111 - 113 |
Professor Andreas Acrivos - Dedication Tsamopoulos JA, Vlassopoulos D |
115 - 134 |
Shear-induced corrugation of free interfaces in concentrated suspensions Loimer T, Nir A, Semiat R |
135 - 148 |
Rotational dynamics in dipolar colloidal suspensions: video microscopy experiments and simulations results Melle S, Calderon OG, Rubio MA, Fuller GG |
149 - 156 |
High frequency rheology of hard sphere colloidal dispersions measured with a torsional resonator Fritz G, Maranzano BJ, Wagner NJ, Willenbacher N |
157 - 178 |
Transient phenomena in thixotropic systems Mujumdar A, Beris AN, Metzner AB |
179 - 191 |
Convergence of a regularization method for creeping flow of a Bingham material about a rigid sphere Liu BT, Muller SJ, Denn MM |
193 - 218 |
Viscoplastic boundary layer Piau JM |
219 - 232 |
Second normal stress jump instability in non-Newtonian fluids Brady JF, Carpen IC |
233 - 250 |
Linear stability analysis of thin leaky dielectric films subjected to electric fields Pease LF, Russel WB |
251 - 261 |
Material instability with stress localization Goddard JD |
263 - 280 |
Computation of a free jet with embedded drops Sarkar K, Schowalter WR |
281 - 298 |
Ellipsoidal model for deformable drops and application to non-Newtonian emulsion flow Wu YY, Zinchenko AZ, Davis RH |
299 - 319 |
Non-linear temporal stability analysis of viscoelastic plane channel flows using a fully-spectral method Atalik K, Keunings R |
321 - 342 |
Effect of viscous heating on linear stability of viscoelastic cone-and-plate flow: axisymmetric case Olagunju DO, Cook LP, McKinley GH |
343 - 359 |
Viscoelastic contraction flows: comparison of axisymmetric and planar configurations Nigen S, Walters K |
361 - 382 |
The shear flow behavior of LCPs based on a generalized Doi model with distortional elasticity Sgalari G, Leal GL, Feng JJ |
383 - 395 |
A multi-mode CCR model for entangled polymers with chain stretch Ianniruberto G, Maitucci G |
397 - 408 |
A suspension model for low shear rate polymer solidification Tanner RI |
409 - 445 |
Stress gradient-induced migration effects in the Taylor-Couette flow of a dilute polymer solution Apostolakis MV, Mavrantzas VG, Beris AN |
447 - 473 |
Models for flow of non-Newtonian and complex fluids through porous media Pearson JRA, Tardy PMJ |