol. 438, p. 41-46 (2013) pdf

  25. Structure dependent mobility of a dry aqueous foam flowing along two parallel channels.
    S.A. Jones, B. Dollet, Y. M Méheust , S. J. Cox, I. Cantat
    Phys. Fluids 25, p. 063101 (2013) pdf

  26. Influence of the elastic deformation of a foam on its mobility in channels of linearly varying width.
    B. Dollet, S.A. Jones, Y. Méheust and I. Cantat
    Phys. Rev. E 90, p. 023006 (2014) pdf

  27. Influence of bubble size and thermal dissipation on compressive wave attenuation in liquid foams.
    M. Monloubou, A. Saint-Jalmes, B. Dollet, and I. Cantat
    EPL, 112, p.34001 (2015) pdf

  28. The flow of a foam in a two-dimensional porous medium.
    B. Géraud, S. A. Jones, I. Cantat, B. Dollet and Y. Méheust
    Water Resour. Res., 52, p.773-790 (2016) pdf

  29. Blast wave attenuation in liquid foams: role of gas and evidence of an optimal bubble size.
    M. Monloubou, M. A. Bruning, A. Saint-Jalmes, B. Dollet, and I. Cantat
    Soft Matter, 12, p.8015-8024 (2016) pdf

  30. Lamella division in a foam flowing through a two-dimensional porous medium: A model fragmentation process
    B. Géraud, Y. Méheust, I. Cantat and B. Dollet
    Phys. Rev. Lett., 118, p.098003 (2017) pdf

  31. Films liquides et surfactants
  32. Stability of soap films: hysteresis and nucleation of black films.
    V. Castelletto, I. Cantat, D. Sarker, R. Bausch, D. Bonn and J. Meunier.
    Phys. Rev. Lett., 90, p. 048302-048305 (2003) pdf
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  33. Dissipation in foam flowing through narrow channels.
    I. Cantat, N. Kern and R. Delannay.
    Europhys. Lett. vol. 65, p. 726-732 (2004) pdf

  34. Viscous force exerted on a foam at a solid boundary : influence of the liquid fraction and of the bubble size.
    E. Terriac, J. Etrillard and I. Cantat.
    Europhys. Lett. vol. 74, p. 909-915 (2006) pdf

  35. Deformation of soap films pushed through tubes at high velocity
    B. Dollet and I. Cantat.
    J. Fluid. Mech. vol. 652, p. 529-539 (2010) pdf

  36. The role of surface rheology in liquid film formation
    B. Scheid, J. Delacotte, B. Dollet, E. Rio, F. Restagno, E.A. van Nierop, I. Cantat, D. Langevin and H.A. Stone.
    Europhys. Lett. vol. 90, p. 24002 (2010) pdf

  37. Liquid films with high surface modulus moving in tubes: dynamic wetting film and jumpy motion
    I. Cantat, B. Dollet.
    Soft Matter. vol. 8, p. 7790 (2012) pdf

  38. Liquid meniscus friction on a wet plate: Bubbles, lamellae and foams
    I. Cantat.
    Phys. Fluids 25 p. 031303 (2013) pdf

  39. Light induced flows opposing drainage in foams and thin-films using photosurfactants
    C. Chevallier, A. Saint-Jalmes, I. Cantat, F. Lequeux, C. Monteux
    Soft Mat. 9 p. 7054 (2013) pdf

  40. Extension of a suspended soap film: a two step process
    J. Seiwert, M. Monloubou, B. Dollet, I. Cantat.
    Phys. Rev. Lett 111 p. 094501 (2013) pdf

  41. Pulling soap film out of a reservoir: interfacial condition for a steady state.
    J. Seiwert, B. Dollet, I. Cantat.
    J. Fluid Mech. 739 p. 124 (2014) pdf

  42. Marangoni flow of water-soluble surfactants.
    M. Roché, Z. Li, I. M. Griffith, S. Le Roux, I. Cantat, A. Saint-Jalmes, H. A. Stone
    Phys. Rev. Lett. 112 p. 208302 (2014) pdf

  43. On the generation of a foam film during a topological rearrangement.
    P. Petit, J. Seiwert, I. Cantat, A.-L. Biance
    J. Fluid Mech. 763 p. 286-301 (2015) pdf

