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- Delft University of Technology (TU Delft)
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- Delft University of Technology (TU Delft); Published yesterday
- Delft University of Technology (TU Delft); yesterday published
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recruiting a postdoctoral researcher in AI for fluid mechanics. This postdoc is part of an NWO-funded project on accelerating computational modelling of rarefied (i.e. highly dilute gases), which brings
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(UvA) is recruiting a postdoctoral researcher in AI for fluid mechanics. This postdoc is part of an NWO-funded project on accelerating computational modelling of rarefied (i.e. highly dilute gases
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for offshore renewable energy applications. The group specializes in computational modeling of fluid-structure interactions, wave-structure interaction and mooring systems for offshore renewable energies. You
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. Within this position, you will advance the development of vibration-based structural health monitoring (SHM) system for large movable hydraulic structures. The work will primarily address the fluid
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requirements: A PhD degree in Aerospace Engineering, Mechanical Engineering, or a related engineering discipline. Solid knowledge of fluid mechanics, computational fluid dynamics (CFD), and optimization using
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fluid mechanics, offshore applications and/or systems design. Experience with (design of) complex coupled systems, preferably in the maritime/offshore environment. An open, communicative, and
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fluid mechanics, offshore applications and/or systems design. Experience with (design of) complex coupled systems, preferably in the maritime/offshore environment. An open, communicative, and
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., heat and fluid flow, chemical reactions and fluid flow) related to low-carbon energy sources in the subsurface. Hands-on knowledge in Python programming. Experience in working with open-source reservoir
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energy, CO2 storage, or hydrogen storage. Demonstrable experience in simulating and analysing coupled multi-physics processes (e.g., heat and fluid flow, chemical reactions and fluid flow) related to low
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contribute to smart grids that make energy networks more efficient, mathematical models that assist medical doctors, schedules that make hospitals more efficient and numerical schemes to study multiscale fluid