2022
DOI: 10.1021/acs.macromol.2c01511
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Thermodynamic–Dynamic Interrelations in Glass-Forming Polymer Fluids

Abstract: There is a long history of trying to understand the dynamics of glass-forming and other condensed materials exhibiting highly anharmonic interparticle interactions, based on their thermodynamic properties. This has led to numerous correlations between thermodynamic (e.g., density, compressibility, enthalpy, entropy, and vapor pressure) and dynamic (e.g., viscosity, diffusion coefficients, and relaxation times) properties, and a steady stream of theoretical models has been introduced to rationalize these correl… Show more

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Cited by 17 publications
(32 citation statements)
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“…We find that t * increases less rapidly than τ α upon cooling, implying that the time scale associated with the mobile particles decouples from the structural relaxation time. In line with previous works, ,, a power law can be used to describe the relation between t * and τ α , namely, t * / τ f false( τ α / τ normalf false) 1 ζ , where the exponent ζ quantifies the degree of “decoupling” between these two time scales and τ f is the “fast” β-relaxation time on the order of 1 ps Figure d indicates that 1 – ζ deviates considerably from unity and depends on P and charge interactions rather weakly.…”
Section: Resultsmentioning
confidence: 66%
“…We find that t * increases less rapidly than τ α upon cooling, implying that the time scale associated with the mobile particles decouples from the structural relaxation time. In line with previous works, ,, a power law can be used to describe the relation between t * and τ α , namely, t * / τ f false( τ α / τ normalf false) 1 ζ , where the exponent ζ quantifies the degree of “decoupling” between these two time scales and τ f is the “fast” β-relaxation time on the order of 1 ps Figure d indicates that 1 – ζ deviates considerably from unity and depends on P and charge interactions rather weakly.…”
Section: Resultsmentioning
confidence: 66%
“…99−101 This trend is exactly the opposite from antiplasticizer additives, where the material becomes stiffer in its solid state in comparison to the pure material. 65,102 This inverted behavior of material stiffness above and below the solidification temperature is symptomatic of additives that alter the fragility of glass formation to be lower in the case of the antiplasticizer and higher in the case of additives whose properties are opposite from that of an antiplastizer, 96 and we expect the same phenomenon to arise in our model PE, despite the capacity of all these materials to crystallize.…”
Section: Segmental Motion and Localmentioning
confidence: 71%
“…The densification due to the more attractive interactions in PES and PA is expected to decrease the mobility compared with PE. The T dependence of mobility or relaxation for glass-forming liquids above the glass transition temperature T g can be described by the localization models, and small molecular additives can result in plasticization or antiplasticization in a way to vary the fragility index. ,, However, the change of mobility with additives is expected to be more complicated in case of semicrystalline polymers …”
Section: Resultsmentioning
confidence: 99%
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“…Glassy materials have been used for several thousand years. When supercooled liquids, including polymeric liquids, are cooled, their viscosity increases rapidly, and these eventually undergo vitrification. , Such a noticeable increase in viscosity upon cooling is essential to the glass transition in a supercooled state; however, the mechanism of this slowdown phenomenon has not yet been elucidated, although many theoretical models have been proposed to explain this phenomenon. In the early stages, the concept of a simple free volume was proposed based on structural pictures in the liquid state. Later, a theory based on the idea of cooperative rearrangements of molecules (or segments) was proposed by Adam and Gibbs, where configurational entropy plays a vital role in viscous slowdown . This entropic view was further combined with the mode coupling theory and developed into the random first-order transition (RFOT) theory. However, pure dynamical theories such as kinetically constrained models and dynamic facilitation models, which do not use thermodynamic ideas, have also been developed.…”
Section: Introductionmentioning
confidence: 99%