2020
DOI: 10.1029/2019jb018557
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Earthquake Cycles in Fault‐Bend Folds

Abstract: In fold‐and‐thrust belts and accretionary prisms, fault bends induce folding in the hanging wall that can alter the long‐term loading rate on the megathrust and profoundly influence earthquake‐related processes. To understand the impact of nonplanar faults and off‐fault deformation on the seismic cycle, we incorporate fault‐bend fold theory into fault dynamics and develop two‐dimensional numerical simulations of slip evolution under a physics‐based rate‐ and state‐dependent friction law. Fault bends can play a… Show more

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Cited by 33 publications
(54 citation statements)
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References 214 publications
(398 reference statements)
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“…Hence, their total slip scales with the characteristic weakening distance, as in ϵLR, where 1L10 cm is the characteristic weakening distance of rate‐and‐state friction in a range compatible with slow slip and R ∼ 50 km is the down‐dip rupture width, leading to estimates of potency density in the range of 0.01 to 3 microstrain. The overall variability of source properties, for example, two orders of magnitude for potency density, may be attributed to the presence of frictional contrast along the fault (Kaneko et al, 2010; Kaneko & Shearer, 2015), variability of earthquake slip due to the stress shadow of previous ruptures (Barbot, 2019b; Michel et al, 2017; Van Dither et al, 2013), morphological gradients (Qiu et al, 2016; Sathiakumar et al, 2020), variation of off‐fault damage (Cappa et al, 2014), differing coupling coefficients (Chounet & Vallée, 2018), or the activation of different weakening mechanisms (Cocco et al, 2016; Cattania & Segall, 2018; Kirkpatrick & Shipton, 2009).…”
Section: Discussionmentioning
confidence: 99%
See 1 more Smart Citation
“…Hence, their total slip scales with the characteristic weakening distance, as in ϵLR, where 1L10 cm is the characteristic weakening distance of rate‐and‐state friction in a range compatible with slow slip and R ∼ 50 km is the down‐dip rupture width, leading to estimates of potency density in the range of 0.01 to 3 microstrain. The overall variability of source properties, for example, two orders of magnitude for potency density, may be attributed to the presence of frictional contrast along the fault (Kaneko et al, 2010; Kaneko & Shearer, 2015), variability of earthquake slip due to the stress shadow of previous ruptures (Barbot, 2019b; Michel et al, 2017; Van Dither et al, 2013), morphological gradients (Qiu et al, 2016; Sathiakumar et al, 2020), variation of off‐fault damage (Cappa et al, 2014), differing coupling coefficients (Chounet & Vallée, 2018), or the activation of different weakening mechanisms (Cocco et al, 2016; Cattania & Segall, 2018; Kirkpatrick & Shipton, 2009).…”
Section: Discussionmentioning
confidence: 99%
“…Inversion of geodetic data for the spatial distribution of slip on a fault is also subject to fundamental limitations, notably due to the St. Venant principle that implies a decreasing resolution with increasing distance between source and observations. However, the deployment of increasingly large and dense geodetic observatories, the development of better analytic standards in inverse theory (Aster et al, 2012;Funning et al, 2014;Fukahata & Wright, 2008;Hang et al, 2020;Nocquet, 2018;Yabuki & Matsu'ura, 1992), and the joint inversion of complementary data sets, both geodetic and seismological, has increased the accuracy of slip distributions (Atzori & Antonioli, 2011;Amey et al, 2018;Barbot et al, 2013;Duputel et al, 2014;DeVries et al, 2017;Evans & Meade, 2012;Gombert et al, 2017Gombert et al, , 2018McGuire & Segall, 2003;Minson et al, 2014;Sathiakumar et al, 2017). For example, the large uncertainties associated with shallow slip near the trench during the 2011 Mw = 9.1 Tohoku, Japan, earthquake were largely reduced by considering tsunami data (e.g., Bletery et al, 2014;Jiang & Simons, 2016;Yamazaki et al, 2011).…”
Section: Introductionmentioning
confidence: 99%
“…Some investigators argue that the succession of partial and full ruptures is a self-emergent behavior from the nonlinear dynamics of fault slip favored by wide seismogenic zones (Herrendörfer et al 2015;Michel et al 2017;Barbot 2019b). Others suggest the important role of local changes in the fault geometry (Qiu 2016;Hubbard et al 2016;Sathiakumar et al 2020). At subduction zones, where the megathrust traverses various geological formations, we expect a combination of these two factors to operate a strong control on the seismic cycle.…”
Section: Introductionmentioning
confidence: 92%
“…In particular, Ikari and Kopf (2017) highlight the velocity-weakening behavior of sedimentary muds at plate tectonic slip rates, which is a necessary condition for rupture self-nucleation. If the shallow layer is assumed frictionally unstable, other mechanisms may be invoked to explain segmentation, for example, the presence of rheological barriers (Kaneko et al 2010) or morphological gradients (Qiu 2016;Ong et al 2019;Sathiakumar et al 2020). Within this view, giant surface-breaking ruptures may represent the synchronous failure in a single event of otherwise isolated asperities (Yamanaka and Kikuchi 2004).…”
Section: Introductionmentioning
confidence: 99%
“…Segment A. The top segment represents the intersection of the megathrust with the accretionary prism, a sedimentary sink characterized by intense off-fault deformation (Moore et al 1990;Hubbard et al 2015;Sathiakumar et al 2020), low rigidity (Sallarès and Ranero 2019), and particularly low static friction (e.g., Byrne and Fisher 1990;Cubas et al 2013). The shortening taken up by secondary faults and folds in the upper plate builds topography and reduces the long-term loading rate on the megathrust, resulting in a low rate of seismicity on the plate interface.…”
Section: Structural and Lithological Control On Megathrust Dynamicsmentioning
confidence: 99%