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由硅氧烷稳定的聚甲基丙烯酸甲酯颗粒组成的浓缩悬浮液的结构和短时扩散:考虑多分散性效应的定量分析。

Structure and short-time diffusion of concentrated suspensions consisting of silicone-stabilised PMMA particles: a quantitative analysis taking polydispersity effects into account.

作者信息

Diaz Maier Joel, Wagner Joachim

机构信息

Institut für Chemie, Universität Rostock, 18051 Rostock, Germany.

出版信息

Soft Matter. 2024 Feb 7;20(6):1309-1319. doi: 10.1039/d3sm01510f.

Abstract

We characterise structure and dynamics of concentrated suspensions of silicone-stabilised PMMA particles immersed in index-matching decalin-tetralin mixtures by means of static and quasielastic light scattering experiments. These particles can reproducibly be prepared a comparatively easy route and are thus promising model systems with hard-sphere interaction. We demonstrate the hard-sphere behaviour of dense suspensions of these systems rigorously taking polydispersity effects into account. Structure factors () can in the entire range of volume fractions with liquid-like structure quantitatively be modelled using a multi-component Percus-Yevick ansatz regarding the particle size distribution and the form factor assuming a core-shell model with a scattering length density gradient in the PMMA core. Herewith, hydrodynamic functions () are in the whole accessible -range beyond the second maximum of () quantitatively modelled using a rescaled δγ-approach for all investigated volume fractions. With these data, previously provided characterisation of dilute systems is extended: the excellent agreement of structural and dynamic properties with theoretical predictions for hard spheres demonstrates the suitability of these particles as a model system for hard spheres.

摘要

我们通过静态和准弹性光散射实验,对浸入折射率匹配的十氢化萘 - 四氢化萘混合物中的硅氧烷稳定的聚甲基丙烯酸甲酯(PMMA)颗粒浓悬浮液的结构和动力学进行了表征。这些颗粒可以通过相对简单的途径可重复制备,因此是具有硬球相互作用的有前途的模型系统。我们在严格考虑多分散性影响的情况下,证明了这些系统的浓悬浮液的硬球行为。结构因子()在具有类液体结构的整个体积分数范围内,可以使用关于颗粒尺寸分布的多组分珀库斯 - 耶维克近似以及假设在PMMA核中具有散射长度密度梯度的核壳模型的形状因子进行定量建模。据此,对于所有研究的体积分数,使用重新缩放的δγ方法在()的第二个最大值之外的整个可及的 - 范围内对流体动力学函数()进行定量建模。利用这些数据,扩展了先前对稀溶液系统的表征:结构和动力学性质与硬球理论预测的出色一致性证明了这些颗粒作为硬球模型系统的适用性。

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