Explore the concept of 'triggering' in loading deformation and its impact on failure probability. Learn how to detect triggering through seismicity analysis. Discover observations of dynamic loads on seismic waves, aseismic slip, and more.
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‘Triggering’ = a perturbation in the loading deformation that leads to a change in the probability of failure. • How do we know it happens? • Measure or infer a loading perturbation, & observe a change in • seismicity rate (fault population or single fault recurrence), • possibly its spatial variation too.
What’s unique about dynamic loads? They’re transient; the failure conditions must change! They’re oscillatory, but they only enhance failure probability (ASSUMPTION); no stress shadows.
What’s unique about dynamic loads? They’re transient; the failure conditions must change! They only enhance failure probability (ASSUMPTION); no stress shadows. Slower distance decay than static stress changes.
“Observed seismicity rate decreases in the Santa Monica Bay and along parts of the San Andreas fault are correlated with the calculated stress decrease.” Stein, 1999 Time history of seismicity from Santa Monica Bay (Marsan, 2003).
“The [Stein, 1999] interpretation is made difficult by the fact that the transient activity modulation by the 1989 M5 Malibu earthquake was still ongoing….the quiescence observed after 1994 can be tracked back several months before Northridge, the latter main shock actually triggering seismicity in the region at the very short (i.e. days) timescale. Marsan, 2003
Dynamic Triggering Observations (by loading type) Seismic waves Remote (many source dimensions) Near-field (few source dimensions) Distance-independent view Modeled Linear Aftershock Densities g constant! number of aftershocks at distance r number of potential nucleation sites per unit distance probability of nucleation
Dynamic Triggering Observations (by loading type) Seismic waves Remote (many source dimensions) Near-field (few source dimensions) Distance-independent view triggering fault D ‘Linear density’ = number of aftershocks within a volume defined by surface S everywhere at distance r and width Dr