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Statistical physics of ring polymers based on topological volume concept

机译:基于拓扑体积概念的环状聚合物的统计物理学

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摘要

Physical properties of ring polymers are subjected to topological constraint, understanding of which has been a significant challenge as a fundamental problem in polymer science. Here we overview a recent attempt to describe behavior of non-concatenated rings in their dense solution based on the notion of topological volume. Discussion includes the size scaling and dynamics of rings, and the phase behavior of blends containing ring polymers. We also discuss the bond correlation function of a ring in two-dimension, for which the non-crossing topological constraint plays a central role.
机译:环状聚合物的物理性质受到拓扑约束,对其的理解已成为聚合物科学中的一个基本问题,是一项重大挑战。在这里,我们概述了基于拓扑体积概念描述未连接环在其密集解中的行为的最新尝试。讨论包括环的尺寸缩放和动力学,以及含环聚合物的共混物的相行为。我们还讨论了二维环的键相关函数,其中非交叉拓扑约束起着核心作用。

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