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Table of contents
Short biography
Areas of research
Research overview
Publications
Teaching activities
Olivier Lietaer
PhD student in applied sciences
Research Assistant at Université catholique de Louvain

Affiliation
Université catholique de Louvain
Department of Mechanical Engineering
(Applied Mechanics Division -
MEMA)
and G. Lemaitre Institute of Astronomy and Geophysics (ASTR)

Contact information
Euler Building
Avenue Georges Lemaitre, 4
1348 Louvain-la-Neuve
Belgium

Tel. +32 (0)10 47 23 57
Fax. +32 (0)10 47 21 80
olivier.lietaer at uclouvain.be

Download my resume [pdf]

Short biography (resume is here)
I obtained a diploma in Engineering in Applied Mathematics in 2005 from the Université catholique de Louvain (UCL). I am currently a PhD student at the same university, under the supervision of Professor Vincent Legat and Professor Thierry Fichefet. I am a Research Assistant at Université catholique de Louvain and a researcher for the SLIM project (Second-generation Louvain-la-Neuve Ice-ocean Model).

Areas of research
Finite element methods; sea-ice modeling; geophysical fluid dynamics; adaptive mesh modeling.

Research overview
The SLIM (Second-generation Louvain-la-Neuve Ice-ocean Model) project aims at building an unstructured-mesh, finite-element ice-ocean model.  This class of models are named 'second-generation models' as opposed to 'first-generation models' based on structured grids and, most often, finite differences. An overview of the project can be found here.

The team currently employs 11 PhD students under the supervision of 4 Professors whose competence ranges from computational finite elements to numerical ocean modeling and sea-ice modeling.

My research focuses on investigating the benefits from using finite element methods for sea-ice modeling. Unstructured meshes, with their natural ability to fit boundaries and increase locally the mesh resolution, propose an alternative framework to capture the complex oceanic areas formed by coasts and islands. In particular, we investigate the influence of resolving the narrow straits of the Canadian Arctic Archipelago on the sea-ice features in the Arctic. Other research of interest includes the development of a lagrangian, adaptive sea-ice model allowing the computational grid to move with the ice drift. This lagrangian version of the model has several interesting applications, such as the dynamical mesh refinement along any region of interest (e.g., the ice edge), buoys tracking, or the inclusion of material properties in the sea-ice rheology.

Publications
Check here...

Teaching activities
MECA2120 - Introduction to finite element methods (fourth year of engineering degree).
MECA1901 - Continuum mechanics (third year of engineering degree).
FSAB1103 - Resolution of partial differential equations (second year of engineering degree).
FSAB1503 - Project in chemistry, physics and mathematics (second year of engineering degree).
Co-supervisor of five engineering final year theses.


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