[TU Graz]

Bachelor and Master Theses

Areas

  • Theoretical plasma physics for magnetic confinement fusion
    • Plasma theory and modeling
    • Simulation and validation on experimental data
    • Collaboration with major international labs
  • Programming and data science
    • Bayesian methods in data analysis
    • Matlab and Python in research, teaching, and application (W. Kernbichler)
    • Software engineering and testing of high-performance codes (P. Lainer)
  • Cross-disciplinary topics
    • Theory, simulation, and measurements in classical mechanics, electrodynamics, and acoustics
    • Design and construction of a tabletop stellarator (G. Harrer)
    • Cooperation with engineering faculties and industry

Hot topics

  • Autodifferentiation, application in stellarator optimization, and extensions towards branching codes
  • Nested sampling in inverse problems of magnetic confinement fusion e.g. with https://johannesbuchner.github.io/UltraNest/index.html

Ongoing Theses

Bachelor
  • Alexandra Geishüttner: Confinement and performance scalings in small and large stellarators
Master
  • Michael Hadwiger: Leveraging gradient information in Bayesian global optimization
  • Lukas Drescher: Finite element simulation and uncertainty quantification for magnetic field coils in fusion reactors
  • Maximilian Mandlez: Automatic detection of transitions between plasma states in perturbed tokamaks
  • Manuel Brandstätter: Numerical identification of complex roots from plasma dispersion equations
  • Daniele Corrias: Optimization of alpha particle losses in stellarators
  • Robert Babin (at Max-Planck-Institute for Plasma Physics): Reconstruction and uncertainty quantification for magnetohydrodynamic equilibria
  • Peter Zauner (at AEE INTEC): Heat transport in solar thermal plants
  • Martin Hasenburger (at Infineon Technologies): FEM simulations of fluid mechanics

Completed Theses

  • Markus Baumgartner-Steinleitner (Master, 2023): Fusion-electric rocket drives
  • Michael Reichelt (Master, 2023): Advanced finite element methods for perturbed magnetohydrodynamic equilibria