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本文引用的文献

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Irreversible Adsorption Erases the Free Surface Effect on the of Supported Films of Poly(4--butylstyrene).不可逆吸附消除了聚(4-丁基苯乙烯)支撑膜表面自由能的影响。
ACS Macro Lett. 2017 Apr 18;6(4):354-358. doi: 10.1021/acsmacrolett.7b00129. Epub 2017 Mar 20.
2
Effects of a "bound" substrate layer on the dynamics of supported polymer films.“束缚”衬底层对支撑聚合物膜动力学的影响。
J Chem Phys. 2017 Jul 28;147(4):044901. doi: 10.1063/1.4994064.
3
The relationship between dynamic and pseudo-thermodynamic measures of the glass transition temperature in nanostructured materials.纳米结构材料玻璃化转变温度的动力学和拟热力学测量之间的关系。
J Chem Phys. 2017 May 28;146(20):203316. doi: 10.1063/1.4977520.
4
Relaxation processes and glass transition of confined polymer melts: A molecular dynamics simulation of 1,4-polybutadiene between graphite walls.受限聚合物熔体的松弛过程和玻璃化转变:石墨壁之间 1,4-聚丁二烯的分子动力学模拟。
J Chem Phys. 2017 May 28;146(20):203308. doi: 10.1063/1.4975390.
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Dynamical heterogeneity in a vapor-deposited polymer glass.蒸气沉积聚合物玻璃中的动力学非均匀性。
J Chem Phys. 2017 May 28;146(20):203310. doi: 10.1063/1.4976542.
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Exploring the broadening and the existence of two glass transitions due to competing interfacial effects in thin, supported polymer films.探讨在薄的支撑聚合物薄膜中由于竞争界面效应导致的两个玻璃化转变的拓宽和存在。
J Chem Phys. 2017 May 28;146(20):203330. doi: 10.1063/1.4979944.
7
Decoupling of surface diffusion and relaxation dynamics of molecular glasses.分子玻璃表面扩散与弛豫动力学的解耦
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8
Glass transition of polymers in bulk, confined geometries, and near interfaces.聚合物的本体、受限几何形状和界面附近的玻璃化转变。
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10
A unifying framework to quantify the effects of substrate interactions, stiffness, and roughness on the dynamics of thin supported polymer films.一个用于量化基底相互作用、刚度和粗糙度对支撑聚合物薄膜动力学影响的统一框架。
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为什么我们需要超越玻璃化转变温度来描述薄支撑聚合物膜的动力学。

Why we need to look beyond the glass transition temperature to characterize the dynamics of thin supported polymer films.

机构信息

Department of Physics, Wesleyan University, Middletown, CT 06459.

Materials Science and Engineering Division, National Institute of Standards and Technology, Gaithersburg, MD 20899.

出版信息

Proc Natl Acad Sci U S A. 2018 May 29;115(22):5641-5646. doi: 10.1073/pnas.1722024115. Epub 2018 May 14.

DOI:10.1073/pnas.1722024115
PMID:29760090
原文链接:https://pmc.ncbi.nlm.nih.gov/articles/PMC5984511/
Abstract

There is significant variation in the reported magnitude and even the sign of [Formula: see text] shifts in thin polymer films with nominally the same chemistry, film thickness, and supporting substrate. The implicit assumption is that methods used to estimate [Formula: see text] in bulk materials are relevant for inferring dynamic changes in thin films. To test the validity of this assumption, we perform molecular simulations of a coarse-grained polymer melt supported on an attractive substrate. As observed in many experiments, we find that [Formula: see text] based on thermodynamic criteria (temperature dependence of film height or enthalpy) decreases with decreasing film thickness, regardless of the polymer-substrate interaction strength ε. In contrast, we find that [Formula: see text] based on a dynamic criterion (relaxation of the dynamic structure factor) also decreases with decreasing thickness when ε is relatively weak, but [Formula: see text] increases when ε exceeds the polymer-polymer interaction strength. We show that these qualitatively different trends in [Formula: see text] reflect differing sensitivities to the mobility gradient across the film. Apparently, the slowly relaxing polymer segments in the substrate region make the largest contribution to the shift of [Formula: see text] in the dynamic measurement, but this part of the film contributes less to the thermodynamic estimate of [Formula: see text] Our results emphasize the limitations of using [Formula: see text] to infer changes in the dynamics of polymer thin films. However, we show that the thermodynamic and dynamic estimates of [Formula: see text] can be combined to predict local changes in [Formula: see text] near the substrate, providing a simple method to infer information about the mobility gradient.

摘要

在具有相同化学性质、薄膜厚度和支撑基底的名义上相同的薄聚合物薄膜中,[Formula: see text]的报道幅度甚至符号都存在显著差异。隐含的假设是,用于估计本体材料中[Formula: see text]的方法与推断薄膜中动态变化相关。为了检验这一假设的有效性,我们对支撑在有吸引力基底上的粗粒化聚合物熔体进行了分子模拟。与许多实验观察到的情况一样,我们发现,基于热力学标准(薄膜高度或焓的温度依赖性)的[Formula: see text]随着薄膜厚度的减小而减小,与聚合物-基底相互作用强度 ε 无关。相比之下,我们发现,基于动力学标准(动态结构因子的弛豫)的[Formula: see text]在 ε 相对较弱时也随厚度减小而减小,但在 ε 超过聚合物-聚合物相互作用强度时[Formula: see text]增加。我们表明,[Formula: see text]中这些定性不同的趋势反映了对薄膜中迁移率梯度的不同敏感性。显然,在动态测量中,基底区域中缓慢弛豫的聚合物链段对[Formula: see text]的偏移贡献最大,但薄膜的这一部分对[Formula: see text]的热力学估计贡献较小。我们的结果强调了使用[Formula: see text]推断聚合物薄膜动力学变化的局限性。然而,我们表明,[Formula: see text]的热力学和动力学估计可以结合起来预测基底附近[Formula: see text]的局部变化,为推断迁移率梯度的信息提供了一种简单方法。