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Institut d'Études Scientifiques | Cargèse
PODCAST  | Scientific Session

2nd Advanced Summer School on Mathematical Fluids Dynamics - 2023

Dans cette catégorie : Electronic States and Phases Induced by Electric or Optical Impacts. IMPACT 2024 | Energy, Information & Evolution in Biology - 2024 | Summer school Structure & Mechanics of Soft Matter Systems: from fundamentals to Foods - 2024 | Complex and glassy systems - 2024 | Passive Imaging and Monitoring in Wave Physics: From Seismology to Ultrasound - 2024 | Southern Ocean and its Central Role for Climate - 2024 | Waves and sea state in the earth system (WISE) - 2024 | Wave propagation and control in complex media - 2024 | Biomedical Imaging School 2023 | GDR-HEA Alliages hautes entropie - 2023 | Quantum many-body systems out of equilibrium - 2023 | International School of Oxide Electronics 2023 (ISOE 2023) | Bridging Classical and Quantum Turbulence - 2023 | Interfreeze : Freezing and Interfaces - 2023 | Wave Localization and Many-Body Localization in Quantum Information - 2022 | Wave propagation and control in complex media - From spatial to temporal degrees of freedom - 2022 | Soft materials: from macromolecular building block\'s to soft matter physics and mechanics of solids - 2022 | Passive imaging and monitoring in wave physics: from seismology to ultrasound - 2022 | Numerical Wildfire 2021 | International School of Oxide Electronics 2021 (ISOE 2021) | Clean and Desordered out of Equilibrium : Interplay Classical and Quantum Dynamics - 2020 | Imaging in wave physics : multi-wave and large sensor network - 2019 | Emergent phenomena in quantum matter - Epiqur2019 |

Introduction to the mathematical description of water waves – Lec.1a

Energy equation and integrals of the motion and two classical problems : one linear and one nonlinear – Lec.1B

Robin Johnson

The solitary wave and Gerstner’s exact solution – Lec.2a

Introduction to parameter asymptotics : ideas and methods – Lec.2b

Robin Johnson

The Korteweg-de Vries (KdV) equation for water waves and related equations – Lec.3a

The KdV equation for variable depth and in a flow with background vorticity – Lec.3b

Robin Jonhson

Asymptotic theory for the appearance of « cat’s eyes » and of critical level – Lec.4a

Edge waves over variable depth – Lec.4b

Robin Jonhson

Periodic water waves in the presence of constant vorticity – lec.5a

The pacific equatorial undercurrent (EUC) and associated waves – Lec.5b

Robin Jonhson

Wave drag and wave thrust phenomena - Graham Behnam

Three-scale singular limits applied to oceanography - Vincent Duchene

Breaking description indepth-averaged models - Maria Kazakova

Waves modeling & observations - Ludivine Oruba

Rigid rotations in 3d-Euler : asymptomatic stability of axisymmetric perturbations - Benoit Pausader

Structure and Scaling of extreme events in hydrodynamic turbulence - Alain Pumir

Elements of topological vortex dynamics - Part I - Renzo Ricca

Helicity & linking numbers - Part. II - Renzo Ricca

Vortex filament motion and torus knots – Part III - Renzo Ricca

Analytical de-singularisation of the Biot-Savart Low – Part IV - Renzo Ricca

Vortex leapfrogging and merging (numerical simulation) – Part V - Renzo Ricca

Water waves and hamiltonian partial differential equations : Lecture 1 - Catherine Sulem

Water waves and hamiltonian partial differential equations : Lecture 2 - Catherine Sulem

Water waves and hamiltonian partial differential equations : Lecture 3 - Catherine Sulem

Water waves and hamiltonian partial differential equations : Lecture 4 - Catherine Sulem

Water waves and hamiltonian partial differential equations : Lecture 5 - Catherine Sulem

Page mise à jour le 03/08/2023 par DOMINIQUE DONZELLA