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Current Issue
Volume 68,
Issue 6,
November 2024
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Focus and Coverage

The Journal of Rheology is a vital resource for researchers working in fields as diverse as polymer physics and fluid mechanics. It presents experimental results, phenomenological models, and microscopic theories dealing with the rheological behavior of complex materials, including macromolecular, colloidal and particulate solids, and fluids. Application areas include foods, paints, plastics, lubricants, ceramics, coatings, glaciers, and biological fluids.

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Editor-in-Chief

Dimitris Vlassopoulos

Associate Editor

Emanuela Del Gado

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Most Recent
Research Article
| October 08 2024
Featured Figure
Two-species model for nonlinear flow of wormlike micelle solutions. Part II: Experiment
Paul F. Salipante, Michael Cromer et al.
Applications often expose wormlike micelle solutions to a very wide range of shear and temperature conditions. The two-species model presented in Part I [Salipante et al., J. Rheol. 68 (2024)] ...
Research Article
| October 08 2024
Featured Figure
Shear-induced migration of rigid spheres in a Couette flow
Guillaume Ovarlez, Élisabeth Guazzelli
Concentration inhomogeneities occur in many flows of non-Brownian suspensions. Their modeling necessitates the description of the relative motion of the particle phase and of the fluid phase, as well ...
Research Article
| October 08 2024
Featured Figure
Two-species model for nonlinear flow of wormlike micelle solutions. Part I: Model
Paul F. Salipante, Michael Cromer et al.
We develop a rheological model to approximate the nonlinear rheology of wormlike micelles using two constitutive models to represent a structural transition at high shear rates. The model is intended ...
View All Most Recent Articles
Featured Articles
Research Article
| October 08 2024
Featured Figure
Two-species model for nonlinear flow of wormlike micelle solutions. Part II: Experiment
Paul F. Salipante, Michael Cromer et al.
Applications often expose wormlike micelle solutions to a very wide range of shear and temperature conditions. The two-species model presented in Part I [Salipante et al., J. Rheol. 68 (2024)] ...
Research Article
| October 08 2024
Featured Figure
Shear-induced migration of rigid spheres in a Couette flow
Guillaume Ovarlez, Élisabeth Guazzelli
Concentration inhomogeneities occur in many flows of non-Brownian suspensions. Their modeling necessitates the description of the relative motion of the particle phase and of the fluid phase, as well ...
Research Article
| October 08 2024
Featured Figure
Two-species model for nonlinear flow of wormlike micelle solutions. Part I: Model
Paul F. Salipante, Michael Cromer et al.
We develop a rheological model to approximate the nonlinear rheology of wormlike micelles using two constitutive models to represent a structural transition at high shear rates. The model is intended ...
View All Featured Articles

 

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Evaluation of a novel multimode interfacial rheometer
Daniel Ashkenazi, Kiet Pham, et al.
Composite entanglement topology and extensional rheology of symmetric ring-linear polymer blends
Thomas C. O’Connor, Ting Ge, et al.
Transport of complex and active fluids in porous media
Manish Kumar, Jeffrey S. Guasto, et al.

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The Regular Membership of The Society of Rheology includes those scientists whose work and interests lie within the field and includes physicists, chemists, biologists, engineers, and mathematicians.

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  • Online ISSN 1520-8516
  • Print ISSN 0148-6055

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