Thermal modeling of subduction zones with prescribed and evolving 2D and 3D slab geometries
Nathan Sime, Cian R. Wilson, Peter E. van Keken

TL;DR
This paper presents a numerical method to model the thermal evolution of subduction zones with changing geometries over time, using finite element analysis to improve understanding of arc volcanism and seismicity.
Contribution
It introduces a novel approach employing time-dependent Bézier spline deformation within a finite element framework to simulate evolving slab geometries in 2D and 3D.
Findings
The model accurately predicts temperature and pressure fields in evolving subduction zones.
Comparison between 2D and 3D models shows consistent thermal structures.
The approach enhances understanding of flat slab formation and evolution.
Abstract
The determination of the temperature in and above the slab in subduction zones, using models where the top of the slab is precisely known, is important to test hypotheses regarding the causes of arc volcanism and intermediate-depth seismicity. While 2D and 3D models can predict the thermal structure with high precision for fixed slab geometries, a number of regions are characterized by relatively large geometrical changes. Examples include the flat slab segments in South America that evolved from more steeply dipping geometries to the present day flat slab geometry. We devise, implement, and test a numerical approach to model the thermal evolution of a subduction zone with prescribed changes in slab geometry over time. Our numerical model approximates the subduction zone geometry by employing time dependent deformation of a B\'ezier spline which is used as the slab interface in a finite…
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Taxonomy
TopicsHigh-pressure geophysics and materials · Geological and Geochemical Analysis · earthquake and tectonic studies
