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A thermodynamically admissible reptation model for fast flows of entangled polymers. II. Model predictions for shear and extensional flows

机译:热力学允许的缠结聚合物快速流动模型。二。剪切流和拉伸流的模型预测

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摘要

Numerical predictions of a previously proposed thermodynamically consistent reptation model for linear entangled polymers are presented for shear and extensional flows. Comparisons with experimental data and two alternative molecular-based models are give in detail. The model studied in this paper incorporates the essence of double reptation, convective constraint release, and chain stretching, and it avoids the independent alignment approximation. Here, no use is made of the ingredient of anisotropic tube cross sections of the previously proposed model. Simulation results reveal that the model at a highly simplified level with few structural variables, i.e., four degrees of freedom, is able to capture qualitatively all features of the available experimental observations and is highly competitive with recently proposed models in describing nonlinear rheological properties of linear entangled polymers.
机译:提出了先前提出的线性缠结聚合物的热力学一致的热敏模型的数值预测,用于剪切流动和拉伸流动。详细介绍了与实验数据和两种基于分子的替代模型的比较。本文研究的模型结合了双重复制,对流约束释放和链拉伸的本质,并且避免了独立的路线逼近。这里,没有使用先前提出的模型的各向异性管横截面的成分。仿真结果表明,该模型在高度简化的水平上具有很少的结构变量,即四个自由度,能够定性地捕获可用实验观察的所有特征,并且在描述线性非线性流变特性方面与最近提出的模型具有很高的竞争力。纠缠的聚合物。

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