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Wave Turbulence aims at describing the statistical state of assemblies of large numbers of non-linear waves, in systems such as elastic waves in plates, optical waves, surface water waves, bulk waves in conductive, rotating, and/or stratified fluids. In the weakly nonlinear limit, Wave (or Weak) Turbulence Theory uses classical tools of out of equilibrium statistical physics to predict energy transfers in these systems. A major concern is to understand the underlying assumptions of this theory and what are the main processes that restrict its validity.
This spring school aims a gathering Mathematicians and Physicists for an interdisciplinary meeting. The courses will cover a vast panorama of issues from mathematics, physical theory, experiments and field measurements in Wave Turbulence. Both researchers and students are welcome.
Onde de Rossby thermique
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Chaos, Complexity and Transport( CCT20) and Nonlinear Science and Complexity (NSC20), Marseille, France, 25 Mai 2020
International meeting in the honor of YVES COUDER, Paris, France, 2 Juin 2020
13th CHAOS 2020, Grand Hotel Adriatico, Florence, Italy , 9 Juin 2020
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