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Folding of electrostatically charged beads-on-a-string as an experimental realization of a theoretical model in polymer science

机译:折叠带静电的珠子作为高分子科学理论模型的实验实现

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摘要

The “beads-on-a-string” model for folding of polymers is a cornerstone of theoretical polymer science. This communication describes a physical model of beads-on-a-string, based on the folding of flexible strings of electrostatically charged beads in two dimensions. The system comprises millimeter-scale Teflon and Nylon-6,6 (spherical or cylindrical) beads (≈ 6 mm in diameter) separated by smaller (≈3 mm) poly(methyl methacrylate) (PMMA) spherical beads, threaded on a flexible string. The smaller, uncharged beads define the distances between the larger beads, and control the flexibility of the string. During agitation of the sequence of beads on a planar, horizontal paper surface, tribocharging generates opposite electrostatic charges on the larger Nylon and Teflon beads, but leaves the smaller PMMA beads essentially uncharged; the resulting electrostatic interactions cause the string to fold. Examination and comparison of two models—one physical and one theoretical—may offer a new approach to understanding folding, collapse, and molecular recognition at an abstract level, with particular opportunity to explore the influence of the flexibility of the string and the shape of the beads on the pattern and rate of folding. The physical system is, thus, an analog computer, simulating the theoretical beads-on-a-string model in two dimensions; this system makes it possible to test hypotheses connecting “sequence” to “folding”, rapidly and conveniently, while exploring nonlinearities and other complexities omitted from the theoretical model.
机译:聚合物折叠的“串珠”模型是理论聚合物科学的基础。此通信基于二维带静电的珠子的柔性线的折叠,描述了串珠的物理模型。该系统包括毫米级的Teflon和Nylon-6,6(球形或圆柱形)珠(直径约6mm),由较小(约3mm)的聚(甲基丙烯酸甲酯)(PMMA)球形珠隔开,并穿在柔性绳上。较小的,不带电的磁珠定义较大的磁珠之间的距离,并控制琴弦的柔韧性。在平面,水平纸面上搅动珠子顺序时,摩擦充电会在较大的尼龙和特富龙珠子上产生相反的静电荷,但使较小的PMMA珠子基本不带电;产生的静电相互作用导致琴弦折叠。对两种模型(一种物理模型和一种理论模型)的检查和比较可能会提供一种从抽象的角度理解折叠,折叠和分子识别的新方法,并且特别有机会探索琴弦柔韧性和琴弦形状的影响。珠子的图案和折叠速度。因此,物理系统是一台模拟计算机,可以在二维上模拟理论上的串珠模型。该系统可以快速,方便地测试将“序列”与“折叠”联系起来的假设,同时探索理论模型中省略的非线性和其他复杂性。

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