Course program
- Introduction to numerical simulation and mentions concerning turbulence– 2 h.
- Discretization methods for partial differential equations – 2 h.
- Numerical stability: application to the linear convection and Fourier equation – 2 h.
- Numerical methods for algebraic system solution: Thomas, Jacobi, Gauss-Seidel
– 2h - Direct Numerical Simulation (DNS) – 2 h.
- Large Eddy Simulation (LES) – 2 h.
- Reynolds Averaged Navier Stokes Simulation (RANS) – 2 h.
- RANS models: k-ε, k-ω and Spalart-Allmaras – 2 h.
- Wall turbulence and wall functions for RANS simulations – 2 h.
- Introduction to the hybrid simulation RANS-LES (DES) – 2 h.
- Chorin method for incompressible Navier-Stokes equation solution – 2 h.
- Introduction to OpenFoam (computational fluid dynamics software – 2 h.
- Numerical simulation of turbulent flow on airfoils – 6 h.
Prerequisites
The student needs to know the basic theory of turbulence, the numerical analysis and be able to use the most widespread operative systems.
Books
S.B. Pope Turbulent Flows, IOP Publishing.
Race Car Aerodynamics: Designing for Speed, J Katz, Bentley Publishers 2006
Teaching mode
The class will be both theoretical and applied. The goal is to introduce the use of OpenFOAM for numerical simulation execution.
Frequency
The attendance is strongly recommended
Exam mode
The project consists of a scientific report describing the numerical simulation performed in agreement with the teacher and the comparison of the results with the data available in the literature
Bibliography
S.B. Pope Turbulent Flows, IOP Publishing.
Race Car Aerodynamics: Designing for Speed, J Katz, Bentley Publishers 2006
Lesson mode
The class will be both theoretical and applied. The goal is to introduce the use of OpenFOAM for numerical simulation execution.