- Introduction
- Numerical discretization of linear elliptic differential equations and numerical solution of linear
systems - Numerical discretisation of ordinary differential equations
- Numerical discretization of linear partial differential equations
- Numerical discretization of the linear switching-diffusion equation
- Numerical discretization of the nonlinear Burgers equation
- Numerical discretization of Navier-Stokes incompressible flow equations by the finite difference method
- Numerical discretization of Navier-Stokes incompressible flow equations by the finite volume method
- Turbulence modelling
COMPUTATIONAL FLUID DYNAMICS
| Semester | Winter |
|---|---|
| eclass | https://eclass.upatras.gr/courses/CIV1667/ |
| Instructor | ANGELOS DEMAKOPOULOS, DIMAS ANATHANASIOS |
| Language of instruction | Greek |
| Credits ECTS | 5 |
| Erasmus+ | NO |
| Code | GPOL_C_1630 9 |
Intended learning outcomes:
1. Principles of numerical discretization methods.
2. Fundamentals of computational fluid dynamics code structure.
Knowledge and skills:
1. Stability evaluation of explicit and irrational numerical schemes.
2. Ability to select and apply numerical solution methods for fluid mechanics problems.
