Rheology of structured liquids. Flow regimes and rheological equations

A system of rheological equations is presented, obtained on the basis of structural-kinetic representations, which describes viscous and elastic properties of structured liquids, namely concentrated suspensions, emulsions, micellar solutions, solutions and polymer melts. The structural model equations hold for equilibrium steady-state flow and for equilibrium oscillating flow. The equations are suitable for approximating rheological curves , , , , at individual intervals of shear rate or oscillation frequency. Each such interval corresponds to a certain state of the structure. As an example, the results of approximation of shear viscosity curves for polymer solution, micellar solution and emulsion are given.

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Publication Details

Journal
Коллоидный журнал / Colloid Journal
Published
2025-01-01
DOI
https://doi.org/10.7868/s3034543x25010053
Primary Topic
Rheology and Fluid Dynamics Studies
Type
article
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article

Rheology of structured liquids. Flow regimes and rheological equations

V. N. Matveenko
Коллоидный журнал / Colloid Journal
Rheology and Fluid Dynamics Studies
article

Rheology of structured liquids. Flow regimes and rheological equations

V. N. Matveenko
article en

Abstract

A system of rheological equations is presented, obtained on the basis of structural-kinetic representations, which describes viscous and elastic properties of structured liquids, namely concentrated suspensions, emulsions, micellar solutions, solutions and polymer melts. The structural model equations hold for equilibrium steady-state flow and for equilibrium oscillating flow. The equations are suitable for approximating rheological curves , , , , at individual intervals of shear rate or oscillation frequency. Each such interval corresponds to a certain state of the structure. As an example, the results of approximation of shear viscosity curves for polymer solution, micellar solution and emulsion are given.

Коллоидный журнал / Colloid JournalVol. 87(1)
Openalex Percentile: Top 78%
Rheology and Fluid Dynamics Studies
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