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• W3100606592 startingPage "10003" @default.
• W3100606592 abstract "Kinetically Constrained Models (KCMs) have been widely studied in the context of glassy dynamics, focusing on the influence of dynamical constraints on the slowing-down of the dynamics of a macroscopic system. In these models, it has been shown using the thermodynamic formalism for histories, that there is a coexistence between an active and an inactive phase. This coexistence can be described by a first-order transition, and a related discontinuity in the derivative of the large-deviation function for the activity. We show that adding a driving field to a KCM model does not destroy this first-order transition for the activity. Moreover, a singularity is also found in the large-deviation function of the current at large fields. We relate for the first time this property to microscopic structures, in particular the heterogeneous, intermittent dynamics of the particles, transient shear-banding and blocking walls. We describe both the shear-thinning and the shear-thickening regimes, and find that the behaviour of the current is well reproduced by a simple model." @default.
• W3100606592 created "2020-11-23" @default.
• W3100606592 creator A5051784439 @default.
• W3100606592 creator A5067167815 @default.
• W3100606592 date "2011-03-29" @default.
• W3100606592 modified "2023-09-25" @default.
• W3100606592 title "Large deviations and heterogeneities in a driven kinetically constrained model" @default.
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• W3100606592 doi "https://doi.org/10.1209/0295-5075/94/10003" @default.
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