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research project Optimal adaptive spacetime boundary and finite element methods. The project focuses on the design, numerical analysis, and implementation of novel numerical algorithms to efficiently solve
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to the development, implementation, and validation of computational models based on the finite element (FE) method, with a strong emphasis on scientific programming using the lifex FE library. Activities will include
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space-time finite element schemes of the DG/CG type for hyperbolic systems of conservation laws that by construction satisfy the following structural properties of the governing equations: i) the new
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research project Optimal adaptive space-time boundary and finite element methods. The project focuses on the design, numerical analysis, and implementation of novel numerical algorithms to efficiently solve
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Université Paris-Saclay GS Sciences de l'ingénierie et des systèmes | Saint Aubin Routot, Haute Normandie | France | 4 days ago
based on Finite Element Method (FEM) to study the mechanical properties of bone. The models were fed with real morphology data based on imaging methods such as CFLM, SEM and TEM, X-ray CT. Adding
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LMPS - CNRS - CentraleSupélec - ENS Paris-Saclay | Gif sur Yvette, le de France | France | 12 days ago
. This model is implemented within a dedicated, object-oriented code, based on the finite element method and developed in a MATLAB environment. The work program of this thesis is structured around 2 main axes
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Fundación para la Investigación Biomédica del Hospital Gregorio Marañón (FIBHGM) | Spain | 4 days ago
mathematical models to represent the electromechanical cardiac activity of healthy and diseased hearts. • Numerical integration of the developed models using the finite element method and meshless methods
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on multi-scale magneto-mechanical approaches), advanced simulation (for instance based on the finite element method), multiphysical characterization of materials and precision instrumentation. The objectives
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experience in molecular dynamics and/or finite element methods (Abaqus, Comsol, etc.). 4. Proficiency in at least one of the following programming languages is required: Python, Matlab, C, C++. Where to apply
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and high‑order finite‑element software. Position details 35‑hour work week, computer workstation at LJAD, remote work possible. Université Côte d'Azur is located on the French Riviera. It is one