Author: Oriol CHANDRE-VILA.
Advisors: Joseph MORLIER and Sylvain DUBREUIL.
ISAE-SUPAERO, 2018.
Département Mécanique des Structures et Matériaux (DMSM) et ONERA.
This project focuses the use of Reduced Order Models to lighten the computational requirements in fluid-structure problem simulations. Proper Orthogonal Decomposition and Proper Generalized Decomposition methodologies are studied and applied in a Steady Advection-Diffusion problem for 2D and non-homogeneous Dirichlet boundary conditions. Thanks to the above-mentioned approaches, important reductions in computing time have been achieved.
- Codes: all the live codes can be found inside.
-
MATLAB tutorial on PGD for Poisson Eq. 2D
-
MATLAB tutorial on POD for Steady Advection-Diffusion Problem
-
MATLAB tutorial on PGD for Steady Advection-Diffusion Problem
But of course before need to do the offline learning
-
MATLAB tutorial on PGD for Steady Advection-Diffusion Problem
-
Presentation: the support for the presentation can be found inside.
-
Report: the editable and the PDF file of the written report can be found inside.