Organisers:JCR Hunt (UK Meteorological Office), ME McIntyre (Cambridge), J Norbury (Oxford), I Roulstone (UK Meteorological Office)
The Numerical Mathematics Of Weather Dynamics
23 - 27 September 1996
Monday 23 September
- 11:00 MJ Cullen (UKMO)
- The use of dynamical knowledge in designing an operational weather forecasting/climate model or what can dynamical systems theory do for operational numerical weather forecasting
?
- 14:00 E Titi (UC, Irvine)
- Postprocessing the Galerkin method: a novel approach to approximate inertial manifolds
- 15:30 JH Laminie (Orsay)
- Multiscale methods for turbulent flows in the context of finite element discretization
- 16:15 J Purser (General Sciences Corp/NCEP)
- Fast algorithms for semi-geostrophic dynamics
- 17:00 Reception
Tuesday 24 September
- 09:30 A Iserles (Cambridge)
- Numerical methods on (and off) manifolds
- 11:00 B Leimkuhler (Kansas)
- Fast geometric integrators with applications
- 14:00 R McLachlan (Massey)
- Symmetries and the Arakawa Jacobian
- 15:30 M Umeki (Tokyo)
- Homoclinic solutions and numerical periodicity in nonlinear waves
- 16:15
- TBC
Wednesday 25 September
- Specialist discussion groups
Thursday 26 September
- 09:30 M Baines (Reading)
- Adaptive grid movement algorithms by direct minimisation
- 11:00 CJ Budd (Bath)
- Scale invariance of PDE's and mesh adaption
- 11:45 D Dritschel (Cambridge)
- A new numerical scheme for shallow water
- 14:00 C Temperton (ECMWF)
- Numerical developments of the global model at ECMWF
- 15:30 E Neven (Cambridge)
- Potential vorticity inversion in a hemisphere
- 16:15 M Tolstykh (Russian Academy of Sciences)
- Global semi-Lagrangian atmospheric model based on compact finite-differences
- 19:00 for 19:30 Conference dinner: Corpus Christi College
Friday 27 September
- 09:30 A Staniforth (RPN Environment Canada)
- Designing an efficient and flexible global atmospheric model
- 11:00 Y Li (GSFC/NASA)
- A potential vorticity approach of global modelling of the atmosphere and data assimilation
- 14:00 Y Ma (Bonn)
- Time discretization inertial manifolds for evolution with self-adjoint main operators
- 14:45
- TBC
- 16:00 E Suli (Oxford)
- Stability, accuracy and adaptivity for hyperbolic problems