By means of molecular-dynamics simulation we study a flexible and a semiflexible bead-spring model for a polymer melt on cooling through the glass transition. Results for the glass transition temperature T(g) and for the elastic properties of the glassy state are presented. We find that T(g) increases with chain length N and is for all N larger for the semiflexible model. The N dependence of T(g) is compared to experimental results from the literature. Furthermore, we characterize the polymer glass below T(g) via its elastic properties, i.e., via the Lamé coefficients λ and μ. The Lamé coefficients are determined from the fluctuation formalism which allows to split λ and μ into affine (Born term) and nonaffine (fluctuation term) contributions. We find that the fluctuation term represents a substantial correction to the Born term. Since the Born terms for λ and μ are identical, the fluctuation terms are responsible for the different temperature dependence of the Lamé coefficients. While λ decreases linearly on approaching T(g) from below, the shear modulus μ displays a much stronger decrease near T(g). From the present simulation data it is not possible to decide whether μ takes a finite value at T(g), as would be expected from mode-coupling theory, or vanishes continuously, as suggested by recent work from replica theory.
We report a multiscale modeling approach to study static and dynamical properties of polymer melts at large time and length scales. We use a bottom-up approach consisting of deriving coarse-grained models from an atomistic description of the polymer melt. We use the iterative Boltzmann inversion (IBI) procedure and a pressure-correction function to map the thermodynamic conditions of the atomistic configurations. The coarse-grained models are incorporated in the dissipative particle dynamics (DPD) method. The thermodynamic, structural, and dynamical properties of the cis-1,4-polybutadiene melt are very well reproduced by the coarse-grained DPD models with a significative computational gain. We complete this study by addressing the challenging question of the investigation of the shear modulus evolution. As expected from experiments, the stress correlation functions show behaviors that are dependent on the molecular weights defining unentangled and weakly entangled polymer melts.
We report a molecular dynamics study on the distribution of spherical hydrophobic ions S+ and S- (radius ≈ 5.5 Å) and hydrophilic counterions (halide X-; alkali M+) at a water−“oil” interface, where “oil” is modeled by chloroform. The results reveal the surface activity of S+ and S-, with marked counterion effects. The S+S- salt fully adsorbs at the interface, which is electrically neutral, while in the S+X- series, the anion concentration near the interface decreases in the Hofmeister order I- > Br- > Cl- > F-, thus increasing the change in interfacial electrostatic potential Δφ. A similar effect is observed with the S-M+ salts, when Cs+ is compared to Na+. We also investigate the effect of ion charge sign reversal, and find a larger Δφ for S+ Na- than S- Na+ salts, in relation with the higher hydration of the fictitious Na- anion compared to the isosteric Na+ cation. The effect of the magnitude of the ion charge is studied with the divalent S2+ vs S2- ions and Na- vs Na+ counterions. Despite their mutual repulsion, the S2+ or S2- like-charged species tend to self-aggregate at the interface and in water as a result of hydrophobic association and, again, differences in distributions are observed upon sign reversal. With regard to the treatment of electrostatics, the Ewald and Reaction Field methods qualitatively yield similar trends, but the latter underestimates the repulsion between like ions at the interface and thus exaggerates the calculated difference in interfacial potential Δφ. When compared to standard calculations, our results point to the importance of the treatment of cutoff boundaries on the distribution of hydrophilic counterions near the interface. Implications of these results concerning the mechanism of assisted ion transfer are discussed.
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