| 1 - 12 |
Rheological responses of particle-filled polymer solutions: The transition to linear-nonlinear dichotomy
Zou JY, Wang XR |
| 13 - 26 |
The zero-shear-rate limiting rheological behaviors of ideally conductive particles suspended in concentrated dispersions under an electric field
Mirfendereski S, Park JS |
| 27 - 42 |
Non-Newtonian modeling of contact pressure in fused filament fabrication
Kim SK, Kazmer DO, Colon AR, Coogan TJ, Peterson AM |
| 43 - 57 |
Strategy for reducing molecular ensemble size for efficient rheological modeling of commercial polymers
Gong YN, Ginzburg V, Vervoort S, Den Doelder J, Larson RG |
| 59 - 71 |
Determining threadlike micelle lengths from rheometry
Tan G, Zou WZ, Weaver M, Larson RG |
| 73 - 73 |
A slip-spring simulation model for predicting linear and nonlinear rheology of entangled wormlike micellar solutions (vol 64, 1045, 2020)
Sato T, Moghadam S, Tan G, Larson RG |
| 75 - 75 |
Modelling the rheology of thixotropic elasto-visco-plastic materials (vol 63, 609, 2019)
Varchanis S, Makrigiorgos G, Moschopoulos P, Dimakopoulos Y, Tsamopoulos J |
| 77 - 102 |
Linear viscoelasticity and time-temperature-salt and other superpositions in polyelectrolyte coacervates
Larson RG, Liu Y, Li HL |
