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Monday 15th
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Tuesday 16th
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Wedndesday 17th
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Thursday 18th
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Friday 19th
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7.30
8.30
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Breakfast
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Breakfast
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Breakfast
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Breakfast
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Breakfast
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8.45
9.45
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2. S. Malardel
Atmospheric waves (1)
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3. S. Malardel
Instability of an air parcel and large scale instabilities (1)
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5. G. Radnoti
Coupling (1)
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6. G. Radnoti
Finite difference and Galerkin methods (1)
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10.00
11.00
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2. S. Malardel
Atmospheric waves (2)
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3. S. Malardel
Instability of an air parcel and large scale instabilities (2)
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5. G. Radnoti
Coupling (2)
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6. G. Radnoti
Finite difference and Galerkin methods (2)
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11.15
12.15
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4. M. Zagar
Geometry and spectral representation of the fields (1)
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3.3. S. Malardel
Instability of an air parcel and large scale instabilities (3)
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13. R. Bubnova
Vertical discretization: examples of Simmons-Burridge and Arakawa-Suarez schemes
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12. M. Zagar
Question: when and how does the adaptation successfully replace the evolution (1)
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12.30
13.30
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Lunch
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Lunch
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Lunch
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Lunch
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Lunch
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13.30
14.30
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Welcome (I. Obrusnik)
ALATNET presentation (J.-F. Geleyn)
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Tutorial*
G. Radnoti & J.-F. Geleyn
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Tutorial*
G. Radnoti & J.-F. Geleyn
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Tutorial*
M. Zagar & P. Bénard
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Perspectives in NWP
J.-F. Geleyn (1)
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14.45
15.45
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1. S. Malardel
General conservation laws (1)
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Tutorial*
G. Radnoti & J.-F. Geleyn
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Tutorial*
G. Radnoti & J.-F. Geleyn
|
Tutorial*
M. Zagar & P. Bénard
|
Perspectives in NWP
J.-F. Geleyn (2)
|
|
16.00
17.00
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1. S. Malardel
General conservation laws (2)
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SCANIA
J.-F. Geleyn
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Tutorial*
G. Radnoti & J.-F. Geleyn
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Tutorial*
M. Zagar & P. Bénard
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CYCORA
J.-F. Geleyn
|
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17.15
18.15
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1. S. Malardel
Fundamental laws applied to the atmosphere (3)
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4. M. Zagar
Geometry and spectral representation of the fields (2)
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19. J.-F. Geleyn
Concepts of diabatism, irreversibility and cycles; consequences on the methods
for parameterisation (2)
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14. R. Bubnova
Non-hydrostatic models: General Introduction
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12. M. Zagar
Question: when and how does the adaptation successfully replace the evolution (2)
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18.30
19.30
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Dinner
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Dinner
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Dinner
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Dinner
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Dinner
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19.45
20.45
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18. S. Malardel
General circulation, scales, forcings
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7. P. Bénard
The S.I. system in primitive equations
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16. J.-F. Geleyn
Relaxing the thin layer hypohesis; consequences on metric- and Coriolis terms
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15. R. Bubnova
Non-hydrostatic models: ALADIN Non-hydrostatic version (1)
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21.00
22.00
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19. J.-F. Geleyn
Concepts of diabatism, irreversibility and cycles; consequences on the methods
for parameterisation (1)
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8. P. Bénard
Eulerian formulation : stability and properties
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17. P. Bénard
The top and bottom boundary conditions
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15. R. Bubnova
Non-hydrostatic models: ALADIN Non-hydrostatic version (2)
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Monday 22nd
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Tuesday 23rd
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Wedndesday 24th
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Thursday 25th
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Friday 26th
|
|
7.30
8.30
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Breakfast
|
Breakfast
|
Breakfast
|
Breakfast
|
Breakfast
|
|
8.45
9.45
|
28. J.-F. Geleyn
Constraints on the dynamics- physics interface: conservation laws and the
organisation of the model's time step (1)
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29. J.-F. Geleyn
Intrinsic stability problems of parameterisation algorithms (1)
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26. J.-F. Geleyn
Parameterisation of momentum fluxes due to orographic effects
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27. E. Bazile
Surface parametrization (1)
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21. J.-F. Geleyn
Parameterisation of radiative fluxes (2)
|
|
10.00
11.00
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28. J.-F. Geleyn
Constraints on the dynamics-p hysics interface: conservation laws and the
organisation of the model's time step (2)
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10. I. Gospodinov
2 Time-Level semi-Lagrangian (1)
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32. L. Berre
Multivariate methods
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27. E. Bazile
Surface parametrization (2)
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31. E. Bazile
surface boundary condition
|
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11.15
12.15
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30. P. Bénard
An example of hybrid problem : "fibrillation"
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10. I. Gospodinov
2 Time-Level semi-Lagrangian (2)
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24. L. Gérard
Phase changes and diagnostic microphysics (1)
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33. L. Berre
Adjoint physics
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34.
Debriefing
|
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12.30
13.30
|
Lunch
|
Lunch
|
Lunch
|
Lunch
|
Lunch
|
|
13.30
14.30
|
Tutorial*
I. Gospodinov & R. Bubnova
|
Tutorial*
J.-F. Geleyn & R. Bubnova
|
Tutorial*
E. Bazile & J.-F. Geleyn
|
Tutorial*
E. Bazile & J.-F. Geleyn
|
|
|
14.45
15.45
|
Tutorial*
I. Gospodinov & R. Bubnova
|
Tutorial*
J.-F. Geleyn & R. Bubnova
|
IFS, ARPEGE, ALADIN
J.-F. Geleyn
|
Tutorial*
E. Bazile & J.-F. Geleyn
|
|
|
16.00
17.00
|
9. I. Gospodinov
3 Time-Level semi-Lagrangian (1)
|
22. L. Gérard
Turbulent fluxes and PBL parameterization (1)
|
Horizontal diffusion
F. Vana
|
Tutorial*
E. Bazile & J.-F. Geleyn
|
|
|
17.15
18.15
|
9. I. Gospodinov
3 Time-Level semi-Lagrangian (2)
|
22. L. Gérard
Turbulent fluxes and PBL parameterization (2)
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24. L. Gérard
Phase changes and diagnostic microphysics (2)
|
25. L. Gérard
Convection (1)
|
|
|
18.30
19.30
|
Dinner
|
Dinner
|
Dinner
|
Dinner
|
|
|
19.45
20.45
|
11. P. Bénard
The S.I.S.L. orographic problem and some solutions (1)
|
29. J.-F. Geleyn
Intrinsic stability problems of parameterisation algorithms (2)
|
20. E. Bazile
Validation technique for parameterization (1)
|
25. L. Gérard
Convection (2)
|
|
|
21.00
22.00
|
11. P. Bénard
The S.I.S.L. orographic problem and some solutions (2)
|
23. J.-F. Geleyn
Problems with transient and non-homogeneous turbulence; the prognostic and 3D approaches
|
20. E. Bazile
Validation technique for parameterization (2)
|
21. J.-F. Geleyn
Parameterisation of radiative fluxes (1)
|
|