2019
DOI: 10.1007/s00367-019-00627-6
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Evolution of fault patterns within a zone of pre-existing pervasive anisotropy during two successive phases of extensions: an experimental study

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Cited by 9 publications
(9 citation statements)
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“…Our data show that the border faults are oblique to the extension direction, and accommodate a major (80 -75%) normal-and minor (20 -25%) shear-components of strain, indicating they are oblique-slip faults, rather than pure dip-slip. Similar oblique-slip sense on faults striking oblique to the extension direction has been interpreted qualitatively in previous analogue models (e.g., Withjack & Jamison, 1986;Tron & Brun, 1991;Corti et al, 2007;Agostini et al, 2009;Corti, 2012;Molnar et al, 2019;Ghosh et al, 2020). Surprisingly, the extension-orthogonal, en échelon internal structures in our oblique extension models are pure strike-slip, differing from the dip-slip (vertical displacement) interpreted in earlier analogue (e.g., Corti, 2008;Agostini et al, 2009;Philippon et al, 2015) and numerical models (e.g., Brune, 2014;Duclaux et al, 2020).…”
Section: Comparison With Previous Analogue and Numerical Modeling Studiessupporting
confidence: 82%
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“…Our data show that the border faults are oblique to the extension direction, and accommodate a major (80 -75%) normal-and minor (20 -25%) shear-components of strain, indicating they are oblique-slip faults, rather than pure dip-slip. Similar oblique-slip sense on faults striking oblique to the extension direction has been interpreted qualitatively in previous analogue models (e.g., Withjack & Jamison, 1986;Tron & Brun, 1991;Corti et al, 2007;Agostini et al, 2009;Corti, 2012;Molnar et al, 2019;Ghosh et al, 2020). Surprisingly, the extension-orthogonal, en échelon internal structures in our oblique extension models are pure strike-slip, differing from the dip-slip (vertical displacement) interpreted in earlier analogue (e.g., Corti, 2008;Agostini et al, 2009;Philippon et al, 2015) and numerical models (e.g., Brune, 2014;Duclaux et al, 2020).…”
Section: Comparison With Previous Analogue and Numerical Modeling Studiessupporting
confidence: 82%
“…Scaled analogue or numerical models allow us to monitor the progressive crustal strain localization process and the development of rifts at high resolution in space and time. Over the past decades a growing number of analogue-(e.g., Withjack & Jamison, 1986;Allemand & Brun, 1991;Tron & Brun, 1991;Dauteuil & Brun, 1993;McClay & White, 1995;Bonini et al, 1997;Keep & McClay, 1997;Basile & Brun, 1999;Brun, 1999;Clifton et al, 2000;Michon & Merle, 2000;Corti et al, 2001;Chemenda et al, 2002;McClay et al, 2002;Bellahsen et al, 2003;Corti et al, 2003;Bellahsen & Daniel, 2005;Michon & Sokoutis, 2005;Sokoutis et al, 2007;Agostini et al, 2009;Autin et al, 2010;Henza et al, 2010;Aanyu & Koehn, 2011;Agostini et al, 2011;Autin et al, 2013;Chattopadhyay & Chakra, 2013;Tong et al, 2014;Bonini et al, 2015;Philippon et al, 2015;Zwaan et al, 2016;Zwaan & Schreurs, 2017;Molnar et al, 2019;Sani et al, 2019;Zwaan et al, 2019;Ghosh et al, 2020;Maestrelli et al, 2020;Molnar et al, 2020) and numerical-(e.g., Van Wijk, 2005;…”
Section: Insert Figurementioning
confidence: 99%
“…This natural cohesion value of 12 MPa is slightly lower than cohesions measured in rock deformation labs (e.g. Handin, 1969;Jaeger and Cook, 1976;Twiss and Moore, 1992) but is acceptable, since in nature, the lithosphere is generally weakened by several phases of deformation. When assessing viscous materials, the Ramberg number R m applies (Weijermars and Schmeling, 1986): R m = gravitational stress / viscous strength = (ρ × g × h 2 )/(η × v).…”
Section: Scalingmentioning
confidence: 61%
“…Many natural rift systems have been impacted by the reactivation of older shear zones, including the NE Brazilian margin (Kirkpatrick et al., 2013), offshore southern Norway (Phillips et al., 2016), the East African Rift System (Daly et al., 1989; Heilman et al., 2019), and the Australian Southern Margin (Gibson et al., 2013; Miller et al., 2002). At the scale of individual rift basins, reactivation of basement structures—including discrete faults (Bellahsen & Daniel, 2005; Bonini et al., 2015; Deng et al., 2017, 2018) and mechanically weak layers that make up a pervasive fabric (Chattopadhyay & Chakra, 2013; Ghosh et al., 2020)—during rifting can also influence the orientation, length, and kinematics of faults in the overlying sedimentary cover.…”
Section: Introductionmentioning
confidence: 99%