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collaborators. The activities will include: • Electromagnetic modeling and numerical simulations (e.g., FDTD, FEM) • Design of metasurface architectures based on dielectric materials available at CRHEA
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collaborators. The activities will include: • Electromagnetic modeling and numerical simulations (e.g., FDTD, FEM) • Design of metasurface architectures based on dielectric materials available at CRHEA
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optimization code used, particularly for automated transition state searches. • Perform molecular dynamics simulations to estimate thermodynamic/macroscopic properties. IPREM brings together over 300 staff
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Polymers using a combination of quantum and force field-based simulations that will be further integrated into a force field-based Molecular Dynamics (MD) approaches to assess the permeability and
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system housing the two arms of the PET-SCAN system - Develop a simulation tool to optimize the prototype structure - Develop software tools for data acquisition and processing This work is being carried
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contribute to various aspects: - setting up the optical implementations of new concepts - testing and validation of new experimental set-ups - pilot/simulation programming - characterisation of various samples
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- Processing of data measuring facial elasticity in patients - Processing of data capturing 3D surfaces based on facial expressions - Numerical simulations (Finite Element) of bone repositioning - Quantification
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for the numerical simulation of high-frequency acoustic and electromagnetic waves is a longstanding open problem in computational mathematics. These waves underpin a plethora of communication and imaging technologies
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to the production and exploitation of large simulation ensembles for the assimilation of paleoclimate data over long climate time scales. · Participate in the scientific exploitation of the simulations produced and
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of massive neutrinos and non-standard dark matter, to validate theoretical predictions using simulated datasets, to predict the expected constraints from Euclid and SKAO, and ultimately to analyze Euclid's