Towards p-wave superfluidity of fermionic erbium atoms in an optical lattice
POSTER
Abstract
Dipolar interactions of atoms in optical lattices provide a promising route towards realizing unconventional superfluid phases. Experiments with bosonic erbium in a small-spacing optical lattice have implemented an extended Hubbard model with dipole–dipole interactions, realizing quantum phase transitions from a superfluid to a variety of dipolar quantum solids. Building on this platform, we work towards assessing the feasibility of p-wave superfluidity of dipolar gases as loaded into a two-dimensional square lattice geometry.
Our study aims to provide initial quantitative benchmarks and guidance for future experiments towards realizing p-wave superfluidity with fermionic erbium, including indicative ranges of lattice depth and temperatures where p-wave correlations are expected to be most favorable. More broadly, this work contributes towards establishing a pathway from existing bosonic dipolar quantum solids to fermionic dipolar superfluids and, ultimately, to topological p-wave phases in optical lattices.
Our study aims to provide initial quantitative benchmarks and guidance for future experiments towards realizing p-wave superfluidity with fermionic erbium, including indicative ranges of lattice depth and temperatures where p-wave correlations are expected to be most favorable. More broadly, this work contributes towards establishing a pathway from existing bosonic dipolar quantum solids to fermionic dipolar superfluids and, ultimately, to topological p-wave phases in optical lattices.
*We are supported by U.S. Department of Energy Quantum Systems Accelerator DE-AC02-05CH11231, National Science Foundation Center for Ultracold Atoms PHY-1734011, Army Research Office Defense University Research Instrumentation Program W911NF2010104, Office of Naval Research Vannevar Bush Faculty Fellowship N00014-18-1-2863, Defense Advanced Research Projects Agency Optimization with Noisy Intermediate-Scale Quantum devices W911NF-20-1-0021, and QuERA Computing Inc. A.D. acknowledges support from the NSF Graduate Research Fellowship Program (grant DGE2140743). S.B acknowledges support from the Harvard Quantum Initiative. M.G. is a cofounder, share-holder, and consultant of QuEra Computing.
Presenters
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Hudson Horsmann
- Harvard