Figure: Global heat flow data compared to (a) Similarity (b) and Kriging (c) interpolations for near Japan. Volcanoes (white triangles) defined by Syracuse & Abers (2006). Global heat flow data from the International Heat Flow Commission 2024 release (Global Heat Flow Data Assessment Group, 2024). Similarity interpolation from Lucazeau (2019). Plate boundaries (thick white lines) defined by Lawver et al. (2018). Transect is from Submap Lallemand & Heuret (2017).
This work investigates the spatial continuity of surface heat flow near subduction zones. We compared two different interpolations methods, Similarity and Kriging to the 2024 release of the Global Heat Flow Database (Global Heat Flow Data Assessment Group, 2024). Interpolations show that surface heat flow is complex and often discontinuous along strike near subduction zones, thus implying that the deep thermal structure and/or near-surface modifications are also discontinuous.
This repository provides all materials for the manuscript A Comparison of Heat Flow Interpolations Near Subduction Zones (Kerswell & Kohn 2024; in prep).
This repository includes:
- All datasets required to compile the study
- R scripts to reproduce all results and figures
- A Makefile to run the study
- A manuscript written in Rmarkdown
This repository is self-contained but requires the following software (all open-source).
This study is written in R. Follow the instructions at R's homepage to download and install the latest release of R on your machine.
Geographic operations require the geographic libraries gdal, geos, and proj. On a Mac, the easiest way to get gdal, geos, and proj is to use Homebrew. Follow the instructions at Hombrew's homepage to download and install Homebrew on your machine.
Once Homebrew is installed, the following will install the latest gdal, geos, and proj libraries together:
brew install pkg-config
brew install gdal
The trickiest R package to install is sf, since it needs to be compiled from source and depends on gdal, geos, and proj. Installation instructions for mac are found here. For all other systems please see sf's webpage.
# Clone this repository
git clone https://github.com/buchanankerswell/kerswell_kohn_backarc.git
# Change into the directory
cd kerswell_kohn_backarc
# Use Makefile to compile
make
This will check for required R packages and try to install missing packages automatically.
If all packages are found and available it will proceed to run the study with some initial prompts from the user. The study takes 10+ hours to run on my MacBook Pro (M2 16GB, 2022) with 8 cores computing in parallel.
- Matthew Kohn (Boise State University)
We thank the Global Heat Flow Data Assessment Group for their tremendous efforts assessing the Global Heat Flow Database and providing it as open-access. We also thank the authors who freely provided other geospatial datasets, including volcanoes (Syracuse & Abers, 2006), plate boundaries (Lawver et al., 2018), interpolations (Lucazeau, 2019), and transects (Lallemand & Heuret, 2017). This work was supported by the National Science Foundation grant OISE 1545903 to M. Kohn, S. Penniston-Dorland, and M. Feineman.
All data, code, and relevant information for reproducing this work can be found at https://github.com/buchanankerswell/kerswell_et_al_backarc, and at https://doi.org/10.17605/OSF.IO/CA6ZU, the official Open Science Framework data repository (Kerswell et al., 2023). All code is MIT Licensed and free for use and distribution (see license details).
The magnitude and spatial extent of heat fluxing through the Earth's surface depend on the integrated thermal state of Earth's lithosphere (conductive heat loss) plus heat generation (e.g. from seismic cycles and radioactive decay) and heat transfer via advection (e.g. by fluids, melts, and plate motions). Surface heat flow observations are thus critically important for understanding the thermo-mechanical evolution of subduction zones. Yet evaluating regional surface heat flow patterns across tectonic features remains difficult due to sparse observations irregularly-spaced at distances from 10
MIT License
Copyright (c) 2021 Buchanan Kerswell
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