2014
DOI: 10.1002/2013jb010799
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The Alps 2: Controls on crustal subduction and (ultra)high‐pressure rock exhumation in Alpine‐type orogens

Abstract: Building on our previous results, we use 2-D upper mantle-scale thermomechanical numerical models to explore key controls on the evolution of Alpine-type orogens and the Alps per se, focusing on (ultra)high-pressure ((U)HP) metamorphic rocks. The models show that UHP rocks form and exhume by burial and subsequent buoyant ascent of continental crust in the subduction conduit. Here we test the sensitivity of the models to surface erosion rate, crustal heat production, plate convergence/divergence rates, geometry… Show more

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Cited by 36 publications
(51 citation statements)
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“…A5) are derived from a small set of reliable laboratory flow laws scaled by the factor f to represent materials that are somewhat more or less viscous than the refwww.gsapubs.org | Volume 7 | Number 4 | LITHOSPHERE erence flow law (Butler et al, 2014;Appendix A2). The effective viscosities (Eq.…”
Section: Methodsmentioning
confidence: 99%
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“…A5) are derived from a small set of reliable laboratory flow laws scaled by the factor f to represent materials that are somewhat more or less viscous than the refwww.gsapubs.org | Volume 7 | Number 4 | LITHOSPHERE erence flow law (Butler et al, 2014;Appendix A2). The effective viscosities (Eq.…”
Section: Methodsmentioning
confidence: 99%
“…The effective viscosities (Eq. A5) are also linearly scaled between 1 and 1/W s over the strain range ε = 5-10 (Appendix A3; see also Butler et al, 2014) to represent strain weakening. For the sediments, we use scaled wet quartzite (WQ; Gleason and Tullis, 1995), WQ × f, where f = 1 and W s = 10.…”
Section: Methodsmentioning
confidence: 99%
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“…However, the hydrothermal circulation does not have a significant impact on the depth of dehydration reactions at shallow depths (Rosas et al 2016). Because the lithostatic pressure is much greater than the dynamic pressure (Babeyko & Sobolev 2008;Burov & Yamato 2008;Butler et al 2014;Gerya 2015), it has been neglected; thus, the depth scaled by the density is used here to define the progressive hydration of the mantle wedge. Then, the stability field of serpentine is calculated for each element by using the following two equations (Roda et al 2010 and references therein): .…”
Section: A2 Hydration and Serpentinization Within The Wedge Areamentioning
confidence: 99%