Research interests
The group is active in several research areas connected to the application of time-dependent methods to various physical systems. Wave-packets allow us to model different boundary conditions and also to study time-dependent phenomena. Even for stationary systems, the solution of the time-dependent Schrödinger (or Dirac) equation provides a computationally efficient way to obtain the spectrum and the eigenstates of the system.
Our main lines of research are transport phenomena:
- transport and interference effects in nanodevices
- interacting many-body systems
- energy transfer in photosynthetic systems
- coherent matter waves from atomic sources
- photoeffect in external fiels
and analytical solvable systems:
- analytic solutions for Green functions in external potentials
- exactly solvable time-dependent problems in quantum mechanics
If you are interested in these areas, please contact Tobias Kramer!