2015
DOI: 10.1785/0220150057
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Modeling Injection‐Induced Seismicity with the Physics‐Based Earthquake Simulator RSQSim

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Cited by 90 publications
(78 citation statements)
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“…This is likely because the reconstructed Gutenberg-Richter law is obtained assuming nondecreasing injection rates and is applicable for earthquake magnitudes less than 2.0 (Shapiro, 2015), ignoring timedependent fluid diffusion and mechanisms of earthquake nucleation. Thus, a comprehensive analysis requires incorporating the rate-and-state friction law into geomechanical modeling (Dieterich et al, 2015;McClure & Horne, 2011;Segall & Lu, 2015). In this approach, the seismicity rate is expressed as a function of space and time, hydrogeological properties, fault geometries, and injection rates.…”
Section: Introductionmentioning
confidence: 99%
“…This is likely because the reconstructed Gutenberg-Richter law is obtained assuming nondecreasing injection rates and is applicable for earthquake magnitudes less than 2.0 (Shapiro, 2015), ignoring timedependent fluid diffusion and mechanisms of earthquake nucleation. Thus, a comprehensive analysis requires incorporating the rate-and-state friction law into geomechanical modeling (Dieterich et al, 2015;McClure & Horne, 2011;Segall & Lu, 2015). In this approach, the seismicity rate is expressed as a function of space and time, hydrogeological properties, fault geometries, and injection rates.…”
Section: Introductionmentioning
confidence: 99%
“…Rate-and state-dependent friction laws, which postulate that frictional strength depends on slip velocity and on the state of the contact surface [Dieterich, 1979;Ruina, 1983;Rice, 1983], aim at translating laboratory-scale stick-slip instabilities into models of earthquake rupture dynamics [Marone, 1998;Scholz, 1998]. Three important recent contributions in this direction are the incorporation of faults as frictional interfaces with rate-and-state constitutive behavior [Jha and Juanes, 2014], the simulation of injection-induced fault rupture using a slip-rate-dependent friction coefficient [Urpi et al, 2016], and the incorporation of flow couplings into the RSQSim simulator for fault systems [Dieterich et al, 2015]. Coupled hydromechanical simulation has recently emerged as a key technology to assess the impact of flow processes on induced earthquakes [e.g., Rutqvist, 2011a, 2011b;McClure and Horne, 2011;Rinaldi et al, 2014;Jha and Juanes, 2014].…”
Section: Introductionmentioning
confidence: 99%
“…For example, seismicity patterns in Oklahoma are affected by the distribution of wastewater injection (Goebel et al, ) and changes in the rate of wastewater injection (Barbour et al, ) but also include a significant proportion of events induced by high‐pressure reservoir stimulation (Skoumal et al, ). So it remains of critical importance to understand how interactions between injection and reservoir response impact pore pressure diffusion, poroelastic stress changes, and flow patterns, because of the implications for fault slip at seismogenic depths (e.g., Chang & Segall, , ; Zhang et al, ), seismicity rates (Dieterich et al, ; Llenos & Michael, ; Segall & Lu, ), and, ultimately, seismic hazard (Langenbruch et al, 2018; Langenbruch & Zoback, ; Petersen et al, ; Norbeck & Rubinstein, ; Zhai & Shirzaei, ).…”
Section: Introductionmentioning
confidence: 99%