2021
DOI: 10.1039/d1cp00089f
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Glass transition and dynamics of semiflexible polymer brushes

Abstract: The glass transition and dynamics of densely grafted semiflexible polymer brushes are studied by molecular dynamics simulation. The glass transition temperature (Tg) increases with the polymer rigidity. The local glass...

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Cited by 9 publications
(10 citation statements)
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“…It has long been recognized from simulations of non-network polymers that some molecular parameters are particularly implicated in changes in the dynamics of GF polymer materials, such as polymer topology ( e.g. , ring and star polymers, polymer brushes, and polymers with side groups), the addition of nanoparticles or additives, changes in chain stiffness, and the cohesive interaction strength of polymer molecules. The present work extends these earlier studies on glass formation in polymer materials to describe cross-linked network polymers. To some degree, such network polymers can be considered to be just high molecular mass polymers, but the network topology of polymer material can evidently lead to new effects.…”
Section: Introductionmentioning
confidence: 72%
“…It has long been recognized from simulations of non-network polymers that some molecular parameters are particularly implicated in changes in the dynamics of GF polymer materials, such as polymer topology ( e.g. , ring and star polymers, polymer brushes, and polymers with side groups), the addition of nanoparticles or additives, changes in chain stiffness, and the cohesive interaction strength of polymer molecules. The present work extends these earlier studies on glass formation in polymer materials to describe cross-linked network polymers. To some degree, such network polymers can be considered to be just high molecular mass polymers, but the network topology of polymer material can evidently lead to new effects.…”
Section: Introductionmentioning
confidence: 72%
“…Standard molecular dynamics (MD) simulations were performed using our previously validated coarse-grained model for PnBA networks (semiflexible chains where each bead represents a single nBA monomer of size σ*) with explicit cross-links as the polymer matrix in which dilute spherical penetrants (diameter d ) are dissolved (Figure b). ,,,, The network mesh size is computed as the average distance between cross-link points and the penetrant diffusion constant extracted from the long-time limit of its mean square displacement; see, e.g., Figure S4, and the SI for other technical details of the simulation. …”
Section: Methodsmentioning
confidence: 99%
“…We note that our use of a semiflexible chain model leads to a modest temperature dependence of C ∞ , which is known to affect studies of the α-relaxation due to small local chain extension upon cooling . Although such a model has been extensively used in the simulation literature to study the alpha relaxation process of model glass-forming polymer melts, , Hsu and Kremer have recently proposed alternative potentials to mitigate this temperature dependence.…”
Section: Simulation and Experimental Methodsmentioning
confidence: 99%
“…We note that our use of a semiflexible chain model leads to a modest temperature dependence of C ∞ , which is known to affect studies of the α-relaxation due to small local chain extension upon cooling . Although such a model has been extensively used in the simulation literature to study the alpha relaxation process of model glass-forming polymer melts, , Hsu and Kremer have recently proposed alternative potentials to mitigate this temperature dependence. We do not take this step, as we observe only minor (a maximum of less than 4%) increases of the Kuhn length in un-cross-linked melts over the entire temperature range we consider, which becomes increasingly negligible as the fraction of cross-links increases (see Figure S2 and related discussion in the SI).…”
Section: Simulation and Experimental Methodsmentioning
confidence: 99%