| 1 - 6 |
Rheological characterization and modeling of linear and branched metallocene polypropylenes prepared by reactive processing
Pivokonsky R, Zatloukal M, Filip P, Tzoganakis C |
| 7 - 20 |
Numerical simulation of flow past a cylinder using models of XPP type
Inkson NJ, Phillips TN, van Os RGM |
| 21 - 28 |
Prediction of extrudate swell in polymer melt extrusion using an Arbitrary Lagrangian Eulerian (ALE) based finite element method
Ganvir V, Lele A, Thaokar R, Gautham BR |
| 29 - 43 |
Influence of viscoelasticity on drop deformation and orientation in shear flow Part 1. Stationary states
Verhulst K, Cardinaels R, Moldenaers P, Renardy Y, Afkhami S |
| 44 - 57 |
Influence of viscoelasticity on drop deformation and orientation in shear flow. Part 2: Dynamics
Verhulst K, Cardinaels R, Moldenaers P, Afkhami S, Renardy Y |
| 58 - 69 |
On extensibility effects in the cross-slot flow bifurcation
Rocha GN, Poole RJ, Alves MA, Oliveira PJ |
| 70 - 74 |
Controllability of viscoelastic stresses for nonlinear Maxwell models
Renardy M |
| 75 - 83 |
Unsteady helical flows of a generalized Oldroyd-B fluid
Tong DK, Zhang XM, Zhang XH |
| 84 - 94 |
Numerical simulation of viscoelastic Dean vortices in a curved duct
Helin L, Thais L, Mompean G |
| 95 - 111 |
A fictitious domain/distributed Lagrange multiplier method for the particulate flow of Oldroyd-B fluids: A positive definiteness preserving approach
Hao J, Pan TW, Glowinski R, Joseph DD |
| 112 - 120 |
Stress communication and filtering of viscoelastic layers in oscillatory shear
Lindley B, Howell EL, Smith BD, Rubinstein GJ, Forest MG, Mitran SM, Hill DB, Superfine R |
| 121 - 128 |
Linear viscoelastic models Part I. Relaxation modulus and melt calibration
Borg T, Paakkonen EJ |
| 129 - 138 |
Linear viscoelastic models Part II. Recovery of the molecular weight distribution using viscosity data
Borg T, Paakkonen EJ |
