Water Physics: Capillarity and Wetting (M1 SOAC, Université Lyon 1)

Lecture notes.

Nonlinear physics (M2 SDM ENS Lyon)

1. Traffic model and the Burgers equation (solution).
2. Blood pressure waves (solution).
3. Modulational instability with the Nonlinear Schrödinger Equation (solution).
4. Rayleigh-Bénard instability (solution).
5. Localized buckling of a compressed sheet at a liquid interface (solution).
6. Collapse of domains in one and two dimensions (solution).

Advanced Statistical Physics (M2 SDM ENS Lyon)

Notes of the lecture with Alexis Poncet.

Former

Key Concepts in Statistical Physics (ESPCI 3^rd year)

• Notes.
• Python Notebook on transition rate theory.

Soft Matter (M2 ICFP)

1. Stress tensor from microscopic configurations (solution).
2. Thermal Casimir effect (solution).
3. Einstein viscosity (solution).
4. Shear-thickening of dense suspensions (solution).
5. Elasto-plastic models (solution, presentation and Jupyter notebook for the solution of the Hébraud-Lequeux model).
6. Microrheology (solution).
7. Diffusio-osmosis (solution).
8. Isotropic-nematic transition (solution).
9. Single polymer chain (solution).
10. Elasticity of a polymer gel (solution).
11. Viscosity of a suspension of swimmers (solution).

Advanced mechanics (M2 ENS Lyon)

Notes.

Mechanics of plates and shells (ICTS School)

Lecture notes.