大块非晶聚合物和相关玻璃形成系统的多重介电弛豫的多态势垒模型

Vittorio Rosato, Graham Williams
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引用次数: 4

摘要

波动模型的动力学,广泛基于Bueche的早期模型,被认为是玻璃形成材料中分子的运动。假设分子在四个等效流形中占据多个局部状态,并通过在局部状态和流形之间的运动而松弛。偶极矩相关函数,因此介电弛豫行为,计算了一个范围的弛豫参数。发现了两个一般过程:(i)由于在局部状态之间运动而产生的一系列“快速”弛豫模式和(ii)由于从一个流形运动到相邻流形而产生的单个“慢”弛豫模式。这种模式在定性上与观察到的和α过程一致,但观察到的α过程通常比由本模型得出的“缓慢”单一弛豫时间过程更广泛。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
A multi-state barrier model for the multiple dielectric relaxations of bulk amorphous polymers and related glass-forming systems

The dynamics of a fluctuation model, broadly based on an earlier model of Bueche, is considered for the motion of a molecule in a glass-forming material. The molecule is assumed to occupy a number of local states in four equivalent manifolds and relaxes by motion between the local states and between manifolds. The dipole-moment correlation function, and hence the dielectric relaxation behaviour, is calculated for a range of relaxation parameters. Two general processes are found being (i) a family of ‘fast’ relaxation modes due to motion between the local states and (ii) a single ‘slow’ relaxation mode due to motion out of one manifold into adjacent manifolds. This pattern is qualitatively in accord with observations of and α processes in glass-forming systems but the observed α-processes are generally rather broader than a ‘slow’ single relaxation-time process which results from the present model.

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