Thomas A.M., Beeler N.M., Bletery Quentin, Bürgmann R., Shelly D.R. (2018). Using low-frequency earthquake families on the San Andreas Fault as deep creepmeters. Journal of Geophysical Research : Solid Earth, 123 (1), 457-475. ISSN 2169-9313.
Titre du document
Using low-frequency earthquake families on the San Andreas Fault as deep creepmeters
Thomas A.M., Beeler N.M., Bletery Quentin, Bürgmann R., Shelly D.R.
Source
Journal of Geophysical Research : Solid Earth, 2018,
123 (1), 457-475 ISSN 2169-9313
The central section of the San Andreas Fault hosts tectonic tremor and low-frequency earthquakes (LFEs) similar to subduction zone environments. LFEs are often interpreted as persistent regions that repeatedly fail during the aseismic shear of the surrounding fault allowing them to be used as creepmeters. We test this idea by using the recurrence intervals of individual LFEs within LFE families to estimate the timing, duration, recurrence interval, slip, and slip rate associated with inferred slow slip events. We formalize the definition of a creepmeter and determine whether this definition is consistent with our observations. We find that episodic families reflect surrounding creep over the interevent time, while the continuous families and the short time scale bursts that occur as part of the episodic families do not. However, when these families are evaluated on time scales longer than the interevent time these events can also be used to meter slip. A straightforward interpretation of episodic families is that they define sections of the fault where slip is distinctly episodic in well defined slow slip events that slip 16 times the long term rate. In contrast, the frequent short term bursts of the continuous and short time scale episodic families likely do not represent individual creep events but rather are persistent asperities that are driven to failure by quasi continuous creep on the surrounding fault. Finally, we find that the moment duration scaling of our inferred creep events are inconsistent with the proposed linear moment duration scaling. However, caution must be exercised when attempting to determine scaling with incomplete knowledge of scale.
