Short-chain Length Dependence of Equilibrium Dynamics and Nonlinear Rheology in Unentangled Long-chain/Short-chain Polymer Blends
摘要
The equilibrium dynamics and nonlinear rheology of unentangled polymer blends remain inadequately understood, especially regarding the influence of short-chain matrix length NS on the structure and rheological behavior of dispersed long chains. Using molecular dynamics simulations based on the Kremer-Grest model, we systematically explore the NS-dependence of static conformations, equilibrium dynamics, and nonlinear shear responses in unentangled long-chain/short-chain polymer blends. Our results demonstrate a decoupling between the static and dynamic sensitivity to NS: while the static chain size, Rg, follows Flory theory with slight swelling at small NS due to incomplete excluded volume screening, the diffusion coefficient, D, and the relaxation time, τ0, exhibit a strong, non-monotonic NS-dependence, transitioning from monomeric friction dominance at small NS to collective segmental rearrangement at large NS. Additionally, we observe partial decoupling between the viscous and normal stress responses: while the zero-shear viscosity, η, is strongly NS-dependent, the first and second normal stress coefficients, Ψ1 and Ψ2, collapse onto universal curves when scaled by the dimensionless shear rate,