# Schedule

The course schedule can be found here. **Note**: The schedule is subject to change. Check back for changes and updates.

## Completed Lectures

**[02.08] - Lecture 1**: Introduction. Course overview. Mathematical basics. [**Section 1** of online notes].

**[02.13] - Lecture 2**: Cancelled (MIT snow day).

**[02.15] - Lecture 2 catch up**: Dimensional analysis. Dimensionless groups. [**Sections 2 and 3** of online notes]. **Lecture 3**: Kepler's laws of plentary motion. Hamiltonian dynamics of many-body systems [**Section 4** of online notes].

**[02.21] - Lecture 4**: Random walkers. Diffusion. [**Section 5** of online notes].

**[02.22] - Lecture 5**: Solving the diffusion equation. Fourier method [**Section 6** of online notes].

**[02.27] - Lecture 6**: Solving the diffusion equation. Green's function method [**Section 6** of online notes].

**[03.01] - Lecture 7**: Linear stability analysis. Pattern formation [**Section 7** of online notes].

**[03.05] - Lecture 8**: Calculus of variations. Euler-Lagrange equations. [**Section 8** of online notes].

**[03.08] - Lecture 9**: Surface tension [**Section 9** of online notes].

**[03.13] - Lecture 10**: Elasticity [**Section 11** of online notes].

**[03.15] - Lecture 11**: Elasticity (examples) [**Section 11** of online notes].

**[03.20] - Lecture 12**: Towards hydrodynamics [**Section 12** of online notes].

**[03.22] - Lecture 13**: Navier-Stokes equations I [**Section 12** of online notes].

**[04.03] - Lecture 14**: Low Reynolds number flow [**Section 14** of online notes].

**[04.05] - Lecture 15**: Navier-Stokes equations II [**Section 14** of online notes].

**[04.10] - Lecture 16**: Singular perturbations [**Section 16** of online notes].

**[04.12] - Lecture 17**: Towards airplane flight [**Section 17/18** of online notes].

**[04.19] - Lecture 18**: Two-dimensional hydrodynamics and conformal maps[**Section 19** of online notes].

## Upcoming Lectures

**[04.24] - Lecture 19**: Classical aerofoil theory [**Section 20** of online notes].