结构模型框架内球形颗粒集中分散体的粘度

IF 0.7 Q4 CHEMISTRY, MULTIDISCIPLINARY
V. N. Matveenko, E. A. Kirsanov
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引用次数: 0

摘要

在结构流变模型的框架内,研究了四种不同分散度和分散介质组成的球形颗粒胶体分散体的粘度曲线。本研究采用三种坐标轴对流变曲线进行分析。采用结构流变模型的流变方程来近似计算特定剪切速率区间内的数据。在高剪切速率下,实验数据与广义流动方程吻合良好,表明聚集体在拉伸水动力的影响下发生崩解。在低剪切速率下,应采用考虑由于压缩水动力而形成的额外聚集体的流变方程。所研究的胶体分散体流变方程的系数(参数)与结构流变模型的预测一致,证实了这些分散体的共同流动机制。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Viscosity of Concentrated Dispersions of Spherical Particles in the Framework of a Structural Model

Within the framework of the structural rheological model, viscosity curves are examined for four types of colloidal dispersions of spherical particles, varying in dispersity and composition of the dispersion medium. The study analyzes rheological curves using three types of coordinate axes. Rheological equations of the structural rheological model are used to approximate the data over specific shear rate intervals. At high shear rates, the experimental data align well with the generalized flow equation, indicating that aggregates disintegrate under the influence of tensile hydrodynamic forces. At low shear rates, a rheological equation accounting for additional aggregate formation due to compressive hydrodynamic forces should be applied. The coefficients (parameters) of the rheological equations for the examined colloidal dispersions are consistent with the predictions of the structural rheological model, confirming a common flow mechanism for these dispersions.

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来源期刊
Moscow University Chemistry Bulletin
Moscow University Chemistry Bulletin CHEMISTRY, MULTIDISCIPLINARY-
CiteScore
1.30
自引率
14.30%
发文量
38
期刊介绍: Moscow University Chemistry Bulletin is a journal that publishes review articles, original research articles, and short communications on various areas of basic and applied research in chemistry, including medical chemistry and pharmacology.
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