结构液体流变学:动态模量与应变振幅的关系

IF 0.7 Q4 CHEMISTRY, MULTIDISCIPLINARY Moscow University Chemistry Bulletin Pub Date : 2024-04-02 DOI:10.3103/s0027131424010061
V. N. Matveenko, E. A. Kirsanov
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引用次数: 0

摘要

摘要 对固定振动频率下剪切振动过程中动态模量与应变振幅的关系提出了新的解释。该解释基于一个结构流变模型,其中包括在振荡剪切流作用下颗粒聚集体形成和破坏的动力学方程。该流变学方程可用于近似具有不同剪切应变振幅的独立部分的流变曲线 G'(γ0) 和 G''(γ0)。以两种含有固体颗粒填料的聚合物体系为例,展示了新流变模型的可能性。
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Rheology of Structured Liquids: Dependence of Dynamic Moduli on Strain Amplitude

Abstract

A new interpretation is proposed for the dependence of dynamic moduli on the strain amplitude in the course of shear vibrations at a fixed vibration frequency. The interpretation is based on a structural rheological model that includes kinetic equations for the formation and destruction of particles’ aggregates under the action of an oscillating shear flow. The rheological equations, which can be used for the approximation of rheological curves G'(γ0) and G''(γ0) in separate sections with different amplitudes of the shear strain, are obtained. The possibilities of the new rheological model are demonstrated through the example of two polymer systems with solid particle-based fillers.

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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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