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study of turbulent combustion of hydrogen and ammonia at high pressure. The thesis will focus on hydrogen, and will build on previous work carried out at atmospheric pressure with the HYLON burner
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provided by the EUROfusion Horizon Europe consortium, which offers access to a large collaborative network and European EURATOM funding. To model the behavior of hydrogen in materials, we use electronic
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simulations in 3D MHD of the propagation of solar jets, in close connection with solar and in-situ observations. This should lead to the development of the next generation of solar jet propagation models, from
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using 3D MHD numerical simulations with the ARMS code. For the first time, such a model will self-consistently generate induced jets in a realistic magnetic topological configuration, including polar
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. This approach aims to enable the development of computationally efficient models for simulating radiative transfer in three-dimensional cloudy atmospheres. Where to apply Website https://emploi.cnrs.fr/Candidat
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, without the use of simulation software familiar to process engineers. In this thesis, we aim to: - Propose generative models for other types of cycles, based on existing models. To do this, we could use
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be done via computer simulations, including Monte Carlo and molecular dynamics, combined with the use of statistical mechanics to predict e.g. phase transitions, nucleation rates, etc. The work will be
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of the landscape over time. The LANDIS-II forest landscape disturbance and succession model will be used to perform simulations based on palaeoecological data. The student will collaborate with project researchers
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., valves); - Development of a coupled simulation tool, integrating the expander model with the linear alternator model developed at IES; - Parametric simulations and sensitivity analysis to assess
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Inria, the French national research institute for the digital sciences | Villeneuve la Garenne, le de France | France | 19 days ago
applications have been organized in different steps that interact with each other. The classical first step is to describe the application through a model. Through this model, a first process is operated