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玻璃态应力松弛是永久性明胶网络的特征,表明存在预过渡螺旋-卷曲波动。

Glass-like stress relaxation of a permanent gelatin network as a signature of pretransitional helix-coil fluctuations.

机构信息

INSP, Université Pierre et Marie Curie-Paris 6, CNRS, UMR 7588, 4 place Jussieu, 75252 Paris Cedex 05, France.

NAVIER, UMR 8205, École des Ponts, IFSTTAR, CNRS, UPE, 2 allée Képler, F-77420 Marne-la-Vallée, France.

出版信息

J Chem Phys. 2018 Feb 7;148(5):054901. doi: 10.1063/1.5003212.

Abstract

The stress response of permanently crosslinked gelatin gels was recently observed to display glass-like features, namely, a stretched-exponential behavior terminated by an exponential decay, the characteristic time scales of which increase dramatically with decreasing temperature. This phenomenon is studied here using a model of flexible polymer gel network where relaxation proceeds via elementary monomer exchanges between helix and coil segments. The relaxation dynamics of a full network simulation is found to be nearly identical to that of a model of independent strands, which shows that for flexible polymer gels in the range of elastic moduli of interest, both strand contour length disorder and elastic couplings are irrelevant. We thus focus on the independent strand model and find it not only to explain the observed functional form of the stress relaxation curves but also to yield predictions that match very satisfactorily the experimental measurements of final relaxation time and total stress drop. The system under study thus constitutes a rare case where the origin of glass-like behavior can be unambiguously identified, namely, as the signature of the enhancement of helix content fluctuations when approaching from above the mean-field helix-coil transition of strands.

摘要

最近观察到,永久交联明胶凝胶的压力响应表现出玻璃状特征,即拉伸指数行为被指数衰减终止,其特征时间尺度随温度降低急剧增加。本文使用柔性聚合物凝胶网络模型对此现象进行了研究,其中弛豫是通过螺旋和线圈段之间的单体交换进行的。发现全网络模拟的弛豫动力学与独立链模型的弛豫动力学几乎相同,这表明对于感兴趣的弹性模量范围内的柔性聚合物凝胶,链段长度无序和弹性耦合都不重要。因此,我们专注于独立链模型,发现它不仅可以解释观察到的应力松弛曲线的函数形式,而且还可以做出与实验测量的最终松弛时间和总应力降非常吻合的预测。因此,所研究的系统构成了一个罕见的案例,其中可以明确确定玻璃状行为的起源,即当接近链的均场螺旋-线圈转变时,螺旋含量波动增强的特征。

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