2017
DOI: 10.1126/sciadv.1700772
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Stress drops of induced and tectonic earthquakes in the central United States are indistinguishable

Abstract: Induced earthquakes have comparable stress drop and ground motion to natural earthquakes given similar depths and faulting styles.

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Cited by 113 publications
(104 citation statements)
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References 50 publications
(69 reference statements)
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“…On the other hand, Huang et al () find that natural and human‐induced seismicity with similar faulting mechanisms and at similar depths display comparable stress drops, indicating that both induced and natural events are driven by the in situ tectonic stress field and likely comparable rock deformation mechanisms. They also find indications of stress drops increasing with depth, which would imply that the coefficient α 3 in equation increases with depth as well.…”
Section: Interpretation and Wider Implicationsmentioning
confidence: 99%
“…On the other hand, Huang et al () find that natural and human‐induced seismicity with similar faulting mechanisms and at similar depths display comparable stress drops, indicating that both induced and natural events are driven by the in situ tectonic stress field and likely comparable rock deformation mechanisms. They also find indications of stress drops increasing with depth, which would imply that the coefficient α 3 in equation increases with depth as well.…”
Section: Interpretation and Wider Implicationsmentioning
confidence: 99%
“…It is reported that stress drops recorded as a result of induced seismic events are of the same order of magnitude as those resulting from tectonic seismicity. Thus, the theoretical underpinnings for understanding tectonic earthquakes can be uniformly applied to induced earthquakes (Huang et al, ). On the basis of Brune's source model (Brune, ) and circular crack model (Vouillamoz et al, ), the relationship between seismic moment M 0 and stress drop Δ τ can be expressed as M0=167τ·r3 where r is the fault radius and Δ τ is the stress drop and can be calculated from RSF theory as τ=μ·σn μ=||abln()V2V1 where Δ μ is the difference in the friction coefficient from before until after the stress drop.…”
Section: Discussionmentioning
confidence: 99%
“…We focus on the S waves as the P wave window is too short to obtain stable spectral ratio results. We find the best fit spectral ratio to the Brune source model (Imanishi & Ellsworth, ), that is, smallest misfit between the observed spectral ratio and the modeled spectral ratio, using the trust‐region‐reflective‐optimization approach (Huang et al, ). This approach minimizes a function f ( x ) by approximating it using a simpler function q around the point x in a neighborhood N (Moré & Sorensen, ).…”
Section: Spectral Ratio Analysis Of Microseismic Sourcesmentioning
confidence: 99%
“…Fluid pressure is usually considered as the major driving force in the generation of induced earthquakes when injection wells are close to the fault (Raleigh et al, ), whereas stress loading due to poroelastic deformation can take over when injection wells are more distant (Goebel & Brodsky, ; Segall & Lu, ). Geomechanical models show that the current injection wells in Oklahoma (USA) can induce fluid pressure and stress loading of the order of 0.1 MPa (Keranen et al, ), which is much smaller than the stress drop estimates of moderate‐magnitude‐induced earthquakes that have a median stress drop of about 1–20 MPa (Boyd et al, ; Huang et al, ; Trugman et al, ; Wu et al, ). The small ratio of fluid pressure perturbation and earthquake stress drop suggests that faults are almost critical before injection takes place (Townend & Zoback, ) and even a small fluid pressure or stress perturbation can make the faults reach favorable conditions for earthquake nucleation.…”
Section: Introductionmentioning
confidence: 99%