NUMERICAL SIMULATIONS OF A 2D QUASI GEOSTROPHIC EQUATION
Résumé
This paper deals with the numerical simulations of the 2D generalized quasi geostrophic equation, where the velocity field is related to the solution µ by a rotation of Riesz transforms. Depending on the parameters of the problem, we present numerical evidences for long time behavior of the solution such as global existence effects or blow up in finite time.
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