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National Energy Technology Laboratory (NETL) | Morgantown, West Virginia | United States | about 1 month ago
Organization National Energy Technology Laboratory (NETL) Reference Code NETL-PIP-2026-Guenther How to Apply A complete application consists of: An application, including academic history, work
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well as numerical methods for partial differential equations, especially finite element methods, both theory and implementation. A successful candidate will work in the topics of interests, which include: (1) solid
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, scattering matrix theory, or simulating EM/RF structures in Ansys HFSS (or similar tools) is a plus. Experience or familiarity in writing your own codes in Wolfram Mathematica (or similar languages) is also a
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) of the Texas Business and Commerce Code. If so, to be hired for and continue to be employed in this position you must maintain the security or integrity of the infrastructure as set forth in Texas Executive
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Organization National Energy Technology Laboratory (NETL) Reference Code NETL-PIP How to Apply Application Deadline: Applications to this opportunity are accepted throughout the year and are
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technical papers for publishing. 3. Investigates the feasibility of applying a wide variety of scientific principles and theories. 4. Maintains substantial knowledge of state-of-the-art principles and
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driven two-dimensional materials and magnetic heterostructures. This position offers opportunities for collaborative theory development, advanced numerical modeling, and participation in a vibrant, multi
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of independent research, will analyze and interpret data, will publish results, will represent the university at conferences and meetings, and may develop new theories and methodologies. Extensive professional
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relevant to modern data science (e.g., Bayesian or frequentist inference, information theory, uncertainty quantification, high-dimensional methods). Programming skills in Python and/or R, with evidence of
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strengthen U.S. leadership in QIST. This calls for expertise across disciplinary sciences – encompassing quantum information theory, physics of quantum materials – to develop new design principles for scalable