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Contents
Contents
List of Figures
List of Tables
Introduction
Presentation of the Numerical Methods
The Time Discretization
Finite Difference Models
Introduction
The Three Staggerings Used
Finite Element Models
Introduction
The Galerkin Formulation
The Different Finite Element Models Tested
The Discontinuous Spectral Element Method
Introduction
The Model Formulation
Adaptive Mesh Refinement
Curved Spectral Element Method
Summary
Testing the Different Numerical Methods
Gravity Waves in a Square Domain
The Wind-driven Circulation in a Circular Domain
Conservative Properties of the Different Numerical Formulations for a Nonlinear Problem
The Munk Problem in a Square Domain
Conclusions
Finite Difference Methods in Rotated Basins
Introduction
Vorticity Budgets in a C-grid SW Model
The General Form of the Discretized Vorticity Budget
Numerical Formulations
Results
Vorticity Budgets in SW B-grid Models
The Quasi-Geostrophic Model
Discretization
Results
Discussion and Conclusion
Single Gyre Circulation in Irregular Domains
Review of the Single Gyre Problem with Free-Slip Boundary Conditions
Model Selection and Experimental Design
Results
General Results for all Geometries
Role of the Transients for Geometry V at High Reynolds Number
Scale Analysis and Discussion
Adaptivity
Conclusions
Conclusions
an A-grid energy conserving formulation
Model vorticity budget on a B-grid
Bibliography
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Frederic Dupont
2001-09-11