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National Aeronautics and Space Administration (NASA) | Hampton, Virginia | United States | 20 days ago
the computational work. Researchers in the group have experience with crystal plasticity using finite element and fast Fourier transform methods, fatigue indicator parameters, process modeling and machine learning
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, qualification, and deployment of AI agents and models, Computational Fluid Dynamics (CFD) simulation codes, and Finite Element Method (FEM) based tools for nuclear energy (fission and fusion) applications
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are based on the finite element method and advanced material modelling. Work duties The main duty is to conduct research. The project is primarily computational and includes further developing and validating
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for finite element methods, or the AI-assisted discovery of new discretization paradigms for classes of PDEs where standard methods struggle, with their properties then verified formally. You will publish and
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of seismo-acoustic wave propagation in 2 coastal environments with different environment properties, by relying on HPC and a full-wave method (spectral-element method) implemented in the SPECFEM3D code
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on imaging concepts, knowledge of Matlab, Python programming languages and commercial software based on the finite element method is a plus, excellent communication skills (written and oral) in English. A very
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Strong background in biomechanics, biomedical engineering, computational mechanics, or equivalent fields. Strong foundation in numerical methods, especially the finite element method. Proficient in python
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field Strong expertise in composite materials, their deformation and failure, and finite element modelling relevant to aerospace or impact applications Experience with high‑rate experimental methods
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, or a related field • Strong expertise in composite materials, their deformation and failure, and finite element modelling relevant to aerospace or impact applications • Experience with high‑rate
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postdoctoral researcher, you will develop, implement, and analyze cardiac growth and remodeling models in finite element frameworks for cardiac mechanics. Your work will focus on bio-chemo-mechanical and