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Slip-link modeling of entangled polymers: Rheological applications and extracting friction from atomistic simulations.

机译:纠缠聚合物的滑模建模:流变学应用程序和从原子模拟中提取摩擦。

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摘要

The Discrete Slip-link Model (DSM) is a robust mesoscopic theory that has great success predicting the rheology of flexible entangled polymer liquids and gels. In the most coarse-grained version of the DSM, we exploit the universality observed in the shape of the relaxation modulus of linear monodisperse melts. For this type of polymer we present analytic expressions for the relaxation modulus. The high-frequency dynamics which are typically coarse-grained out from the DSM are added back into these expressions by using a Rouse chain with fixed ends. We find consistency in the friction used for both fast and slow modes. Using these analytic expressions, the polymer density, the molecular weight of a Kuhn step and the low-frequency cross-over between the storage and loss moduli, it is now straightforward to estimate model parameter values and obtain predictions over the experimentally accessible frequency range. Moreover, it has previously been shown that the two static parameters can be obtained from primitive-path analysis of molecular dynamics simulations. In this work, two ways are shown for obtaining the friction parameter (i) from atomistic simulations of short chains using the free-volume theory, and (ii) from atomistic simulations of entangled chains by scaling the chain center-of-mass mean-square displacement from the slip-link model to that of the atomistic simulations. Furthermore, three standing challenges for molecular theories of polymers (i) predictions for uniaxial extension of star-branched polymer melts (ii) predictions for blends of star-branched and linear chains and (iii) predictions for normal stress differences in start-up of shear and following cessation are addressed here using the DSM. Additionally, the DSM is used to predict the mechanical properties of a cross-linked polydimethylsiloxane (PDMS) network swollen with non-reactive entangled PDMS solvent. These successful predictions strongly suggest that the observed rheological modification in the swollen blend arises from the constraint dynamics between the network chains and the dangling ends.
机译:离散滑环模型(DSM)是一种鲁棒的介观理论,在预测柔性缠结聚合物液体和凝胶的流变学方面取得了巨大的成功。在DSM的最粗粒度版本中,我们利用了线性单分散熔体的弛豫模量形状中观察到的通用性。对于这种类型的聚合物,我们提供了弛豫模量的解析表达式。通过使用具有固定端的Rouse链,通常从DSM粗粒度提取的高频动态重新添加到这些表达式中。我们发现快速模式和慢速模式下使用的摩擦力保持一致。使用这些分析表达式,聚合物密度,库恩步骤的分子量以及存储模量和损耗模量之间的低频转换,现在可以直接估计模型参数值并获得在实验上可访问的频率范围内的预测。而且,先前已经表明可以从分子动力学模拟的原始路径分析中获得两个静态参数。在这项工作中,显示了两种方法来获得摩擦参数:(i)使用自由体积理论从短链的原子模拟获得摩擦参数,以及(ii)通过缩放链的质心均值,从纠缠链的原子模拟获得摩擦参数,从滑移模型到原子模拟的平方位移。此外,聚合物分子理论面临三大挑战:(i)星形支化聚合物熔体的单轴延伸预测(ii)星形支链和线性链共混物的预测以及(iii)芳烃启动时法向应力差异的预测使用DSM在此解决剪切和后续停止。此外,DSM用于预测被非反应性纠缠的PDMS溶剂溶胀的交联聚二甲基硅氧烷(PDMS)网络的机械性能。这些成功的预测强烈表明,在溶胀的混合物中观察到的流变改性是由网络链和悬空端之间的约束动力学引起的。

著录项

  • 作者

    Katzarova, Maria.;

  • 作者单位

    Illinois Institute of Technology.;

  • 授予单位 Illinois Institute of Technology.;
  • 学科 Chemical engineering.
  • 学位 Ph.D.
  • 年度 2016
  • 页码 153 p.
  • 总页数 153
  • 原文格式 PDF
  • 正文语种 eng
  • 中图分类
  • 关键词

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