This is a Preprint and has not been peer reviewed. The published version of this Preprint is available: https://doi.org/10.1029/2022JB025341. This is version 1 of this Preprint.
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Abstract
Studies of host rock deformation around magmatic intrusions usually focus on the development of stresses directly related to the intrusion process. This is done either by considering an inflating region that represents the intruding body, or by considering multiphase deformation. Thermal processes, especially volume changes caused by thermal expansion are typically ignored. We show that thermal stresses around upper crustal magma bodies are likely to be significant and sufficient to create an extensive fracture network around the magma body by brittle yielding. At the same time, cooling induces decompression within the intrusion, which can promote the appearance of a volatile phase. Volatile phases and the development of a fracture network around the inclusion may thus be the processes that control magmatic-hydrothermal alteration around intrusions. This suggests that thermal stresses likely play an important role in the development of magmatic systems. To quantify the magnitude of thermal stresses around cooling intrusions, we present a fully compressible 2D visco-elasto-plastic thermo-mechanical numerical model. We utilize a finite difference staggered grid discretization and a graphics processing unit based pseudo-transient solver. First, we present purely thermo-elastic solutions, then we include the effects of viscous relaxation and plastic yielding. The dominant deformation mechanism in our models is determined in a self-consistent manner, by taking into account stress, pressure, and temperature conditions. Using experimentally determined flow laws, the resulting thermal stresses can be comparable to or even exceed the confining pressure. This suggests that thermal stresses alone could result in the development of a fracture network around magmatic bodies.
DOI
https://doi.org/10.31223/X5C37H
Subjects
Earth Sciences, Physical Sciences and Mathematics
Keywords
Dates
Published: 2023-05-31 01:12
Last Updated: 2023-05-31 08:12
License
CC BY Attribution 4.0 International
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Data Availability (Reason not available):
We have developed a julia code to solve the governing equations. The full source code to reproduce the refer-ence simulation (Figure 7) is available under https://zenodo.org/record/6958273 (https://doi.org/10.5281/zenodo.6958273). The other simulations can be reproduced by modifying the reference case with the parameters described in the manuscript.
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