聚合物
化学
单体
聚乙烯
相(物质)
溶剂
航程(航空)
化学物理
电磁线圈
高分子化学
统计物理学
高分子科学
复合材料
物理
材料科学
有机化学
量子力学
作者
Peter Virnau,Yacov Kantor,Mehran Kardar
摘要
We examine the statistics of knots with numerical simulations of a simplified model of polyethylene. We can simulate polymers of up to 1000 monomers (each representing roughly three CH(2) groups), at a range of temperatures spanning coil (good solvent) and globule (bad solvent) phases. We quantify the abundance of knots in the globule phase and in confined polymers, and their rarity in the swollen phase. Since our polymers are open, we consider (and test) various operational definitions for knots, which are rigorously defined only for closed chains. We also associate a typical size with individual knots, which are found to be small (tight and localized) in the swollen phase but large (loose and spread out) in the dense phases.
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