Numerical methods: HOMME plans
The following are the top priorities for
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The next logical step in our efforts to develop a general
circulation model (GCM) is to couple the comprehensive CAM physical
parameterization package to the HOMME spectral element (SE) dynamical
core. Once this is complete, we will validate using generally accepted
test cases (e.g., baroclinic instability, aqua-planet, and AMIP) and
compare the achieved integration rates with existing community climate
models.
A discontinuous Galerkin (DG) spectral element shallow water
model has been implemented within the HOMME framework and is currently
being extended to a conservative formulation of the 3D governing
equations. Once this conservative DG core is complete, we will
leverage the CAM coupling and validation work done with the spectral
element core to build a 3D scalable and conservative GCM.
Semi-implicit/OIFS time integration methods will be investigated
for both the DG- and SE-based GCMs. These time integration methods
require effective and scalable solvers that operate on the cubed sphere
to achieve scientifically useful integration rates. We are investigating
multilevel Schwarz techniques that have been shown to work and scale
well on such problems.
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FY2005 Annual Report |
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