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have experience developing and running large numerical models and analysing complex datasets? Would you like to work with a world-leading team at Leeds to connect molecular-scale insight to cloud-scale
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Infrastructure? No Offer Description La Rochelle Université is recruiting within the LIENSs Laboratory a postdoc or a research engineer for 9 to 10 months to improve the numerical modelling of nature-based
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photonics, and nanophotonics. Develop and apply analytical models for light scattering phenomena in photonic structures. Perform numerical simulations using tools such as Lumerical FDTD and COMSOL
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Institut de Recherche pour le Développement (IRD) | Sete, Languedoc Roussillon | France | about 8 hours ago
Numerical modeling LanguagesENGLISHLevelGood Additional Information Website for additional job details https://emploi-recrutement.ird.fr/offre-de-emploi/emploi-ingenieur-de-recherche… Work Location(s) Number
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combined approach using numerical modeling and environmental metrology Key words: simulation, modeling, partial differential equations, hydraulics, inverse problem, sediment transport, peri-urban catchment
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numerical modeling techniques. To this end, large amounts of data will be analyzed also through the use of HPC infrastructures and 'Cloud' resources. In addition, the effects of the variation of the speed
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and carry out experimental tests on saline rock related to the interaction between creep and fracture for the validation of the constitutive numerical models under development. Functions to be developed
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transfer, and the fabrication and characterization of real components. Expected Skills 1. The candidate will have a strong background in numerical–physical modeling in the field of materials science. 2
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/Qualifications Strong knowledge of mathematical modeling and numerical methods Experience in computational fluid dynamics and pipeline transport modeling Proficiency in programming and scientific computing (e.g
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condensed matter physics • Ability to learn and develop skills in analytical computation, theoretical modelling and numerical simulations, in particular the numerical solution of partial differential