2012
DOI: 10.5194/sed-4-919-2012
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Three-dimensional thermal structure of subduction zones: effects of obliquity and curvature

Abstract: Quantifying the precise thermal structure of subduction zones is essential for understanding the nature of metamorphic dehydration reactions, arc volcanism, and intermediate depth seismicity. High resolution two-dimensional (2-D) models have shown that the rheology of the mantle wedge plays a critical role and establishes strong temperature gradients in the slab. The influence of three-dimensional (3-D) subduction zone geometry on thermal structure is however not yet well characterized. A common assumption for… Show more

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Cited by 13 publications
(13 citation statements)
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“…6). These results agree well with previous numerical modeling work (Bengtson and Van Keken, 2012;Morishige and van Keken, 2014;Ji and Yoshioka, 2015;Wada et al, 2015). Our systematic study of the influence of the 10 shape of the trench on the geotherm shows that a larger amplitude in the model (convex of concave) leads to a larger trench parallel flow and consequently a larger difference in the temperature at the plate interface.…”
Section: Implications Of Obliquity In Subduction Systemssupporting
confidence: 81%
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“…6). These results agree well with previous numerical modeling work (Bengtson and Van Keken, 2012;Morishige and van Keken, 2014;Ji and Yoshioka, 2015;Wada et al, 2015). Our systematic study of the influence of the 10 shape of the trench on the geotherm shows that a larger amplitude in the model (convex of concave) leads to a larger trench parallel flow and consequently a larger difference in the temperature at the plate interface.…”
Section: Implications Of Obliquity In Subduction Systemssupporting
confidence: 81%
“…Following our experiments, Φ remains certainly the first order parameter but we demonstrate that the trench parallel mantle flow influences on the temperature at the plate interface and may thus explain along-strike temperature differences in subduction zones. A 2D approach remains viable in systems with small obliquity, as stated in Bengtson and Van Keken (2012), but important variations of geometry should be considered in further studies to reliably represent subduction zone dynamics both for present-day and past systems. …”
Section: Implications Of Obliquity In Subduction Systemsmentioning
confidence: 99%
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“…Geodynamical modeling studies of trench‐parallel flow have invoked along‐strike pressure gradients due to effects such as trench migration [e.g., Conder and Wiens , ], rapid flow around a slab edge facilitated by a non‐Newtonian rheology [e.g., Jadamec and Billen , , ], or complex slab morphology [ Kneller and van Keken , , ]. Oblique subduction may also play a role in transporting material in an along‐strike direction in mantle wedges [e.g., Nakajima et al ., ; Bengtson and van Keken , ] and may result in transpressive deformation in the shallow part of the mantle wedge [e.g., Mehl et al ., ].…”
Section: Conceptual Models For Subduction Zone Anisotropy and Mantle mentioning
confidence: 99%
“…The speed of the slab is the projection of the plate velocity onto the cross section, leading to an effective reduction in plate convergence speed. As is shown in Bengtson and van Keken (2012) this approach of taking cross sections perpendicular to the trench and using the projected velocity component is preferred over the approach where the cross section is taken parallel to convergence velocity. As in Wada and Wang (2009) and Syracuse et al (2010) we assume in general full coupling between slab and wedge at depths below 80 km.…”
Section: Modeling Approachmentioning
confidence: 99%