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Quantum gas microscopy of triangular-lattice Mott insulators

POSTER

Abstract

Ultracold atoms in triangular optical lattices are a versatile platform to study strongly correlated systems in which exotic states of matter appear due to the interplay between charge and magnetic order. Large degeneracies in the many-body ground state of triangular lattices could result in a quantum spin liquid that has been numerically predicted to appear between the metallic and magnetically ordered phases [1]. Kinetic frustration is another interesting feature that leads to destructive interference between paths of holes, leading to antiferromagnetic polarons in hole-doped regime even at elevated high-temperatures [2]. Here, we report on the observation of lithium-6 Mott insulators in a frustrated triangular Hubbard system. The Mott insulators are fit to Determinant Quantum Monte Carlo (DQMC) and Numerical Linked-Cluster Expansions (NLCE) calculations [3]. We observed temperatures of the system below the tunneling strength in the lattice, which are consistent with temperatures extracted from spin-spin correlations [4]. Finally, we demonstrate a doublon detection technique using a microwave transfer similar to ref. [5]. We are planning to introduce nearest-neighbor interactions in the frustrated triangular system using Rydberg-dressing implementing an extended triangular Hubbard model which is predicted to host a variety of exotic quantum phases.

[1] Nature 464, 7286 (2010)

[2] Morera et al., arXiv:2209.05398 (2022)

[3] Garwood et al., Phys. Rev. A 106, 013310 (2022)

[4] Mongkolkiattichai et al., arXiv:2210.14895 (2022)

[5] Nature Physics 14, 173-177 (2017)

Publication: J. Yang, PRX Quantum 2, 020344 (2021)<br>Garwood et al., Rev. Sci. Instrum. 93, 033202 (2022)<br>Garwood et al., Phys. Rev. A 106, 013310 (2022)<br>Mongkolkiattichai et al., arXiv:2210.14895 (2022)

Presenters

  • Jirayu Mongkolkiattichai

    University of Virginia

Authors

  • Jirayu Mongkolkiattichai

    University of Virginia

  • Liyu Liu

    University of Virginia

  • Davis A Garwood

    University of Maryland

  • Jin Yang

    University of Virginia

  • Peter Schauss

    University of Virginia