Abstract

We use plate drag to study the response of granular media to localized forcing as a function of volume fraction, ϕϕ. A bifurcation in the force and flow occurs at the onset of dilatancy, ϕc.ϕ_c. Below ϕcϕ_c rapid fluctuations in the drag force, FD,F_D, are observed. Above ϕcϕ_c fluctuations in FDF_D are periodic and increase with ϕϕ. Velocity field measurements indicate that the bifurcation in FDF_D results from the formation of stable shear bands above ϕcϕ_c which are created and destroyed periodically during drag. A friction-based model captures the dynamics for ϕ>ϕcϕ>ϕ_c.

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