  44. Generation of soap films with instantaneously adsorbed surfactants: concentration-dependent film thinning.
    J. Seiwert and I. Cantat
    Coll. Surf. A 473 p. 2-10 (2015) pdf

  45. Soluble surfactant spreading: How the amphiphilicity sets the Marangoni hydrodynamics.
    S. Le Roux, M. Roché, I. Cantat, and A. Saint-Jalmes
    Phys. Rev. E 93 p. 013107 (2016) pdf

  46. Velocity field in a vertical foam film.
    J. Seiwert, R. Kervil, S. Nou, I. Cantat
    Phys. Rev. Lett. 118 p.048001 (2017) pdf

  47. Enhanced interfacial deformation in a Marangoni flow: a measure of the dynamical surface tension.
    R. Leite Pinto, S. Le Roux, I. Cantat, and A. Saint-Jalmes
    To appear in Phys. Rev. F (2018) pdf

  48. Microfluidique
  49. 2D foam coarsening in a microfluidic system.
    J. Marchalot, J. Lambert, I. Cantat, P. Tabeling and M.-C. Jullien.
    Europhys. Lett. vol. 83, p.64006 (2008) pdf

  50. Thermocapillary actuation by optimized resistor pattern: bubbles and droplets displacing, switching and trapping.
    B. Selva, I. Cantat, and M.-C. Jullien.
    Lab on a Chip 10, p.1835 (2010) pdf

  51. Temperature-induced migration of a bubble in a soft microcavity.
    B. Selva, I. Cantat, and M.-C. Jullien.
    Phys. Fluid 23, p. 052002 (2011) pdf

  52. Foam drainage control using thermocapillary stress in a two-dimensional microchamber.
    V. Mirailles, B. Selva, I. Cantat, and M.-C. Jullien.
    Phys. Rev. Lett. 112, p. 238302 (2014) pdf

  53. Droplets in Microchannels: Dynamical Properties of the Lubrication Film.
    A. Huerre, O. Theodoly, A. Leshansky, M.-P. Valignat, I. Cantat and M.-C. Jullien.
    Phys. Rev. Lett. 115, p. 064501 (2015) pdf

  54. Investigating the role of a poorly soluble surfactant in a thermally driven 2D microfoam.
    V. Miralles, E. Rio, I. Cantat, and M.-C. Jullien.
    Soft Matter, 12, p.7056-7062 (2016) pdf

  55. Topography of the lubrication film under a pancake droplet traveling in a Hele-Shaw cell.
    B. Reichert, A. Huerre, O. Theodoly, M.-P. Valignat, I. Cantat, and M.-C. Jullien.
    Preprint (2018) pdf

  56. Milieux granulaires
  57. Saltating Particles in a Turbulent Boundary Layer: Experiment and Theory
    M. Creyssels, P. Dupont, A. Ould El Moctar, A. Valance, I. Cantat, J.T. Jenkins, J.M. Pasini and K.R. Rasmussen.
    J. Fluid. Mech. 625, p. 47-74 (2009) pdf

  58. A continuum model for steady, fully developed saltation above an horizontal particle bed.
    J. T. Jenkins, I. Cantat et A. Valance
    Phys. Rev. E 82, p. 020301(R) (2010) pdf

Livre et chapitre de livre
Les mousses. Structure et dynamique.
I. Cantat, S. Cohen-Addad, F. Elias, F. Graner, R. Höhler, O. Pitois, F. Rouyer, A. Saint-Jalmes
Collection Echelle, Belin (2010)
Version anglaise:
Foams. Structure and dynamics. Translated by Ruth Flatman and Edited by Simon Cox.
Oxford University Press (2013)

Les mousses liquides: Evolution par diffusion gazeuse.
I. Cantat, R. Delannay et J. Lambert,
in "Matière en désordre", EDP sciences, Savoirs Actuels, édité par D. Bideau, E. Guyon, J.-P. Hulin (2014).

Vesicle dynamics in chemotaxis, haptotaxis, and under shear flow.
I. Cantat and C. Misbah
Transport and structures, their competitive roles in biophysics and chemistry
Springer (Berlin 1999), No 532, p. 93, eds S. Mueller, J. Parisi, W. Zimmermann.