DCMIP-2012 Visitors

DYNAMICO

Institution: Institut Pierre Simon Laplace, Paris, France

Model Metadata

Description:

• hydrostatic, shallow-atmosphere

• icosahedral, hexagonal, C-grid, structured

• pressure-based hybrid terrain-following eta  coordinate

• Lorentz vertical staggering

• mass- and enstrophy-conserving finite differences based on the vector-invariant form (Sadourny, 1975 ; Ringler et al., 2010)

• explicit 4-th order dissipation

• Eulerian positive definite, slope-limited transport (Dubey et al., submitted)

Test Case Results

Pure Advection

Impact of orography on a non-rotating steady-state at rest: Hydrostatic scales

Rotating planet: From hydrostatic to non-hydrostatic scales

Simple planet: From hydrostatic to non-hydrostatic scales

Simple moist interactions

Complex moist interactions

 



Typical horizontal resolutions, physics and dynamics time steps, and dissipation coefficients:

Please replace the text below with the model-specific information. The text just serves as a guide. If the model uses an acronym to denote its typical horizontal resolution (e.g. ni48) please identify it in column 1 in the Table below. It will be especially helpful to list resolutions that approximate a grid spacing of 2 deg, 1.5 deg. 1 deg, 0.5 deg and 0.25 deg. These correspond to equatorial grid spacings of about 220 km, 165 km, 110 km, 55 km and 28 km, respectively, and represent the horizontal grid spacings recommended for the test cases.

Please list all resolution-dependent dissipation coefficients that are typically utilized at these resolutions (e.g. 4th-order diffusion coefficient, 2nd-order diffusion coefficient, divergence damping coefficient, ...)

If the dissipation method and its potential coefficent does not depend on the resolution (e.g. coefficient for a temporal Robert-Asselin filter in case of a leapfrog scheme, order of Shapiro filter, polar FFT filter, etc. ) please list the mechanism and its coefficient (if applicable) in the text here.

Resolution
(insert acronym here)
# of horizontal
grid points
Grid spacing at
the equator (km)
Dynamics
time step (s)
Physics
time step (s)
List of all dissipation coefficients
(with physical units)
           
           
           

 



Information on the computational grid:

please insert figure of the grid, short description / keywords (e.g. icosahedral triangular grid, optimized via spring dynamics)



References:


Members of this modeling group during DCMIP-2012 and room location:

 

Room: to be determined


Name Institution Role
Thomas Dubos
EP, LMD/IPSL
Mentor
Yann Merdesoif
CEA, LSCE/IPSL
Mentor
Hsiang-He Lee
UC Davis Participant
Maximo Menchaca
U. Washington
Participant
Last Update: Aug. 10, 2012, 1:02 p.m. by Thomas Dubos



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