Synthetic magnetic fluxes on the honeycomb lattice
arXiv:1105.3535 · doi:10.1103/PhysRevA.84.023604
Abstract
We devise experimental schemes able to mimic uniform and staggered magnetic fluxes acting on ultracold two-electron atoms, such as ytterbium atoms, propagating in a honeycomb lattice. The atoms are first trapped into two independent state-selective triangular lattices and are further exposed to a suitable configuration of resonant Raman laser beams. These beams induce hops between the two triangular lattices and make atoms move in a honeycomb lattice. Atoms traveling around each unit cell of this honeycomb lattice pick up a nonzero phase. In the uniform case, the artificial magnetic flux sustained by each cell can reach about two flux quanta, thereby realizing a cold atom analogue of the Harper model with its notorious Hofstadter's butterfly structure. Different condensed-matter phenomena such as the relativistic integer and fractional quantum Hall effects, as observed in graphene samples, could be targeted with this scheme.
12 pages, 14 figures
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Cited by in corpus (7)
- Light-induced gauge fields for ultracold atoms
- Production of quantum degenerate strontium gases: Larger, better, faster, colder
- Topological phase transitions between chiral and helical spin textures in a lattice with spin-orbit coupling and a magnetic field
- Reservoir spectroscopy of 5s5p P - 5sd D transitions in strontium
- Realization of uniform synthetic magnetic fields by periodically shaking an optical square lattice
- Topological multiferroic phases in the extended Kane-Mele-Hubbard Model in the Hofstadter regime
- Half-integer Mott-insulator phases in the imbalanced honeycomb lattice