| 205 - 208 |
Laudatio for John D. Ferry
Schrag JL, Landel RF |
| 209 - 216 |
Translational diffusion of rubrene and tetracene in polyisobutylene
Bainbridge D, Ediger MD |
| 217 - 228 |
Viscoelasticity and diffusion in miscible blends of saturated hydrocarbon polymers
Gell CB, Krishnamoorti R, Kim E, Graessley WW, Fetters LJ |
| 229 - 238 |
Fluctuation regime in the viscoelastic properties of block copolymer solutions
Jin XL, Lodge TP |
| 239 - 244 |
Molecular origin of viscoelasticity and chain orientation of glassy polymers
Inoue T, Matsui H, Osaki K |
| 245 - 251 |
Nonlinear viscoelastic properties and change in entanglement structure of linear polymer .1. Single-step large shearing deformations
Isono Y, Kamohara T, Takano A, Kase T |
| 252 - 261 |
Structure and dynamics of ovalbumin gels .3. Solvent effect
Nakamura K, Kiriyama M, Takada A, Maeda H, Nemoto N |
| 262 - 268 |
Strain hardening of fibrin gels and plasma clots
Shah JV, Janmey PA |
| 269 - 276 |
Polymer contribution to the thermal conductivity and viscosity in a dilute solution (Fraenkel Dumbbell model)
Bird RB, Curtiss CF, Beers KJ |
| 277 - 284 |
Transient filament stretching rheometer .1. Force balance analysis
Szabo P |
| 285 - 302 |
Transient filament stretching rheometer .2. Numerical simulation
Kolte MI, Rasmussen HK, Hassager O |
| 303 - 306 |
Generating line spectra from experimental responses .5. Time-dependent viscosity
Emri I, Tschoegl NW |
| 307 - 319 |
Some examples of possible descriptions of dynamic properties of polymers by means of the coupling model
Ngai KL, Plazek DJ, Rendell RW |
| 320 - 329 |
On the use of stretched-exponential functions for both linear viscoelastic creep and stress relaxation
Berry GC, Plazek DJ |
| 330 - 344 |
Mapping of the relaxation patterns of polymer melts with linear flexible molecules of uniform length
Carri GA, Winter HH |
