计算多分散系统中扩散速率的一种广义方法。浓态下混相聚合物对的应用

E. Pardo , J.P. Tomba , J.M. Carella
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引用次数: 2

摘要

本文概述了一种计算多分散体系中扩散速率的广义方法,该方法在浓态下是有效的。在该方法的公式中,描述分子大小的离散变量被同一范围内的连续变量所取代。这种替换减少了自由度的数量,但保留了原始表述的基本物理性质。模型一致地考虑了单体摩擦系数、Flory-Huggins热力学相互作用参数、单体分子量、局部分子量分布和局部Tg的影响。用该方法计算了多分散聚合物共混物扩散产生的浓度分布曲线,并进行了实验验证。为此,采用离散(双峰和四峰)分子量分布的聚苯乙烯和宽而连续的分子量分布的聚苯乙烯来模拟多分散体系。它们可以在聚苯乙烯和聚苯乙烯的混合物中扩散。将模拟的浓度曲线与基于独立物理性质的两种实验技术得到的结果进行了比较,这两种实验技术提供了互补的信息:拉曼光谱和DMA。用该方法计算的总PS浓度分布与拉曼光谱结果吻合较好。模拟结果与实验结果吻合较好,对PS分子量分布较为敏感。另一方面,基于平均分子量的计算会给出不正确的结果。
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A generalized method to calculate diffusion rates in polydisperse systems. Application to miscible polymer pairs in the concentrated regime

A generalized method for calculating diffusion rates in polydisperse systems, valid in the concentrated regime, is outlined. In the formulation of the method the discrete variable that describes the molecular size, is replaced by a continuous variable in the same range. This replacement diminishes the number of degrees of freedom but keeping the essential physics of the original statement. The effects of monomeric friction coefficient, Flory-Huggins thermodynamic interaction parameter, individual species molecular weights, local molecular weights distribution and local Tg are consistently included in the model.

The method is used to calculate concentration distribution profiles generated by diffusion of polydisperse polymers blends, and experimentally tested. For this purpose polystyrene with discrete (bimodal and tetramodal) molecular weight distributions and polystyrene with wide and continuous molecular weight distributions were used to simulate polydisperse systems. They are allowed to diffuse in a blend of polyphenylene oxide and polystyrene.

The simulated concentration profiles are compared with results obtained by using two experimental techniques based on independent physical properties, which give complementary information: Raman spectroscopy and DMA. The total PS concentration profiles calculated using the proposed method agree well with Raman spectroscopy results. Simulated DMA results—which are sensitive to the PS species molecular weight distribution—obtained using the concentration profiles calculated for each PS molecular weight species, agree well with the experimental DMA results. Calculations based on average molecular weights on the other hand, give incorrect results.

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