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长线性聚乙烯链的结构、尺寸及缠结统计

Structure, dimensions, and entanglement statistics of long linear polyethylene chains.

作者信息

Foteinopoulou Katerina, Karayiannis Nikos Ch, Laso Manuel

机构信息

Institute for Optoelectronics and Microsystems (ISOM) and ETSII, UPM, Jose Gutierrez Abascal 2, E-28006 Madrid, Spain.

出版信息

J Phys Chem B. 2009 Jan 15;113(2):442-55. doi: 10.1021/jp808287s.

Abstract

This work elucidates the effect of both temperature and molecular length on the conformational and structural properties as well as on the entanglement statistics of long amorphous, polydisperse, and molten linear polyethylene (PE). A large number of PE samples are modeled in atomistic detail, with average molecular lengths ranging from C24 up to C1,000 over a wide range of temperatures in the interval of 300 <or= T <or= 600 K under constant pressure (P ) 1 atm). By employing enhanced chain-connectivity-altering moves, full-scale equilibration is achieved within modest computational time even for the longest molecules at ambient conditions.At a second stage, direct geometrical analysis is applied on all equilibrated polymer configurations providing the corresponding primitive paths and intermolecular entanglements. Simulation findings on the characteristic ratio, density, and atomic packing are in excellent agreement with available experimental data. The same holds for the calculated plateau modulus; simulation predicts 1.8 ( 0.1 MPa. Regarding the primitive path statistics, the average contour length and the number of entanglements are found to exhibit a simple exponential type dependency on temperature. For the polydisperse samples studied here, a superposition of Poissonians(often represented by a negative binomial) describes best the distribution of entanglements of the primitive paths.

摘要

本工作阐明了温度和分子长度对长链无定形、多分散且熔融的线性聚乙烯(PE)的构象和结构性质以及缠结统计的影响。在恒压(P = 1 atm)下,在300 ≤ T ≤ 600 K的宽温度范围内,对大量PE样品进行了原子尺度的详细建模,平均分子长度范围从C24到C1000。通过采用增强的链连接改变移动,即使对于环境条件下最长的分子,也能在适度的计算时间内实现全面平衡。在第二阶段,对所有平衡的聚合物构型进行直接几何分析,得到相应的原始路径和分子间缠结。关于特征比、密度和原子堆积的模拟结果与现有实验数据非常吻合。计算得到的平台模量也是如此;模拟预测为1.8(±0.1)MPa。关于原始路径统计,发现平均轮廓长度和缠结数对温度呈现简单的指数型依赖关系。对于此处研究的多分散样品,泊松分布(通常用负二项分布表示)的叠加最能描述原始路径的缠结分布。

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