Towards low temperature states in a Fermi Hubbard quantum simulator

ORAL

Abstract

Quantum gas microscopy provides a unique toolkit to investigate the rich quantum phases involving tunneling and interactions. In particular, using ultracold fermionic atoms in optical lattices it realizes the Fermi Hubbard model, which is a fundamental model in condensed matter physics exhibiting properties relevant to many intriguing strongly-correlated systems. However, reaching low temperatures in such systems is challenging to numerical simulation methods and quantum simulation platforms. We expand the capabilities of our quantum gas microscopes by implementing a dynamically tunable optical lattice, which can realize triangular, honeycomb and dimerized lattice geometries. This extends the types of Hubbard systems available to study at presently realized temperatures, including quantum magnetism in the Hubbard model with geometric frustration. Combined with a spatial light modulator, novel quantum phases in decorated lattice geometries can be investigated. Furthermore, the dynamical tunability allows adiabatic state preparation towards low temperature states in the Hubbard model.

*NSF grants nos. PHY1734011 and OAC-1934598; ONR grant no. N00014- 18-1-2863; DOE contract no. DE-AC02-05CH11231; QuEra grant No. A44440; ARO/AFOSR/ONR DURIP grant no. W911NF2010104; Gordon and Betty Moore Foundation; NSF Graduate Research Fellowship Program; Harvard Quantum Initiative Graduate Fellowship; DoD through the NDSEG program (G.J.); Swiss National Science Foundation and the Max Planck/Harvard Research Center for Quantum Optics

Presenters

  • Muqing Xu

    • Harvard University

Authors

  • Muqing Xu

    • Harvard University
  • Lev H Kendrick

    • Harvard University
  • Anant Kale

    • Harvard University
  • Youqi Gang

    • Harvard University
  • Geoffrey Ji

    • Harvard University
  • Aaron W Young

    • Harvard
    • JILA, University of Colorado at Boulder and NIST
  • Martin Lebrat

    • Harvard University
  • Markus Greiner

    • Harvard University