Scaling Relationships of the Structural and Rheological Behavior of Tadpole Polymer Chains in Dilute Solution Systems Using Brownian Dynamics Simulations.

IF 4.7 3区 工程技术 Q1 POLYMER SCIENCE
Polymers Pub Date : 2024-10-11 DOI:10.3390/polym16202871
Chaehyun Cho, Jun Mo Kim
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引用次数: 0

Abstract

Tadpole polymers, also known as lasso polymers, feature molecular structures that combine a single ring with a single linear side branch, leading to distinct conformational, dynamical, and rheological characteristics compared to their corresponding counterparts, particularly pure linear and pure ring polymers. To elucidate the mechanisms underlying these distinctive behaviors, comprehensive mesoscopic Brownian dynamics (BD) simulations of dilute solution systems of tadpole polymers were conducted using a bead-rod chain model under both equilibrium and flow conditions. Three types of tadpole polymer chains were prepared by varying the ring-to-linear ratio within the tadpole chain and comparing them with the corresponding linear and ring chains. Depending on this ratio, tadpole polymer chains exhibit entirely different structural properties and rotational dynamics, both in equilibrium and under shear flow. As the linear proportion within the tadpole chain increased, the structural, dynamic, and rheological properties of the tadpole polymer chains became more similar to those of pure linear polymers. Conversely, with an increasing ring proportion, these properties began to resemble those of pure ring polymers. Based on these observed tendencies, a simple general scaling expression is proposed for tadpole polymer properties that integrates scaling expressions for both pure linear and pure ring polymers. Our results indicate that the conformational, dynamic, and rheological properties of tadpole polymers, as predicted by these simple scaling expressions, are in good agreement with the simulated values, a result we consider statistically significant.

利用布朗动力学模拟稀溶液体系中蝌蚪状聚合物链的结构和流变行为的比例关系。
蝌蚪状聚合物又称套索聚合物,其分子结构结合了单个环和单个线性侧枝,与相应的聚合物(尤其是纯线性聚合物和纯环聚合物)相比,具有独特的构象、动力学和流变学特性。为了阐明这些独特行为的内在机理,我们使用珠棒链模型在平衡和流动条件下对蝌蚪状聚合物的稀溶液体系进行了全面的介观布朗动力学(BD)模拟。通过改变蝌蚪链中环形与线形的比例,制备了三种类型的蝌蚪聚合物链,并将它们与相应的线形链和环形链进行了比较。根据这一比例,蝌蚪聚合物链在平衡和剪切流动条件下表现出完全不同的结构特性和旋转动力学。随着蝌蚪链中线性比例的增加,蝌蚪聚合物链的结构、动态和流变特性与纯线性聚合物更加相似。相反,随着环状比例的增加,这些特性开始与纯环状聚合物相似。根据这些观察到的趋势,我们提出了蝌蚪聚合物特性的简单通用比例表达式,该表达式综合了纯线性聚合物和纯环状聚合物的比例表达式。我们的研究结果表明,这些简单的缩放表达式所预测的蝌蚪聚合物的构象、动态和流变特性与模拟值非常吻合,我们认为这一结果具有重要的统计学意义。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
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来源期刊
Polymers
Polymers POLYMER SCIENCE-
CiteScore
8.00
自引率
16.00%
发文量
4697
审稿时长
1.3 months
期刊介绍: Polymers (ISSN 2073-4360) is an international, open access journal of polymer science. It publishes research papers, short communications and review papers. Our aim is to encourage scientists to publish their experimental and theoretical results in as much detail as possible. Therefore, there is no restriction on the length of the papers. The full experimental details must be provided so that the results can be reproduced. Polymers provides an interdisciplinary forum for publishing papers which advance the fields of (i) polymerization methods, (ii) theory, simulation, and modeling, (iii) understanding of new physical phenomena, (iv) advances in characterization techniques, and (v) harnessing of self-assembly and biological strategies for producing complex multifunctional structures.
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