A feedback-coupled Ehrenfest model of cyclic shear produces a genuine yielding transition, and a three-state coarse graining captures non-monotonic fatigue with a universal tan^2 scaling near the critical strain.
Ultra-delayed material failure via shear banding after straining an amorphous material
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abstract
We predict a phenomenon of catastrophic material failure arising suddenly within an amorphous material, with an extremely long delay time since the material was last deformed. By simulating a mesoscopic soft glassy rheology model in one dimension (1D), a mesoscopic elastoplastic model in 1D and 2D, and a continuum fluidity model in 1D, we demonstrate the basic physics to involve a dramatic ultra-delayed shear banding instability, in which strain suddenly strongly localises within the material and the stress drops precipitously. The delay time after the long historical shear strain was applied before failure occurs increases steeply with decreasing strain amplitude, decreasing working temperature, and increasing sample annealing prior to shear. In demonstrating the same physics -- which is directly testable experimentally and in particle simulations -- to obtain within three different constitutive models, we suggest it may be generic across amorphous materials. The counter-intuitive prediction of catastrophic material failure long after any deformation was last applied could have important consequences for material processing and performance.
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Coarse grained descriptions of the dynamics of yielding of amorphous solids under cyclic shear
A feedback-coupled Ehrenfest model of cyclic shear produces a genuine yielding transition, and a three-state coarse graining captures non-monotonic fatigue with a universal tan^2 scaling near the critical strain.