流变学
粘弹性
报告
活化能
应力松弛
放松(心理学)
阿累尼乌斯方程
流变仪
粘度
热力学
化学
聚合物
材料科学
统计物理学
物理化学
物理
有机化学
心理学
社会心理学
蠕动
作者
Ralm G. Ricarte,Sachin Shanbhag
出处
期刊:Macromolecules
[American Chemical Society]
日期:2021-03-17
卷期号:54 (7): 3304-3320
被引量:65
标识
DOI:10.1021/acs.macromol.0c02530
摘要
Vitrimers are polymer networks that engage in dynamic associative exchange reactions. Their covalent cross-links preserve network connectivity but permit topology fluctuations, making them both insoluble and processable. Here, we use a sticky Rouse model approach to elucidate structure–viscoelasticity relationships for unentangled vitrimer melts. Two different versions of the sticky Rouse model are explored; the simplified sticky Rouse (SSR) and the inhomogeneous Rouse (IHR). Unlike the SSR, the IHR model accounts for interactions between slow modes that arise due to cross-linking and fast Rouse modes of the underlying polymer chain. First, we identify the conditions where the SSR sufficiently approximates the IHR. Then, we use the IHR to explore the influence of the structure and temperature on the zero-shear viscosity (η0) and characteristic relaxation time (τ*). Vitrimers with uniform and random cross-link distributions exhibit larger η0 and τ* than gradient and blocky types. Polydimethylsiloxane vitrimer (which has a flexible backbone) shows an Arrhenius temperature dependence for η0, while polystyrene vitrimer (which has a rigid backbone) is only Arrhenius at high temperatures. For stress relaxation measurements, the short time dynamics represent monomer friction, while the long time dynamics encompass a combination of network strand relaxation and cross-link exchange. Due to the different temperature dependences of the processes, time–temperature superposition fails. The effective rheological activation energy can be estimated a priori from the cross-link exchange activation energy and backbone Williams–Landel–Ferry parameters. Finally, we discuss the utility and limitations of the sticky Rouse approach for studying vitrimer viscoelasticity and best practices for measuring η0 and τ*.
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