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Simon, Jonathan

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Simon

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Jonathan

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Simon, Jonathan

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Now showing 1 - 2 of 2
  • Publication

    Probing the Superfluid to Mott Insulator Transition at the Single Atom Level

    (American Association for the Advancement of Science, 2010) Bakr, Waseem; Peng, Amy; Tai, Ming Eric; Ma, Ruichao; Simon, Jonathan; Gillen, Jonathon; Foelling, Simon; Pollet, Lode; Greiner, Markus

    Quantum gases in optical lattices offer an opportunity to experimentally realize and explore condensed matter models in a clean, tunable system. We used single atom–single lattice site imaging to investigate the Bose-Hubbard model on a microscopic level. Our technique enables space- and time-resolved characterization of the number statistics across the superfluid–Mott insulator quantum phase transition. Site-resolved probing of fluctuations provides us with a sensitive local thermometer, allows us to identify microscopic heterostructures of low-entropy Mott domains, and enables us to measure local quantum dynamics, revealing surprisingly fast transition time scales. Our results may serve as a benchmark for theoretical studies of quantum dynamics, and may guide the engineering of low-entropy phases in a lattice.

  • Publication

    Photon-Assisted Tunneling in a Biased Strongly Correlated Bose Gas

    (American Physical Society, 2011) Ma, Ruichao; Tai, Ming Eric; Preiss, Philipp Moritz; Bakr, Waseem; Simon, Jonathan; Greiner, Markus

    We study the impact of coherently generated lattice photons on an atomic Mott insulator subjected to a uniform force. Analogous to an array of tunnel-coupled and biased quantum dots, we observe sharp, interaction-shifted photon-assisted tunneling resonances corresponding to tunneling one and two lattice sites either with or against the force and resolve multiorbital shifts of these resonances. By driving a Landau-Zener sweep across such a resonance, we realize a quantum phase transition between a paramagnet and an antiferromagnet and observe quench dynamics when the system is tuned to the critical point. Direct extensions will produce gauge fields and site-resolved spin flips, for topological physics and quantum computing.