Subject: EarthArXiv|Physical Sciences and Mathematics|Earth Sciences | EarthArXiv|Physical Sciences and Mathematics|Earth Sciences|Tectonics and Structure | bepress|Physical Sciences and Mathematics|Earth Sciences | bepress|Physical Sciences and Mathematics|Earth Sciences|Tectonics and Structure | EarthArXiv|Physical Sciences and Mathematics | bepress|Physical Sciences and Mathematics
We employ work optimization to predict the geometry of frontal thrusts at two stages of an evolving physical accretion experiment. Faults that produce the largest gains in efficiency, or change in external work per new fault area, ΔWext/ΔA, are considered most likely to... View more
Baba, T., T. Hori, S. Hirano, P.R. Cummins, J.O. Park, M. Kameyama, and Y. Kaneda (2001), Deformation of a seamount subducting beneath an accretionary prism: constraints from numerical simulation, J. Geophys. Res., 28(9), 1827-1830.
Bangs, N.L., T.H. Shipley, S.P. Gulick, G.F. Moore, S. Kuromoto, and Y. Nakamura (2004), Evolution of the Nankai Trough décollement from the trench into the seismogenic zone: Inferences from three-dimensional seismic reflection imaging, Geology, 32(4), 273-276.
Barnes, P.M., B. Davy, R. Sutherland, and J. Delteil (2002), Frontal accretion and thrust wedge evolution under very oblique plate convergence: Fiordland Basin, New Zealand, Basin Res., 14(4), 439-466.
Bernard, S., J.-P. Avouac, S. Dominguez, and M. Simoes (2007), Kinematics of fault-related folding derived from a sandbox experiment, J. Geophys. Res., 112, B03S12, doi: 10.1029/2005JB004149.
Bigi, S., L. Di Paolo, L. Vadacca, and G. Gambardella (2010), Load and unload as interference factors on cyclical behavior and kinematics of Coulomb wedges: insights from sandbox experiments, J. Struct. Geol., 32(1), 28-44.
Buiter, S.J. (2012), A review of brittle compressional wedge models, Tectonophysics, 530, 1-17.
Bray, C. J., & D. Karig, (1985). Porosity of sediments in accretionary prisms and some implications for dewatering processes. Journal of Geophysical Research: Solid Earth, 90(B1), 768-778.
Burbidge, D.R., and J. Braun, (2002), Numerical models of the evolution of accretionary wedges and fold-and-thrust belts using the distinct-element method, Geophys. J. Int., 148, 542- Chester, J.S., F.M. Chester, and A.K. Kronenberg (2005), Fracture surface energy of the Punchbowl fault, San Andreas system. Nature, 437(7055), 133-136.
Cooke, M.L., and E. H. Madden (2014), Is the Earth lazy? A review of work minimization in fault evolution, J. Struct. Geol., 66, 334-346, doi:10.1016/j.jsg. 2014.05.004.
Cooke, M.L., and S. Murphy (2004), Assessing the work budget and efficiency of fault systems using mechanical models. J. Geophys. Res: Solid Earth, 109(B10).