2008
DOI: 10.1130/b26107.1
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Deformation associated with a continental normal fault system, western Grand Canyon, Arizona

Abstract: Reverse-drag folds are often used to infer subsurface fault geometry in extended terrains, yet details of how these folds form in association with slip on normal fault systems are poorly understood. Detailed structural mapping and global positioning system (GPS) surveying of the Frog Fault and Lone Mountain Monocline in the western Grand Canyon demonstrate a systematic relationship between elements of the normal fault system and fold geometry. The Lone Mountain Monocline, which parallels the Frog Fault, is mad… Show more

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Cited by 37 publications
(21 citation statements)
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“…3A and 3B). The coseismic uplift of the north margin occurs above where the low-angle fault tips out, as is also observed in dislocation models for low-angle normal faulting (e.g., Resor, 2008). The horizontal displacement between points 10 km either side of the fault associated with the coseismic response is 0.6-0.65 m of extension per meter of slip on the fault (Fig.…”
Section: Modelmentioning
confidence: 66%
“…3A and 3B). The coseismic uplift of the north margin occurs above where the low-angle fault tips out, as is also observed in dislocation models for low-angle normal faulting (e.g., Resor, 2008). The horizontal displacement between points 10 km either side of the fault associated with the coseismic response is 0.6-0.65 m of extension per meter of slip on the fault (Fig.…”
Section: Modelmentioning
confidence: 66%
“…Linear elasticity theory has enjoyed success over a range of problems, including fault-related folding (Gupta and Scholz, 1998;Resor, 2008), and, more recently, it has been useful in examining fault propagation (Martel and Langley, 2006). Our code has been translated into MATLAB (Martel and Langley, 2006) and modifi ed to accommodate displacement discontinuity (relative displacements across the fault) boundary conditions (Resor and Pollard, 2012).…”
Section: Methodsmentioning
confidence: 99%
“…Reverse-and normal-drag fold geometry is a function of fault geometrical properties (Resor and Pollard, 2012;Resor, 2008;Willsey et al, 2002;Withjack et al, 1990), mechanical properties of the deforming strata (Wilson et al, 2009), mechanical effects due to fault linkage (Crider and Pollard, 1998;Willemse, 1997), and/or slip distribution along the fault (White and Crider, 2006;Grasemann et al, 2005). Furthermore, modeling efforts using a wide range of techniques have found a positive correlation between fault upper tip depth and width of the hangingwall syncline created by blind faulting (e.g., Withjack et al, 1990;Erslev, 1991;Johnson and Johnson, 2002;Willsey et al, 2002).…”
Section: Variation In Fault and Fold Geometry Along Strikementioning
confidence: 99%
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“…hanging wall fold width) reduces the problem to a single 344 parameterized curve. The ratio of footwall to hanging wall folding is also sensitive 345 to fault dip (Resor, 2008) so that a suite of curves must be constructed over a range 346 of surface dips (Fig. 4).…”
Section: A C C E P T E D Accepted Manuscriptmentioning
confidence: 99%