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Communication: Appearance of undershoots in start-up shear: Experimental findings captured by tumbling-snake dynamics

机译:通信:启动剪切中的欠峰的外观:翻滚蛇动力学捕获的实验结果

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摘要

Our experimental data unambiguously show (i) a damping behavior (the appearance of an undershoot following the overshoot) in the transient shear viscosity of a concentrated polymeric solution, and (ii) the absence of a corresponding behavior in the transient normal stress coefficients. Both trends are shown to be quantitatively captured by the bead-link chain kinetic theory for concentrated polymer solutions and entangled polymer melts proposed by Curtiss and Bird, supplemented by a non-constant link tension coefficient that we relate to the nematic order parameter. The observed phenomena are attributed to the tumbling behavior of the links, triggered by rotational fluctuations, on top of reptation. Using model parameters deduced from stationary data, we calculate the transient behavior of the stress tensor for this "tumbling-snake" model after startup of shear flow efficiently via simple Brownian dynamics. The unaltered method is capable of handling arbitrary homogeneous flows and has the promising capacity to improve our understanding of the transient behavior of concentrated polymer solutions. Published by AIP Publishing.
机译:我们的实验数据明确地显示(i)浓缩聚合物溶液的瞬时剪切粘度的阻尼行为(在过冲后冲击的外观),(ii)在瞬态正常应力系数中没有相应的行为。两种趋势被示出通过珠子链连锁动力学理论来定量捕获用于浓缩的聚合物溶液,并通过圈子和鸟类提出的缠结聚合物熔体,补充了我们与向列法参数相关的非恒定连杆张力系数。观察到的现象归因于链路的翻滚行为,在恢复之上,通过旋转波动引发。使用从静止数据推断的模型参数,我们通过简单的布朗动力学在剪切流动开始后计算这种“翻滚蛇”模型的应力张量的瞬态行为。未妨碍的方法能够处理任意均匀流动并具有提高我们对浓缩聚合物溶液瞬态行为的理解的有希望的能力。通过AIP发布发布。

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