Mathematics – Logic
Scientific paper
Sep 2005
adsabs.harvard.edu/cgi-bin/nph-data_query?bibcode=2005e%26psl.237..781k&link_type=abstract
Earth and Planetary Science Letters, Volume 237, Issue 3-4, p. 781-797.
Mathematics
Logic
62
Scientific paper
Several hypotheses have been proposed to explain trench-parallel shear wave splitting in the mantle wedge of subduction zones. These include 3-D flow effects, parallel melt filled cracks, and B-type olivine fabric. We predict the distribution of B-type and other fabrics with high-resolution thermal and stress models of subduction zones. A composite viscous rheology is used that incorporates wet diffusion creep, wet dislocation creep, and a stress-limiting approximated Peierls creep law. Rheological parameters for dislocation and diffusion creep are based on deformation experiments. The effects of variable viscous coupling between the slab and mantle are explored using kinematic boundary conditions that change along the top of the slab. Two end-member models are observed, which depend on the depth of partial viscous coupling between the slab and mantle: (1) deep partial coupling which gives rise to cold, high-stress conditions in the forearc mantle and high-temperature, low-stress conditions in the arc and back-arc mantle (2) full viscous coupling at the base of a 40 km conducting lid which is characterized by high temperature and low stress. The case with deep partial coupling, which produces a better match with attenuation tomography and heat flow, shows a large region with suitable conditions for B-type fabric in the forearc mantle and a rapid transition toward the back-arc to conditions that are more suitable for A-, C-, or E-type fabrics. Full viscous coupling gives rise to high-temperature, low-stress conditions unsuitable for B-type fabric. Our modeling predicts that the best candidates for regions with B-type fabric are the forearc mantle and a cold 10 15 km layer above the slab.
Karato Shun-Ichiro
Kneller Erik A.
Park Jeffrey
van Keken Peter E.
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