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THE COOPERATIVE MOLECULAR DYNAMICS AND NONLINEAR PHENOMENA

机译:合作分子动力学和非线性现象

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摘要

One of the most widely used theories of the glass forming liquids is the theory of Adam and Gibbs. At the macroscopical level the theory successfully relates the temperature dependence of relaxation times to the configuration entropy. An extension of this theory at molecular level has been discussed here. Two equations for measuring the size of the cooperatively rearranging region are suggested, one from the kinetic and the other from the thermodynamic properties of the liquids. From the thermodynamic equation it follows that the basic molecular units in glass forming liquids are not molecules or monomer segments, bul fragment of them, known in thermodynamic as "beads." In polymers with small side-chain groups a bead is formed by one main chain atom with the groups attached to it. The estimated number of the configurations within a cooperatively rearranging region is larger than that in the solid-like Adam-Gibss cooperatively rearranging region with only two configurations. It follows from this fact that the cooperatively rearranging region is a liquid unit, and that a statistical independence in surmounting the individual potential barriers by the basic molecular units may exist. A molecular interpretation of the Fragility Classification System, the apparent activation energy and the relaxation volume on the basis of the size of the cooperatively rearranging region is given. The relations between the kinetic and the thermodynamic measure of fragility are suggested. A possibility for the existence of analogs of the cooperatively rearranging region in nonlinear dielectric relaxation is discussed. Experimental results for inorganic glasses and polymer are examined.
机译:玻璃形成液体最广泛使用的理论之一是亚当和吉布斯的理论。在宏观水平,该理论成功地将弛豫时间的温度依赖性与配置熵相关。这里已经讨论了在分子水平下的这种理论的延伸。建议用于测量协同重排区域的尺寸的两个方程,从动力学和另一个来自液体的热力学性质。从热力学方程来看,玻璃形成液中的基本分子单元不是分子或单体段,它们的致碎片,以热力学为“珠子”。在具有小侧链基团的聚合物中,珠粒由一个主链原子形成,其中基团连接。协同重排区域内的配置的估计数大于仅具有两种配置的固体adam-gibs中的固体adam-gibss中的配置。从这个事实中,协同重新排列区域是液体单元,并且存在通过基本分子单元超越各个电位屏障的统计独立性。给出了脆性分类系统的分子解释,基于协同重排区域的尺寸的表观激活能量和松弛体积。提出了动力学与脆性的热力学措施之间的关系。讨论了在非线性介电松弛中的协同重排区域的类似物存在的可能性。检查无机眼镜和聚合物的实验结果。

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