Mandal, Shubhadeep Bandopadhyay, Aditya and Chakraborty, Suman 2017. The effect of surface charge convection and shape deformation on the settling velocity of drops in nonuniform electric field. Physics of Fluids, Vol. 29, Issue. 1, p. 012101.
Gounley, J. Boedec, G. Jaeger, M. and Leonetti, M. 2016. Influence of surface viscosity on droplets in shear flow. Journal of Fluid Mechanics, Vol. 791, p. 464.
Mandal, Shubhadeep Bandopadhyay, Aditya and Chakraborty, Suman 2016. Dielectrophoresis of a surfactant-laden viscous drop. Physics of Fluids, Vol. 28, Issue. 6, p. 062006.
Mandal, Shubhadeep Ghosh, Uddipta and Chakraborty, Suman 2016. Effect of surfactant on motion and deformation of compound droplets in arbitrary unbounded Stokes flows. Journal of Fluid Mechanics, Vol. 803, p. 200.
Zabarankin, Michael 2016. Analytical Solution for Spheroidal Drop under Axisymmetric Linearized Boundary Conditions. SIAM Journal on Applied Mathematics, Vol. 76, Issue. 4, p. 1606.
Avazmohammadi, Reza and Ponte Castañeda, Pedro 2015. The rheology of non-dilute dispersions of highly deformable viscoelastic particles in Newtonian fluids. Journal of Fluid Mechanics, Vol. 763, p. 386.
Kallendorf, Christina Fath, Anja Oberlack, Martin and Wang, Yongqi 2015. Exact solutions to the interfacial surfactant transport equation on a droplet in a Stokes flow regime. Physics of Fluids, Vol. 27, Issue. 8, p. 082104.
Mandal, Shubhadeep Bandopadhyay, Aditya and Chakraborty, Suman 2015. Effect of interfacial slip on the cross-stream migration of a drop in an unbounded Poiseuille flow. Physical Review E, Vol. 92, Issue. 2,
Oliveira, T. F. and Cunha, F. R. 2015. Emulsion rheology for steady and oscillatory shear flows at moderate and high viscosity ratio. Rheologica Acta, Vol. 54, Issue. 11-12, p. 951.
Zinchenko, Alexander Z. and Davis, Robert H. 2015. Extensional and shear flows, and general rheology of concentrated emulsions of deformable drops. Journal of Fluid Mechanics, Vol. 779, p. 197.
Martin, Richard Zinchenko, Alexander and Davis, Robert 2014. A generalized Oldroyd's model for non-Newtonian liquids with applications to a dilute emulsion of deformable drops. Journal of Rheology, Vol. 58, Issue. 3, p. 759.
Schuch, Anna Leal, L. Gary and Schuchmann, Heike P. 2014. Production of W/O/W double emulsions. Part I: Visual observation of deformation and breakup of double emulsion drops and coalescence of the inner droplets. Colloids and Surfaces A: Physicochemical and Engineering Aspects, Vol. 461, p. 336.
He, Hui Salipante, Paul F. and Vlahovska, Petia M. 2013. Electrorotation of a viscous droplet in a uniform direct current electric field. Physics of Fluids, Vol. 25, Issue. 3, p. 032106.
Nganguia, Herve Young, Y.-N. Vlahovska, Petia M. Blawzdziewicz, Jerzy Zhang, J. and Lin, H. 2013. Equilibrium electro-deformation of a surfactant-laden viscous drop. Physics of Fluids, Vol. 25, Issue. 9, p. 092106.
Deshmukh, Shivraj. D. and Thaokar, Rochish. M. 2012. Deformation, breakup and motion of a perfect dielectric drop in a quadrupole electric field. Physics of Fluids, Vol. 24, Issue. 3, p. 032105.
Sagis, Leonard M.C. 2012. An extended rational thermodynamics model for surface excess fluxes. Physica A: Statistical Mechanics and its Applications, Vol. 391, Issue. 4, p. 979.
Cardinaels, Ruth Vananroye, Anja Van Puyvelde, Peter and Moldenaers, Paula 2011. Breakup Criteria for Confined Droplets: Effects of Compatibilization and Component Viscoelasticity. Macromolecular Materials and Engineering, Vol. 296, Issue. 3-4, p. 214.
Fridjonsson, Einar O. Chandrasekera, Thusara C. Sederman, Andrew J. Johns, Michael L. Zhao, Chun-Xia and Middelberg, Anton P. J. 2011. Imaging the effects of peptide bio-surfactants on droplet deformation in a Taylor–Couette shear cell. Soft Matter, Vol. 7, Issue. 6, p. 2961.
Oliveira, T. F. and Cunha, F.R. 2011. A Theoretical Description of a Dilute Emulsion of Very Viscous Drops Undergoing Unsteady Simple Shear. Journal of Fluids Engineering, Vol. 133, Issue. 10, p. 101208.
Schwalbe, Jonathan T. Vlahovska, Petia M. and Miksis, Michael J. 2011. Vesicle electrohydrodynamics. Physical Review E, Vol. 83, Issue. 4,
A small-deformation perturbation analysis is developed to study the effect of surfactant on drop dynamics in viscous flows. The surfactant is assumed to be insoluble in the bulk-phase fluids; the viscosity ratio and surfactant elasticity parameters are arbitrary. Under small-deformation conditions, the drop dynamics are described by a system of ordinary differential equations; the governing equations are given explicitly for the case of axisymmetric and two-dimensional imposed flows. Analytical results accurate to third order in the flow-strength parameter (capillary number) are derived (i) for the stationary drop shape and surfactant distribution in simple shear and axisymmetric straining flows, and (ii) for the rheology of a dilute emulsion in shear flow which include a shear-thinning viscosity and non-zero normal stresses. For drops with clean interfaces, the small-deformation theory presented here improves the results of Barthès-Biesel & Acrivos (J. Fluid Mech., vol. 61, 1973, p. 1). Boundary integral simulations are used to test our theory and explore large-deformation conditions.
This list contains references from the content that can be linked to their source. For a full set of references and notes please see the PDF or HTML where available.
Email your librarian or administrator to recommend adding this journal to your organisation's collection.