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, or materials engineering; knowledge in phase transformations, numerical methods, and finite element analysis is an advantage Excellent communication and organizational skills; proficiency in English (written and
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structural analysis and design. The candidate must have experience in probabilistic modelling and structural reliability methods, as well as non-linear finite element modelling. Mastering of programming
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. Their principal strength is the lower numerical dispersion and dissipation they introduce compared with the low-order finite volume and finite element schemes that currently dominate industrial solvers. In
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improved accuracy for unsteady flow problems. Their principal strength is the lower numerical dispersion and dissipation they introduce compared with the low-order finite volume and finite element schemes
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Essential requirements Knowledge and skills in Finite Element Analysis Skills in additive manufacturing Desired requirements Knowledge and experience in optimization methods (e.g. Genetic algorithm) Knowledge
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the PhD, you will gain expertise in finite element modelling, electronic control and instrumentation, machine learning, experimental methods, and advanced signal processing. You will also build strong
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or physics. It is a condition of employment that the doctoral degree has been awarded. Experience from the finite-element method is a requirement. Experience from computational structural dynamics is a
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Inria, the French national research institute for the digital sciences | Toulouse, Midi Pyrenees | France | 21 days ago
parallel and heterogeneous architectures, permits the integration of advanced interoperable CFD components, including in particular Finite Volume (FV) as well as Finite Element (FE) methods, namely
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dynamics, including solving transport equations. In addition, good programming skills are required, and knowledge of Comsol Multiphysics software and numerical methods (finite differences or elements) will
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both diffusive and nondiffusive simulations including hydrodynamic transport effects with a Finite Element solver. The final goal is to identify deviations from macroscopic diffusion in a range of