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The Role of the Functionality in the Branch Point Motion in Symmetric Star Polymers: A Combined Study by Simulations and Neutron Spin Echo

机译:对称性中分支点运动中功能的作用   星形聚合物:模拟和中子自旋回波的组合研究

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摘要

We investigate the effect of the number of arms (functionality f ) on themobility of the branch point in symmetric star polymers. For this purpose wecarry out large-scale molecular dynamics simulations of simple bead-springstars and neutron spin echo (NSE) spectroscopy experiments on center labeledpolyethylene stars. This labeling scheme unique to neutron scattering allows usto directly observe the branch point motion on the molecular scale by measuringthe dynamic structure factor. We investigate the cases of differentfunctionalities f = 3, 4 and 5 for different arm lengths. The analysis of thebranch point fluctuations reveals a stronger localization with increasingfunctionality, following 2/f-scaling. The dynamic structure factors of thebranch point are analyzed in terms of a modified version, incorporating dynamictube dilution (DTD), of the Vilgis-Boue model for cross-linked networks [J.Polym. Sci. B 1988, 26, 2291-2302]. In DTD the tube parameters are renormalizedwith the tube survival probability \phi(t). As directly measured by thesimulations, \phi(t) is independent of f and therefore the theory predicts nof-dependence of the relaxation of the branch point. The theory provides a gooddescription of the NSE data and simulations for intermediate times. However,the simulations, which have access to much longer time scales, reveal thebreakdown of the DTD prediction since increasing the functionality actuallyleads to a slower relaxation of the branch point.
机译:我们研究了对称星型聚合物中支链数(官能度f)对分支点迁移率的影响。为此,我们在中心标记的聚乙烯星上进行了简单的珠子弹星和中子自旋回波(NSE)光谱实验的大规模分子动力学模拟。这种中子散射特有的标记方案使我们能够通过测量动态结构因子来直接观察分子尺度上的分支点运动。我们研究了不同臂长的不同功能f = 3、4和5的情况。分支点波动的分析显示,随着2 / f缩放,随着功能的增强,局部化更强。分支点的动态结构因子是根据Vilgis-Boue模型的交联网络[J.Polym.com]的修改版进行分析的,其中包括动态管稀释(DTD)。科学[B 1988,26,2291-2302]。在DTD中,将管参数以管生存概率\ phi(t)重新归一化。正如通过仿真直接测量的,\ phi(t)与f无关,因此该理论预测了分支点松弛的nof依赖性。该理论很好地描述了NSE数据和中间时间的模拟。但是,可以使用更长的时间尺度的仿真揭示了DTD预测的崩溃,因为增加功能实际上会导致分支点的松弛变慢。

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