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National Aeronautics and Space Administration (NASA) | Fields Landing, California | United States | 25 days ago
, high-solidity rotor performance and aerodynamics through the use of comprehensive analysis, high-order computational fluid dynamics (CFD), and direct numerical simulation (DNS) tools. The postdoctoral
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, (working with and co-supervising two PhD students) will closely collaborate with current Quantitative Computational Imaging (QCI) group at WUT skilled in numerical and experimental aspects of
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working on developing experimental and numerical methods for wind turbine aerodynamics. The particular areas of responsibilities include: High and low-fidelity modelling of wind turbine airfoil and
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, international team working on developing experimental and numerical methods for wind turbine aerodynamics. The particular areas of responsibilities include: Modelling of rotor aerodynamics with both low
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exposures. Model evaluation, validation, and uncertainty analysis (10%) -Design and conduct numerical experiments, sensitivity analyses, and validation studies. -Evaluate model performance, robustness
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, participation in structural monitoring campaigns, and training in advanced numerical simulation and data analysis tools. The candidate will also have a training and capacity-building period to be defined at
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a range of topics including: Coastal hydrodynamic and morphodynamic numerical modeling. Field data collection and analysis of nearshore dynamics. Design and analysis of flood control infrastructure
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a range of topics including: Coastal hydrodynamic and morphodynamic numerical modeling. Field data collection and analysis of nearshore dynamics. Design and analysis of flood control infrastructure
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combination and the numerical models WRF and WRF-Chem • You will be working in an aerobiological research group funded by the Novo Nordisk Foundation containing two additional post docs, a PhD student
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team! We are looking for a postdoctoral university assistant to complement the research team around Univ.-Prof. Ilaria Perugia, PhD. The focus of our research is in the area of Numerical Methods for