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Phase Equilibria, Morphologies of Microphase Separation, and Interfacial Structures of Polymer Systems Studied by Equations of State

机译:用状态方程研究聚合物体系的相平衡,微相分离形态和界面结构

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摘要

Polymer blends or copolymers have multiscale complex structures that can be used as templates to prepare various complex materials. To regulate the mesoscale structures of these polymer blends or copolymers, there are three fundamental problems: What is the physical condition of the microphase separation needed to form materials with desired compositions and mesoscale structures in different domains? How do these compositions and mesoscale structures evolve during the preparation period? How does the morphology change in the interfacial region? Many experimental measurements, computer simulation methods, and theories have been developed. However, most of them are only suitable for individual tasks. In recent years, we have developed theoretical methods based on equations of state that can be used comprehensively to study the multiscale structure of polymer systems, including the phase diagrams, the morphologies and evolution of microphase separation, the densities and composition profiles in different domains, and the molecular configurations in the interfacial region. The molecular parameters of the equation of state or the Helmholtz function model can be determined from the pressure, volume, temperature, and miscibility data of polymers, which ensures the practical applicability of the methods.
机译:聚合物共混物或共聚物具有多尺度的复杂结构,可以用作制备各种复杂材料的模板。为了调节这些聚合物共混物或共聚物的中尺度结构,存在三个基本问题:微相分离的物理条件是什么,以形成在不同领域具有所需组成和中尺度结构的材料?在准备期间,这些成分和中尺度结构如何演变?界面区域的形态如何变化?已经开发了许多实验测量,计算机仿真方法和理论。但是,大多数仅适用于单个任务。近年来,我们已经开发出基于状态方程的理论方法,这些方法可广泛用于研究聚合物系统的多尺度结构,包括相图,微相分离的形态和演化,不同领域的密度和组成分布,以及界面区域的分子构型。状态方程或亥姆霍兹函数模型的分子参数可以从聚合物的压力,体积,温度和可混溶性数据确定,这确保了该方法的实际适用性。

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