Pierre-Alexandre Beaufort

Research Engineer at Cenaero
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Contact Information
us****@****om
(386) 825-5501
Location
Charleroi Metropolitan Area, BE

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Experience

    • Belgium
    • Research
    • 1 - 100 Employee
    • Research Engineer
      • Sep 2023 - Present

      Gosselies Morfeo -Topological Optimization

    • Switzerland
    • Higher Education
    • 700 & Above Employee
    • Early Postdoc
      • Sep 2020 - Aug 2023

      I contributed to the ERC AlgoHex - Algorithmic Hexahedral Mesh Generation, within the Computer Graphic Group led by Prof David Bommes, in the Institüt für Informatik. I also provided teaching support, mainly in applied optimization.

    • Belgium
    • Research Services
    • 700 & Above Employee
    • Teaching Assistant
      • Sep 2019 - Sep 2020

      TA in the following topics taught at the Ecole Polytechnique de Louvain: Algebra & Analysis, Numerical Analysis, Numerical Methods, and Advanced Numerical Methods. Before having a TA position, I also provided teaching support in the course Introduction to Finite Element Methods and the topics above during my Ph.D.

    • Belgium
    • Higher Education
    • 700 & Above Employee
    • PhD Student
      • Sep 2015 - Dec 2019

      Louvain-la-Neuve, Liège (Belgium) My thesis is entitled "Parameterizations for Mesh Generation: Discrete Atlases, Crossfields and 3D Frames", and was funded by the "ARC - WAVES Project". I had the privilege to complete my thesis in UCLouvain and in ULiège, with two advisors who are acknowledged experts among the meshing community: Prof Jean-François Remacle and Prof. Christophe Geuzaine. My thesis project was strongly connected to the "ERC Hextreme - Hexahedral Mesh Generation in Real Time".

    • Belgium
    • Research
    • 1 - 100 Employee
    • Trainee in Argo team
      • Jun 2014 - Jun 2015

      Gosselies The internship was related to my master thesis "Functional bases for very high order Argo discontinuous Galerkin method" (Professors JF Remacle, V Legat, K Hillewaert). The first basis was for pyramidal elements (4 triangular faces and 1 quadrangle). The other basis was Bernstein polynomials for tensorial elements (quadrangles, hexahedra). These bases have been implemented and tested within Argo, a high order computational fluid dynamics solver - written in C++ language.

Education

  • University of Liège, Université catholique de Louvain
    Ph.D, Engineering Sciences and Technology
    2015 - 2019
  • Université catholique de Louvain
    Master's Degree, Engineering, Applied Mathematics
    2013 - 2015
  • KTH Royal Institute of Technology
    Erasmus, Computational and Applied Mathematics
    2013 - 2014
  • Université catholique de Louvain
    Bachelor's Degree, Applied Mathematics and Mechanics
    2010 - 2013

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