Asymmetric damage avalanche shape in quasi-brittle materials and sub-avalanches (aftershocks) clusters
arXiv:2002.07432 · doi:10.1103/PhysRevLett.125.105502
Abstract
Crackling dynamics is characterized by a release of incoming energy through intermittent avalanches. The shape, i.e. the internal temporal structure of these avalanches, gives insightful information about the physical processes involved. It was experimentally shown recently that progressive damage towards compressive failure of quasi-brittle materials can be mapped onto the universality class of interface depinning when considering scaling relationships between the global characteristics of the microcracking avalanches. Here we show, for three concrete materials and from a detailed analysis of the acoustic emission waveforms generated by microcracking events, that the shape of these damage avalanches is strongly asymmetric, characterized by a very slow decay. This remarkable asymmetry, at odds with mean-field depinning predictions, could be explained, in these quasi-brittle materials, by retardation effects induced by enhanced viscoelastic processes within a fracture process zone generated by the damage avalanche as it progresses. It is associated with clusters of sub-avalanches, or aftershocks, within the main avalanche.
References in corpus (24)
- Crackling Noise
- Intermittent dislocation flow in viscoplastic deformation
- Collective Transport: From Superconductors to Earthquakes
- Dynamics of a ferromagnetic domain wall: avalanches, depinning transition and the Barkhausen effect
- Paths to Self-Organized Criticality
- Scaling description of the yielding transition in soft amorphous solids at zero temperature
- Statistics of Earthquakes in Simple Models of Heterogeneous Faults
- Beyond power laws: Universality in the average avalanche shape
- Signature of effective mass in crackling noise asymmetry
- Exactly solvable model of avalanches dynamics for Barkhausen crackling noise
- Universal mean moment rate profiles of earthquake ruptures
- Local and global avalanches in a 2D sheared granular medium
- Universal fluctuations and extreme statistics of avalanches near the depinning transtition
- The average shape of a fluctuation: universality in excursions of stochastic processes
- Avalanche dynamics of elastic interfaces
- Quantitative scaling of magnetic avalanches
- Avalanche shape and exponents beyond mean-field theory
- Viscoelastic Depinning of Driven Systems: Mean-Field Plastic Scallops
- Compressive failure as a critical transition: Experimental evidences and mapping onto the universality class of depinning
- Experimental evidence of accelerated seismic release without critical failure in acoustic emissions of compressed nanoporous materials
- Fluctuations of global energy release and crackling in nominally brittle heterogeneous fracture
- Fault orientation in damage failure under compression
- Statistics of Avalanches with Relaxation, and Barkhausen Noise: A Solvable Model
- Seismicity in sheared granular matter
Cited by in corpus (4)
- Dislocation Avalanches: Earthquakes on the Micron Scale
- Inference in non-equilibrium systems from incomplete information: the case of linear systems and its pitfalls
- Quasistatic kinetic avalanches and self-organized criticality in deviatorically loaded granular media
- Universal Excursion and Bridge shapes in ABBM/CIR/Bessel processes