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National Aeronautics and Space Administration (NASA) | Hampton, Virginia | United States | 5 days ago
programming experience related to finite element analysis and scientific computing in Python. Field of Science: Aeronautics Advisors: George Weber [email protected] (215) 266-7062 Questions about this
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to validate Lab-4DµXRD results. Implementing crystal plasticity finite element models that use the experimental data as input and to understand the observed local strain heterogeneities You will work in close
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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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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
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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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of the position is the development and application of finite element methods for modelling static strength and fatigue behaviour, as well as design and optimization of complex structures. You will work
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/computational modelling methods (e.g. discrete element method or finite element analysis) Strong programming skills Good written and verbal communication skills in English Considered an advantage: Experience with
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structure-preserving methods for mathematical models of physical systems, including topics such as geometric numerical integration, finite-volume and finite-element methods, variational formulations
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comparable knowledge is demonstrated may be considered. Required Expertise: Candidates should have experience in: Modeling and design of MEMS resonators and acoustic wave devices Finite Element Analysis (FEA
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-4DµXRD results. Implementing crystal plasticity finite element models that use the experimental data as input and to understand the observed local strain heterogeneities You will work in close