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Field
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based on nanocrystalline material. Starting from material treat gment and testing, analytical solution based on vector potential, through the numerical FEM model, physical model and prototype
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or PhD in Physics, Photonics, Electrical Engineering, Computer Science, or a related field Simulation Expertise: Proven experience with finite element method (FEM) simulations using software such as COMSOL
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Yicheng Wang yicheng.wang@nist.gov 301.975.4278 Description The Fundamental Electrical Measurements (FEM) group has opportunities for engineers and physicists interested in precision measurements based
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to polymer-fluid coupling. Further areas of interest include numerical algorithms for high-dim. problems, classical (mainly finite elements, FEM) as well as alternative discr. meth. (e.g., Lattice Boltzmann
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, including modelling approaches (e.g. Cosserat rods, FEM) or precision actuation/transmission mechanisms. Experience with user-centred design or product-oriented engineering, including consideration
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unprecedented sensitivity for cavity optomechanical searches for new physics, including high-frequency gravitational waves and vector dark matter. About your role: FEM-based design and simulation
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engineering research focuses on applied mechanics, such as solid mechanics, the finite element method (FEM) and fracture mechanics related to various types of material. The materials engineering research
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-mechanical processing. Some of these modeling tools include density functional theory (DFT), CALPHAD-based models, phase-field models, and finite-element models (FEM) to predict as-built microsegregation
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) to assess and interrogate the issue of implant loosening and wear/abrasion for anatomical and reverse TSR systems. This includes the use of interfacial BEM or FEM friction and wear models, as
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Institut Supérieur de l'Aéronautique et de l'Espace | Toulouse, Midi Pyrenees | France | about 1 month ago
microporeuse et de l'incorporation d'une discontinuité faible (comportement modélisé par un modèle cohésif volumique) puis d'une discontinuité forte dans l'élément fini dans une formulation X-FEM dans le cadre