Creep dynamics below the depinning threshold are governed by a T-independent activation length ℓ_opt that controls time scales and an avalanche length ℓ_av ~ T^{-ν_dep} that controls spatial observables and selects among theoretical scenarios.
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cond-mat.stat-mech 2years
2026 2verdicts
UNVERDICTED 2representative citing papers
Aging in depinning models generates global oscillatory stick-slip regimes, with king avalanches in mean field and alternating avalanche activity intervals in 2D without system-size events.
citing papers explorer
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Activation and Avalanche Length Scales in the Finite-Temperature Creep of an Elastic Interface
Creep dynamics below the depinning threshold are governed by a T-independent activation length ℓ_opt that controls time scales and an avalanche length ℓ_av ~ T^{-ν_dep} that controls spatial observables and selects among theoretical scenarios.
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Global Oscillations in Depinning Models with Aging
Aging in depinning models generates global oscillatory stick-slip regimes, with king avalanches in mean field and alternating avalanche activity intervals in 2D without system-size events.