Dynamical modes of sheared confined microscale matter
Sascha Gerloff, Antonio Ortiz-Ambriz, Pietro Tierno, and Sabine H. L., Klapp

TL;DR
This study combines simulations and experiments to analyze the non-equilibrium shear dynamics of confined colloidal clusters, revealing bistability, slip events, and shear-thinning behavior, with implications for stochastic thermodynamics.
Contribution
It introduces a combined experimental and simulation approach to identify and analyze dynamical states and transitions in sheared confined colloidal systems, highlighting bistability and slip dynamics.
Findings
Identification of two steady states with distinct slip behaviors
Observation of shear-thinning and stress overshoot phenomena
Analysis of transition dynamics in the context of stochastic thermodynamics
Abstract
Based on (overdamped) Stokesian dynamics simulations and video microscopy experiments, we study the non equilibrium dynamics of a sheared colloidal cluster, which is confined to a two-dimensional disk. The experimental system is composed of a mixture of paramagnetic and non magnetic polystyrene particles, which are held in the disk by time shared optical tweezers. The paramagnetic particles are located at the center of the disk and are actuated by an external, rotating magnetic field that induces a magnetic torque. We identify two different steady states by monitoring the mean angular velocities per ring. The first one is characterized by rare slip events, where the inner rings momentarily depin from the outer ring, which is kept static by the set of optical traps. For the second state, we find a bistability of the mean angular velocities, which can be understood from the analysis of…
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