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Field
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? And how much can we trust the reconstruction? Answering these questions requires pushing the limits of numerical analysis and computation for wave equations and inverse problems. As a PhD candidate, you
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we see what is hidden? And how much can we trust the reconstruction? Answering these questions requires pushing the limits of numerical analysis and computation for wave equations and inverse problems
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atmospheric cold-plasmas. The thesis project is placed in the context of an ANR contract obtained whose objective is the analysis of microwave hydrocarbon plasmas used notably for the conversion of methane into
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Application deadline: All year round Research theme: Numerical Analysis This 3.5 year PhD project is fully funded and home students, and EU students with settled status, are eligible to apply
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background in (not necessarily all) the following fields: nonlinear PDEs, functional analysis, numerical analysis, PDE-based modeling and numerical simulations excellent command of the English language ability
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, tensile/fatigue testing). Residual stress analysis (ex‑situ and in‑situ) and correlation of experimental data with numerical simulation results. Development of numerical and multi-scale simulation models
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proficiency Additional qualifications Experience and courses in one or more of the following subjects are valued: numerical analysis for differential equations, numerical linear algebra, quantum physics, and
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Inria, the French national research institute for the digital sciences | Montbonnot Saint Martin, Rhone Alpes | France | 8 days ago
programming will be appreciated. All candidates should have a good understanding in numerical analysis (modelling, discretisation of ODEs and PDES for mechanical systems, finite elements, optimisation) and
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influence. Tasks: Research Objectives: Definition of a suitable interface region based on the results from other IRP. Numerical analysis of the plume propagation in the near field of the nozzle outlet
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computational modelling the primary tool for their safety analysis. The challenge is to develop a methodology that is both scientifically rigorous and practical for safety and licensing efforts. Current transient