Correlation Between Local and Bulk Relaxation Phenomena in Glassy Polystyrene

Q3 Materials Science Macromolecular Symposia Pub Date : 2024-08-16 DOI:10.1002/masy.202400108
Luigi Grassia, Alberto D'Amore
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Abstract

The intermolecular forces are of great importance to scientists in a wide field of disciplines as the progress of interactions between molecules determines the bulk properties of substances. It is a matter of fact that the approximation of thermodynamic and transport properties of polymers requires a realistic intermolecular potential associated with the topological constraints of the matter, namely the specific one-to-one secondary interactions between molecular groups. The out-of-equilibrium volume relaxation in glassy polymers remains confined to the phenomenological observation of bulk properties. The Lennard-Jones (LJ)-type potentials and the Tait equation are compared in this communication. It is shown that the subtle relaxation responses observed in glassy polymers can be suitably described using both the local (LJ) interactions and the phenomenological Tait equation for bulk behavior. The approach is based on the oversimplified assumption that the volume relaxation phenomena are the isotropic manifestation of random relaxations of local directional interactions of secondary bonds. The results appear surprisingly appealing, given the straightforward approach.

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玻璃态聚苯乙烯中局部松弛现象与块体松弛现象的相关性
分子间作用力对众多学科领域的科学家都非常重要,因为分子间相互作用的进展决定了物质的体质特性。事实上,逼近聚合物的热力学和传输特性需要一个与物质拓扑约束相关的现实的分子间势能,即分子基团之间特定的一对一次级相互作用。玻璃态聚合物的失衡体积弛豫仍局限于对体态特性的现象学观察。本研究对伦纳德-琼斯(LJ)型势和泰特方程进行了比较。结果表明,在玻璃态聚合物中观察到的微妙弛豫反应可以同时使用局部(LJ)相互作用和现象学 Tait 方程来适当描述体态行为。这种方法基于一个过于简化的假设,即体积弛豫现象是次键局部定向相互作用随机弛豫的各向同性表现。由于采用了直截了当的方法,结果显得出奇地吸引人。
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来源期刊
Macromolecular Symposia
Macromolecular Symposia Materials Science-Polymers and Plastics
CiteScore
1.50
自引率
0.00%
发文量
226
期刊介绍: Macromolecular Symposia presents state-of-the-art research articles in the field of macromolecular chemistry and physics. All submitted contributions are peer-reviewed to ensure a high quality of published manuscripts. Accepted articles will be typeset and published as a hardcover edition together with online publication at Wiley InterScience, thereby guaranteeing an immediate international dissemination.
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