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胶体纳米黏土悬浮液中动力学非均匀性的研究趋近于动力学停止。

Study of dynamical heterogeneities in colloidal nanoclay suspensions approaching dynamical arrest.

机构信息

Soft Condensed Matter Group, Raman Research Institute, C. V. Raman Avenue, Sadashivanagar, Bangalore, 560 080, India.

出版信息

Sci Rep. 2017 Aug 14;7(1):8017. doi: 10.1038/s41598-017-08495-9.

Abstract

The dynamics of aqueous Laponite clay suspensions slow down with increasing sample waiting time (t ). This behavior, and the material fragility that results, closely resemble the dynamical slowdown in fragile supercooled liquids with decreasing temperature, and are typically ascribed to the increasing sizes of distinct dynamical heterogeneities in the sample. In this article, we characterize the dynamical heterogeneities in Laponite suspensions by invoking the three-point dynamic susceptibility formalism. The average time-dependent two-point intensity autocorrelation and its sensitivity to t are probed in dynamic light scattering experiments. Distributions of relaxation time scales, deduced from the Kohlrausch-Williams-Watts equation, are seen to widen with increasing t . The calculated three-point dynamic susceptibility of Laponite suspensions exhibits a peak, with the peak height increasing with evolving t at fixed volume fraction or with increasing volume fraction at fixed t , thereby signifying the slowdown of the sample dynamics. The number of dynamically correlated particles, calculated from the peak-height, is seen to initially increase rapidly with increasing t , before eventually slowing down close to the non-ergodic transition point. This observation is in agreement with published reports on supercooled liquids and hard sphere colloidal suspensions and offers a unique insight into the colloidal glass transition of Laponite suspensions.

摘要

水滑石粘土悬浮液的动力学随着样品等待时间(t)的增加而减缓。这种行为以及由此产生的材料脆性与随着温度降低而超冷液体的动力学减缓非常相似,通常归因于样品中不同动力学不均匀性的尺寸增大。在本文中,我们通过调用三点动态灵敏度形式来描述水滑石悬浮液中的动力学不均匀性。在动态光散射实验中探测平均随时间变化的两点强度自相关及其对 t 的敏感性。从 Kohlrausch-Williams-Watts 方程推断的弛豫时间尺度分布随着 t 的增加而变宽。水滑石悬浮液的计算三点动态灵敏度表现出一个峰值,随着 t 的演化,峰值高度在固定体积分数下增加,或者在固定 t 下随着体积分数的增加而增加,从而表明样品动力学的减缓。从峰值高度计算出的动态相关粒子数最初随着 t 的增加而迅速增加,然后在接近非遍历相变点时逐渐减慢。这一观察结果与超冷液体和硬球胶体悬浮液的已发表报告一致,并为水滑石悬浮液的胶体玻璃化转变提供了独特的见解。

https://cdn.ncbi.nlm.nih.gov/pmc/blobs/d7a0/5556041/f113091f8891/41598_2017_8495_Fig1_HTML.jpg

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