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首页> 外文期刊>Soft Materials >Interfaces and Interphases in Dense, Polydisperse Living Polymer Systems: A Comparison Between Computer Simulation and Self-Consistent Field Theory
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Interfaces and Interphases in Dense, Polydisperse Living Polymer Systems: A Comparison Between Computer Simulation and Self-Consistent Field Theory

机译:稠密的多分散活性聚合物系统中的界面和相间:计算机模拟和自洽场论之间的比较

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摘要

Using particle-based simulations of a soft, coarse-grained model and self-consistent field theory (SCFT) we investigate the properties of dense living polymer systems in bulk and thin films. Reversible bond formation and breaking is controlled by a bonding free energy, E_b, and results in a polydisperse melt of linear flexible polymers and rings. For bulk systems we observed an exponential decay of the molecular weight distribution for all but the smallest molecular weight. The latter affect stems from the indistinguishability of the two bonding sites of a living monomeric unit. Under confinement into a film, the presence of the solid substrates gives rise to a redistribution of living monomers and chains in the wide interphase and, therefore, alters the local molecular weight distribution and local mean molecular weight. Additionally, we find that the presence of a solid substrate enhances the formation of rings with high molecular weight by reducing the dimensionality of ring living polymers in the vicinity of solid substrate and increasing the probability of two chain ends belonging to the same linear living polymer chain to meet with each other. The result of particle-based simulations and numerical self-consistent field theory are compared and, although there are differences of the two descriptions in the narrow interface, qualitative agreement is found in the wide interphase.
机译:使用基于粒子的软,粗粒度模型模拟和自洽场论(SCFT),我们研究了块状和薄膜中致密的活性聚合物系统的性能。可逆键的形成和断裂受键自由能E_b的控制,并导致线性柔性聚合物和环的多分散熔体。对于本体系统,我们观察到除最小分子量外的所有分子的分子量分布呈指数衰减。后者的影响源于活性单体单元两个键位的不可区分性。在限制成膜的情况下,固体底物的存在引起活性单体和链在宽相间的重新分布,因此改变了局部分子量分布和局部平均分子量。另外,我们发现固体底物的存在通过降低固体底物附近的环活性聚合物的尺寸并增加两个链末端属于同一线性活性聚合物链的可能性,增强了高分子量环的形成。互相见面比较了基于粒子的模拟结果和数值自洽场理论,并且尽管这两种描述在窄界面中存在差异,但在宽相间发现了定性一致性。

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