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We monitor the stick-slip displacements of a very slowly driven moveableperforated top plate which interacts via shearing with a packing of identicalglass beads confined in a tray. When driven at a constant stress rate, thedistributions of large event displacements and energies triggered by thestick-slip instabilities exhibit power law responses reminiscent of theGutenberg-Richter law for earthquakes. Small events are quasi-size independent,signaling crossover from single-bead transport to collective behavior.

Broad distribution of stick-slip events in Slowly Sheared Granular Media: Table-top production of a Gutenberg-Richter-like distribution