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Field
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continuum framework. The researcher will develop continuum theories and the corresponding finite-element implementations that resolve these couplings, translate constitutive theory into verified numerical
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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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commercial (e.g. Abaqus, ANSYS, etc.) and/or open-source finite element (FE) codes (e.g., MOOSE, DAMASK, etc.) is required. Experience with microstructural modeling (e.g. crystal plasticity) applied to fatigue
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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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analysis of structural degradation in laminated composite architectures. Their primary focus lies in the formulation of high-fidelity numerical frameworks, incorporating advanced finite element methodologies
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field in hand by May 2026. Preferred Qualifications: Experience in Thermal Spray Materials/Processes/Characterization/Modeling. Experience in Solid Mechanics/Thermomechanics/Finite Element Analysis
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integration, finite-volume and finite-element methods, variational formulations, structure-preserving discretisations, optimal transport, and the numerical analysis of partial differential equations. The second
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of the following areas: surface characterization using spectroscopy and electron microscopy; macroscale electrochemistry; Finite Element Modeling with COMSOL Multiphysics; and an appreciation