Our most recent paper in collaboration with Igor Boettcher and Tilman Enss shows the equation of state of ultracold fermions in the 2D BEC-BCS crossover region. It was published this week in Physical Review Letters (Physical Review Letters 116, 045303 (2016), also available at arXiv:1509.03610), with a Viewpoint in Physics by Meera Parish.
We want to thank all our collaborators and colleagues for a very successful year and wish a merry Christmas and a happy New Year.
In our most recent publication, we prepared Heisenberg spin chains of up to four atoms in their antiferromagnetic ground state. Without the need for an external periodic potential, these spin chains are stabilized by strong repuslive interactions and a one-dimensiional trapping geometry. This work constitutes the first observation of quantum magnetism with ultracold fermions that exceeds nearest-neighbor correlations. The paper has been recently published in Physical Review Letters (PRL 115, 215301 (2015), also available at arXiv:1507.01117) and was selected for an Editors' Suggestion.
We recently held a group retreat in Annweiler near the famous castle Trifels in the Pfalz. Experimental methods for wood-cutting and campfire-making were established. Pictures can be found in the image gallery
In our recent experiments, we observed the Berezinskii-Kosterlitz-Thouless (BKT) phase transition in a 2D Fermi gas. We have measured, for the first time, the non-local correlations of a many-body system. We saw the onset of power-law behavior at low temperatures. More interestingly, we measured the scaling exponents and observed that the inhomogeneity of the system leads to a change of the universal critical exponents predicted by the BKT Theory.
The results of this work have been recently published in Physical Review Letters 115, 010401 (2015) (also available at arXiv:1505.02123). The paper was also selected for an Editors' Suggestion!
Image: An artist's impression of the complex phase of a two-dimensional superfluid which is described by the Berezinskii-Kosterlitz-Thouless (BKT) theory. The two most prominent features of BKT theory are spatial phase fluctuations and bound pairs of topological vortices. The phase fluctuations have a peculiar spectrum which leads to algebraically decaying correlations, which are measured in this work for a fermionic superlfuid. Above a critical temperature the vortex pairs unbind and the individual vortices disorder the system such that superfluidity is lost.