Research Centre: Department of Mathematics
Speaker: Guenter Wunner (Stuttgart)
The Su-Schrieffer-Heeger (SSH) model, initially proposed to study solitons in poly- acetylene, is a generic example of a one-dimensional topological insulator. I report on dissipative extensions of the model. We compare the results of two different approaches to describe gain and loss of particles on the lattice: One works with complex PT symmetric potentials, and the other with Lindblad master equations.
Furthermore, we generalize the concept of the Zak phase (Berry phase across the Brillouin zone) to the dissipative scenario and relate it to the topological phases of the original SSH model.
F. Dangel, M. Wagner, H. Cartarius, J. Main, G. Wunner, Phys. Rev A 98 013628 (2018)
Share this event
When and where
3.00pm - 4.00pmTuesday 27th November 2018