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. This postdoctoral position focuses on developing high-fidelity Finite Element Method (FEM) simulations to characterize mechanical properties and deformation behavior in advanced packaging applications. It involves
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, or related development packages for processing of model results Familiarity with Finite Element Methods. Motivated self-starter with the ability to work independently and to participate creatively in
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Institut National des Sciences Appliquées de Lyon | Villeurbanne, Rhone Alpes | France | 12 days ago
with the physical principles of structural dynamics and (vibro-)acoustics and the related numerical modeling techniques, such as the Finite Element Method (FEM), as well as numerical optimization
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computational modelling. The project will focus on the development of advanced numerical models (e.g. finite element method). The aim is to enable rapid and reliable prediction of material failure in complex
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mechanics models through finite volume methods, while the deformation in CFCs is dominated by compaction and in-plane shear, and typically solved using solid mechanics models through finite element methods
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validation experiments for modelling • Computational fluid dynamics techniques • Finite element analysis method • Reviewing literature, planning and managing research, writing technical report / paper
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++) and confidence working with numerical tools. Desirable: Familiarity with heat transfer/thermodynamics and/or finite‑element methods. Prior exposure to reactor physics (deterministic or Monte Carlo
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mechanics and materials mechanics - Strong interest in multiscale and multiphysics modeling - Knowledge of numerical methods and finite element analysis - Interest in hybrid physics–data approaches and
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combines numerical simulation, finite element methods (FEM), and artificial intelligence applied to biomedical engineering. The selected candidate will be part of the Institute for Intelligent Systems and
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skills, especially in the programming of high order finite element methods on polygonal and polyhedral meshes, and a mathematical background in the analysis of finite element methods. Some understanding of