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arXiv 0902.4391cond-mat.softcond-mat.stat-mech
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半结晶聚合物中的分段弛豫:受限区域弛豫时间分布的平均场模型

Segmental relaxation in semicrystalline polymers: a mean field model for the distribution of relaxation times in confined regimes

Marco Pieruccini, Tiberio A. Ezquerra

摘要:

考虑了聚合物链段松弛中的约束效应。在热力学模型的基础上,我们讨论了新兴的相关性的快速自由度在刺激慢得多的节段性松弛,作为一种效果的约束在无定形区域的墙壁。在这种情况下,限制是由于存在的结晶域,准泊松分布的局部约束条件推导出作为热力学平衡的结果。这意味着构象重排的平均自由能势垒$ΔF$与$ΔF$周围的势垒高度的色散$δ(ΔF)$具有相同的量级。作为一个例子,我们将结果应用于分析的$α$ -弛豫所观察到的介电宽带光谱在半结晶聚(对苯二甲酸乙二醇酯)冷结晶从各向同性或取向玻璃。结果发现,在后者的情况下,合作重排的区域显着大于前者。

英文摘要:

The effect of confinement in the segmental relaxation of polymers is considered. On the basis of a thermodynamic model we discuss the emerging relevance of the fast degrees of freedom in stimulating the much slower segmental relaxation, as an effect of the constraints at the walls of the amorphous regions. In the case that confinement is due to the presence of crystalline domains, a quasi-poissonian distribution of local constraining conditions is derived as a result of thermodynamic equilibrium. This implies that the average free energy barrier $ΔF$ for conformational rearrangement is of the same order of the dispersion of the barrier heights, $δ(ΔF)$, around $ΔF$. As an example, we apply the results to the analysis of the $α$-relaxation as observed by dielectric broad band spectroscopy in semicrystalline poly(ethylene terephthalate) cold-crystallized from either an isotropic or an oriented glass. It is found that in the latter case the regions of cooperative rearrangement are significantly larger than in the former.

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