2019
DOI: 10.48550/arxiv.1908.02820
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Spatiotemporal dynamics of frictional systems: The interplay of interfacial friction and bulk elasticity

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“…A basic prediction of this law is that during steady-state sliding, πœ‡ varies linearly with the logarithm of velocity with a slope of π‘Ž βˆ’ 𝑏. Additionally, the frictional response is invariably mediated via the elastic coupling between the far-field application of a lateral stress and the sliding interface (e.g., torsion of the atomic force microscope (AFM) cantilever in this study) which can give rise to complex overall behaviors such as stick-slip motion [3][4][5]; note that this type of stickslip is not due to the position-dependent potential energy corrugation that leads to atomic lattice stick-slip motion [6], but rather, is due to an increase in static friction with time in stationary contact (static ageing) [4], and/or a decrease in kinetic friction with slip speed (evolution effect). [3] A hallmark of RSF is the history dependence of friction, which is described analytically with a state variable. The evolution of state with time is typically described by either of two equations, the slowness law and the slip law.…”
Section: Introductionmentioning
confidence: 86%
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“…A basic prediction of this law is that during steady-state sliding, πœ‡ varies linearly with the logarithm of velocity with a slope of π‘Ž βˆ’ 𝑏. Additionally, the frictional response is invariably mediated via the elastic coupling between the far-field application of a lateral stress and the sliding interface (e.g., torsion of the atomic force microscope (AFM) cantilever in this study) which can give rise to complex overall behaviors such as stick-slip motion [3][4][5]; note that this type of stickslip is not due to the position-dependent potential energy corrugation that leads to atomic lattice stick-slip motion [6], but rather, is due to an increase in static friction with time in stationary contact (static ageing) [4], and/or a decrease in kinetic friction with slip speed (evolution effect). [3] A hallmark of RSF is the history dependence of friction, which is described analytically with a state variable. The evolution of state with time is typically described by either of two equations, the slowness law and the slip law.…”
Section: Introductionmentioning
confidence: 86%
“…This effect has been observed in other studies [68,69] but is inconsistent with the most common forms of the RSF laws. [3,70,71] Such a transition velocity could have important effects in earthquake mechanics, such as promoting stable slip and limiting the magnitude of slip events. [3,68,72,73] As the humidity level rises, this transition velocity shifts to higher and higher values, as highlighted by the black dashed arrow.…”
Section: Methodsmentioning
confidence: 99%
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