Shear Zones in granular materials: Optimization in a self-organized random potential
J Torok, T. Unger, J. Kertesz, D. E. Wolf
Abstract
We introduce a model to describe the wide shear zones observed in modified Couette cell experiments with granular material. The model is a generalization of the recently proposed approach based on a variational principle. The instantaneous shear band is identified with the surface that minimizes the dissipation in a random potential that is biased by the local velocity difference and pressure. The apparent shear zone is the ensemble average of the instantaneous shear bands. The numerical simulation of this model matches excellently with experiments and has measurable predictions.
Create a lesson
Related papers
Optimal Transport of an Anisotropic Tracer in Dense Active Suspensions
Chandranshu Tiwari, Sunil P. Singh
Linear stability and viscoelastic response in weakly jammed frictional granular systems
Masanari Shimada, Yusuke Hara, Shihori Koyama et al.
Experimental Observation of Mesoscopic Dynamic Fluctuations in Water-Alcohol Mixtures
Yukio Kajihara, Nanako Shibata, Masanori Inui1
Geometry-Controlled Dynamic Tensiometry Resolves Intrinsic Surfactant Adsorption Kinetics
Camille Brigodiot, Boxin Deng, Christine Dalmazzone et al.
Shape Evolution and Dynamics of Deformable Ring
Arun Kumar, Partha Sarathi Mondal, Pritha Dolai et al.
Tunable Pathway Selection in Coupled Multistable Snap-Through Systems
Weicheng Huang, Ke Huang, Jiaying Zhang et al.