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Field
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://www.ctcms.nist.gov/oof/ . Opportunities exist in image analysis, materials science, physics, and computer science. key words Computation; Finite element modeling; Microstructures; Eligibility citizenship Open to U.S
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QUALIFICATIONS: • PhD in Electrical and Computer Engineering, Mechanical Engineering, Physics, or a closely related field. • Demonstrated expertise in MEMS/NEMS design and modeling, including finite element
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., J. Chem. Engr. Data., 2020, 65 (7) Multiphysics simulations; computational fluid dynamics; finite volume, finite and discrete element methods; computational fluid and particle dynamics; multiscale
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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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related 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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minimum of 5 years of experience Experience on computational mechanics, finite element simulations, isogeometric analysis, data-driven modeling and scientific machine learning. Experience with computational
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of materials The work will entail: This PREP position focuses on developing traceable standards for 5G, 6G, and beyond. The position requires finite element simulations, programming, network analysis
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: This PREP position focuses on developing traceable on-wafer standards for 5G, 6G, and beyond. The position requires finite element simulations, programming, network analysis, dimensional metrology, web-based
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image correlation (DIC) datasets with fully three-dimensional finite element analysis (FEA) results in mechanical test setups on metals and polymers including uni-axial and bi-axial loading at different
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. Emphasis is placed on model validation against both high-fidelity finite element simulations and experimental tests of structural subassemblies. key words Blast loading; Computational modeling; Finite