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聚合物/增塑剂混合物的高压动力学

High pressure dynamics of polymer/plasticizer mixtures.

作者信息

Schwartz Gustavo Ariel, Paluch Marian, Alegría Angel, Colmenero Juan

机构信息

Centro de Física de Materiales (CSIC-UPV/EHU)-Materials Physics Center MPC, Edificio Korta, 20018 San Sebastián, Spain.

出版信息

J Chem Phys. 2009 Jul 28;131(4):044906. doi: 10.1063/1.3187938.

Abstract

Plasticizers are usually added to polymers to give them the desired flexibility and processability by changing the dynamical properties of the polymer chains. It is therefore important to give a quantitative description about how the dynamic behavior of a given polymer is modified by the incorporation of a second component. We analyze in this work, by means of dielectric spectroscopy, the dynamics of poly(vinyl acetate)/diethyl phthalate mixtures, at different concentrations, over a broad range of frequency, pressure, and temperature. The dynamics of these particular mixtures show only one main relaxation process contrarily to what is observed in athermal miscible polymer mixtures. From the dielectric spectra the maximum relaxation time as a function of pressure and temperature was obtained and analyzed. We studied the pressure dependence of the glass transition temperature as well as the fragility of both the neat components and the mixtures at different concentrations (on the rich polymer range). Finally, the experimental data were rationalized within the framework of an Adam-Gibbs (AG) based approach recently developed [G. A. Schwartz et al., J. Chem. Phys. 127, 154907 (2007)]. The model, originally developed for athermal blends, is here modified to take into account the non-negligible interaction between polymer and plasticizer. We found that the temperature-pressure dependence of the alpha-relaxation time is very well described by this AG extended model.

摘要

增塑剂通常被添加到聚合物中,通过改变聚合物链的动力学性质来赋予它们所需的柔韧性和可加工性。因此,定量描述给定聚合物的动态行为如何因加入第二种组分而改变是很重要的。在这项工作中,我们通过介电谱分析了不同浓度的聚醋酸乙烯酯/邻苯二甲酸二乙酯混合物在很宽的频率、压力和温度范围内的动力学。与在无热可混溶聚合物混合物中观察到的情况相反,这些特定混合物的动力学仅显示一个主要弛豫过程。从介电谱中获得并分析了最大弛豫时间作为压力和温度的函数。我们研究了玻璃化转变温度的压力依赖性以及纯组分和不同浓度(在富聚合物范围内)混合物的脆性。最后,在最近开发的基于亚当 - 吉布斯(AG)方法的框架内对实验数据进行了合理化处理[G. A. Schwartz等人,《化学物理杂志》127, 154907 (2007)]。该模型最初是为无热共混物开发的,此处进行了修改以考虑聚合物和增塑剂之间不可忽略的相互作用。我们发现,这种AG扩展模型很好地描述了α弛豫时间的温度 - 压力依赖性。

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