THOR: an open-source exo-GCM
THOR: an open-source exo-GCM
In this talk, I will present THOR, the first fully conservative, GPU-accelerated exo-GCM (general circulation model) on a nearly uniform, global grid that treats shocks and is non-hydrostatic. THOR will be freely available to the community as a standard tool.Unlike most GCMs THOR solves the full, non-hydrostatic Euler equations instead of the primitive equations. The equations are solved on a global three-dimensional icosahedral grid by a second order Finite Volume Method (FVM). Icosahedral grids are nearly uniform refinements of an icosahedron. We've implemented three different versions of this grid. FVM conserves the prognostic variables (density, momentum and energy) exactly and doesn't require a diffusion term (artificial viscosity) in the Euler equations to stabilize our solver. Historically FVM was designed to treat discontinuities correctly. Hence it excels at resolving shocks, including those present in hot exoplanetary atmospheres.Atmospheres are generally in near hydrostatic equilibrium. We therefore implement a well-balancing technique recently developed at the ETH Zurich. This well-balancing ensures that our FVM maintains hydrostatic equilibrium to machine precision. Better yet, it is able to resolve pressure perturbations from this equilibrium as small as one part in 100'000. It is important to realize that these perturbations are significantly smaller than the truncation error of the same scheme without well-balancing. If during the course of the simulation (due to forcing) the atmosphere becomes non-hydrostatic, our solver continues to function correctly.THOR just passed an important mile stone. We've implemented the explicit part of the solver. The explicit solver is useful to study instabilities or local problems on relatively short time scales. I'll show some nice properties of the explicit THOR. An explicit solver is not appropriate for climate study because the time step is limited by the sound speed. Therefore, we are working on the first fully implicit GCM. By ESS3, I hope to present results for the advection equation.THOR is part of the Exoclimes Simulation Platform (ESP), a set of open-source community codes for simulating and understanding the atmospheres of exoplanets. The ESP also includes tools for radiative transfer and retrieval (HELIOS), an opacity calculator (HELIOS-K), and a chemical kinetics solver (VULCAN). We expect to publicly release an initial version of THOR in 2016 on www.exoclime.org.
...
Grosheintz, Luc
8e9565c4-ad04-49e4-ac42-4113fea6a255
Mendonça, João
cb29fe08-eb94-4fad-8eba-eac1c5de491b
Käppeli, Roger
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Lukas Grimm, Simon
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Mishra, Siddhartha
fcb322dc-2368-4df6-8271-d3f6002e92c8
Heng, Kevin
11e4460d-9575-412c-b350-53e2ef459056
December 2015
Grosheintz, Luc
8e9565c4-ad04-49e4-ac42-4113fea6a255
Mendonça, João
cb29fe08-eb94-4fad-8eba-eac1c5de491b
Käppeli, Roger
f06a6451-c861-4d39-8dad-6b63029aa820
Lukas Grimm, Simon
6f721a61-b052-4f15-84a1-95b17d773d9c
Mishra, Siddhartha
fcb322dc-2368-4df6-8271-d3f6002e92c8
Heng, Kevin
11e4460d-9575-412c-b350-53e2ef459056
Grosheintz, Luc, Mendonça, João, Käppeli, Roger, Lukas Grimm, Simon, Mishra, Siddhartha and Heng, Kevin
(2015)
THOR: an open-source exo-GCM.
American Astronomical Society, ESS meeting #3.
01 Jan 2015.
Record type:
Conference or Workshop Item
(Other)
Abstract
In this talk, I will present THOR, the first fully conservative, GPU-accelerated exo-GCM (general circulation model) on a nearly uniform, global grid that treats shocks and is non-hydrostatic. THOR will be freely available to the community as a standard tool.Unlike most GCMs THOR solves the full, non-hydrostatic Euler equations instead of the primitive equations. The equations are solved on a global three-dimensional icosahedral grid by a second order Finite Volume Method (FVM). Icosahedral grids are nearly uniform refinements of an icosahedron. We've implemented three different versions of this grid. FVM conserves the prognostic variables (density, momentum and energy) exactly and doesn't require a diffusion term (artificial viscosity) in the Euler equations to stabilize our solver. Historically FVM was designed to treat discontinuities correctly. Hence it excels at resolving shocks, including those present in hot exoplanetary atmospheres.Atmospheres are generally in near hydrostatic equilibrium. We therefore implement a well-balancing technique recently developed at the ETH Zurich. This well-balancing ensures that our FVM maintains hydrostatic equilibrium to machine precision. Better yet, it is able to resolve pressure perturbations from this equilibrium as small as one part in 100'000. It is important to realize that these perturbations are significantly smaller than the truncation error of the same scheme without well-balancing. If during the course of the simulation (due to forcing) the atmosphere becomes non-hydrostatic, our solver continues to function correctly.THOR just passed an important mile stone. We've implemented the explicit part of the solver. The explicit solver is useful to study instabilities or local problems on relatively short time scales. I'll show some nice properties of the explicit THOR. An explicit solver is not appropriate for climate study because the time step is limited by the sound speed. Therefore, we are working on the first fully implicit GCM. By ESS3, I hope to present results for the advection equation.THOR is part of the Exoclimes Simulation Platform (ESP), a set of open-source community codes for simulating and understanding the atmospheres of exoplanets. The ESP also includes tools for radiative transfer and retrieval (HELIOS), an opacity calculator (HELIOS-K), and a chemical kinetics solver (VULCAN). We expect to publicly release an initial version of THOR in 2016 on www.exoclime.org.
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Published date: December 2015
Venue - Dates:
American Astronomical Society, ESS meeting #3, 2015-01-01 - 2015-01-01
Identifiers
Local EPrints ID: 496784
URI: http://eprints.soton.ac.uk/id/eprint/496784
PURE UUID: 09794d7c-b56b-457c-a4ad-2c360265537e
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Date deposited: 08 Jan 2025 05:26
Last modified: 10 Jan 2025 03:21
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Contributors
Author:
Luc Grosheintz
Author:
João Mendonça
Author:
Roger Käppeli
Author:
Simon Lukas Grimm
Author:
Siddhartha Mishra
Author:
Kevin Heng
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