| Abstract: |
| The $\beta$-plane equation is a 2D approximation model of the 3D Euler-Coriolis equations for rotating fluid. The
goal of this short talk is to give an overview on these equations and to quickly present a recent
result that studies the dynamics under the effect of a highly oscillating forcing term of substantial large size, therefore not perturbative. Moreover, we will assume the external forcing term to be traveling quasi-periodic in order to resolve a natural degeneracy arising from the rotation of the fluid.
This is a joint work with Roberta Bianchini, Riccardo Montalto and Shulamit Terracina. |
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