Annual Meeting - SCEC.org
Annual Meeting - SCEC.org
Annual Meeting - SCEC.org
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Group 2 – FARM | Poster Abstracts<br />
2-075<br />
SHEAR STRAIN LOCALIZATION IN DYNAMIC RUPTURE AND STICK-SLIP<br />
MODELS Daub EG, Manning ME, and Carlson JM<br />
We study the impact of shear strain localization in models of earthquake faults, investigating the<br />
dynamics of interface-scale elastic sliders and fault-scale ruptures. We account for strain<br />
localization using Shear Transformation Zone (STZ) Theory, a continuum approximation for plastic<br />
deformation in amorphous materials. STZ Theory ties fault weakening to an effective disorder<br />
temperature. While the effective temperature is distinct from thermal temperature, it will evolve in<br />
a similar manner and we include shear heating, diffusion, and relaxation terms in its governing<br />
partial differential equation. Strain localization is incorporated into faulting studies by resolving<br />
the effective temperature dynamics on a spatial grid spanning the width of the fault zone. This<br />
approach differs from the common practice of modeling fault dynamics with a slip-weakening or<br />
rate and state friction law, as the STZ law dynamically chooses how to distribute shear strain in the<br />
gouge. In a model of an interface-scale slider, localized slip increases the spring stiffness for which<br />
a stick-slip instability occurs. At low driving rates, localization can also lead to period doubling,<br />
irregular recurrence times, and varying stress drops. Localization of slip also alters the<br />
spontaneous propagation of elastodynamic ruptures. Ruptures where strain localizes exhibit larger<br />
peak slip rates and stress drops, decreased shear stress at which supershear rupture can occur, and<br />
ruptures can propagate with lower initial shear stresses as self-healing pulses.<br />
2-076<br />
SUPERSHEAR RUPTURES IN 3D SIMULATIONS OF EARTHQUAKE SEQUENCES<br />
AND ASEISMIC SLIP: THE EFFECT OF RHEOLOGICAL BOUNDARIES AND<br />
WEAKER PATCHES Liu Y, and Lapusta N<br />
We study supershear transition and propagation of dynamic rupture through simulations of<br />
earthquake sequences and aseismic slip in a 3D fault model. The model of a planar strike-slip fault<br />
governed by Dieterich-Ruina rate and state friction contains a potentially seismogenic velocityweakening<br />
region surrounded by velocity-strengthening regions.<br />
We find that the rheological boundary between the velocity-weakening and velocity-strengthening<br />
regions promotes supershear transition. During interseismic periods, velocity-strengthening<br />
regions move with slip velocity comparable to the plate loading rate, while the velocity-weakening<br />
region is essentially locked. This disparity in slip concentrates shear stress next to the rheological<br />
boundary. Once earthquake rupture nucleates, it propagates faster over these areas of higher<br />
prestress than over the rest of the seismogenic region, transitioning to supershear speeds in some<br />
cases. Since the presence of such rheological boundaries on natural faults can be inferred from<br />
laboratory studies and fault observations, this factor may significantly contribute to supershear<br />
transition on natural faults. The occurrence of supershear transition in our 3D model depends on<br />
friction properties and fault stress that develops in the model before large earthquakes and can be<br />
explained by the distribution of the effective seismic ratio (Andrews, 1976) on the fault before large<br />
events.<br />
The phenomenon of supershear transition due to rheological boundaries could not be established<br />
in prior studies, as it can only be observed in simulations that include all of the following factors: (i)<br />
inertial effects to enable supershear transition; (ii) a 3D model to include the rheological boundary<br />
in the direction of rupture propagation; and (iii) long-term slip history to establish the<br />
corresponding stress distribution on the fault before large events.<br />
2008 <strong>SCEC</strong> <strong>Annual</strong> <strong>Meeting</strong> | 181