Shear banding in soft glassy materials

TL;DR

This paper reviews shear banding phenomena in soft glassy materials, discussing experimental observations, theoretical models like soft glassy rheology, and open challenges in understanding flow heterogeneity in these complex fluids.

Contribution

It provides a comprehensive survey of shear banding in soft glassy materials, integrating experimental data with recent theoretical modeling approaches.

Findings

Identification of two classes of shear banding behavior.

Application of soft glassy rheology and fluidity models to explain shear banding.

Discussion of open challenges in modeling and experiments.

Abstract

Many soft materials, including foams, dense emulsions, micro gel bead suspensions, star polymers, dense packing of surfactant onion micelles, and textured morphologies of liquid crystals, share the basic "glassy" features of structural disorder and metastability. These in turn give rise to several notable features in the low frequency shear rheology (deformation and flow properties) of these materials: in particular, the existence of a yield stress below which the material behaves like a solid, and above which it flows like a liquid. In the last decade, intense experimental activity has also revealed that these materials often display a phenomenon known as shear banding, in which the flow profile across the shear cell exhibits macroscopic bands of different viscosity. Two distinct classes of yield stress fluid have been identified: those in which the shear bands apparently persist permanently (for as long as the flow remains applied), and those in which banding arises only transiently during a process in which a steady flowing state is established out of an initial rest state (for example, in a shear startup or step stress experiment). After surveying the motivating experimental data, we describe recent progress in addressing it theoretically, using the soft glassy rheology model and a simple fluidity model. We also briefly place these theoretical approaches in the context of others in the literature, including elasto-plastic models, shear transformation zone theories, and molecular dynamics simulations. We discuss finally some challenges that remain open to theory and experiment alike.