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properties to them, generates a finite element mesh, and performs virtual measurements. The goal is to build a computational platform that can predict the macroscopic behavior of a material from knowledge of
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to develop algorithms to factor linear differential operators using p‑adic techniques. The central question of this proposal concerns the efficient symbolic resolution of linear differential equations
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into the Computer-Aided Design and Finite Element Analysis software tools used by Navantia DURATION OF THE CONTRACT The contract will be indefinite, in accordance with applicable law. It is cautioned that the context
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an asset; You have a solid background in mechanics of materials, computational mechanics and experience with finite element simulations and optimization. You have expertise in the use of finite element
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or demonstrated interest in one or more of the following areas: Numerical methods for differential equations (e.g., finite element methods, finite volume methods, or related discretization techniques
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finite element modelling, experimental characterisation, and data-driven optimisation, the project aims to establish quantitative relationships between structural parameters and mechanical performance
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, finite element modeling and simulation, experimental validation, mechanical system design, analytical thinking, attention to detail, multidisciplinary collaboration, and a commitment to innovation and
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communication skills are essential, together with solid knowledge of continuum mechanics, the Finite Element Method (FEM), fibre-reinforced composites, programming and numerical methods. Experience in
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communication skills are essential, together with solid knowledge of continuum mechanics, the Finite Element Method (FEM), fibre-reinforced composites, programming and numerical methods. Experience in
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and 3D finite element modelling (COMSOL, CST) of the optical control process for materials. -Integration of the optimal compositions into simple test structures to directly evaluate electrical switching