Superfluid-insulator transition in a periodically driven optical lattice

Abstract

We demonstrate that the transition from a superfluid to a Mott insulator in the Bose-Hubbard model can be induced by an oscillating force through an effective renormalization of the tunneling matrix element. The mechanism involves adiabatic following of Floquet states, and can be tested experimentally with Bose-Einstein condensates in periodically driven optical lattices. Its extension from small to very large systems yields nontrivial information on the condensate dynamics.

4 pages, 4 figures, RevTeX

References in corpus (1)

• Quantum phase transition from a superfluid to a Mott insulator in a gas of ultracold atoms

Cited by in corpus (385)

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• Tools for quantum simulation with ultracold atoms in optical lattices
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• Floquet engineering with quasienergy bands of periodically driven optical lattices
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• Measuring topology by dynamics: Chern number from linking number
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• Light-induced coherence in an atom-cavity system
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• Non equilibrium phase transitions and Floquet Kibble-Zurek scaling
• Ergodic-localized junctions in a periodically-driven spin chain
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• Efficient algorithm to compute the second Chern number in four dimensional systems
• The quantized Hall conductance of a single atomic wire: A proposal based on synthetic dimensions
• Tuning the Quantum Phase Transition of Bosons in Optical Lattices via Periodic Modulation of s-Wave Scattering Length
• Resonant quantum dynamics of few ultracold bosons in periodically driven finite lattices
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• Topological Phase Transition and Charge Pumping in a One-Dimensional Periodically Driven Optical Lattice
• The optimal frequency window for Floquet engineering in optical lattices
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• Loading Ultracold Gases in Topological Floquet Bands: Current and Center-of-Mass Responses
• Efficient creation of maximally entangled states by modulation of tunneling rates
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• Dressed matter waves
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• Mesoscopic Vortex-Meissner currents in ring ladders
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• Discrete chaotic states of a Bose-Einstein condensate
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• Emergent symmetries in prethermal phases of periodically driven quantum systems
• Floquet Supersymmetry
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• Dynamical decoupling and dynamical isolation in temporally modulated coupled pendulums
• Topological Floquet states on a Möbius band irradiated by circularly polarised light
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• Dynamic localization in optical and Zeeman lattices in the presence of spin-orbit coupling
• Dynamics of one-dimensional tight-binding models with arbitrary time-dependent external homogeneous fields
• Hidden Magnetism in Periodically Modulated One Dimensional Dipolar Fermions
• Nature of quantum recurrences in coupled higher dimensional systems
• Distributed quantum sensing with optical lattices
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• Extended Bose-Hubbard model with pair tunneling: spontaneous symmetry breaking, effective ground state and fragmentation
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• Theory of interacting fermions in shaken square optical lattice
• Two- and three-body problem with Floquet-driven zero-range interactions
• Electromagnetic manipulation for anti-Zeno effect in an engineered quantum tunneling process
• Self-adapted Floquet Dynamics of Ultracold Bosons in a Cavity
• Simulation of frustrated classical XY models with ultra-cold atoms in 3D triangular optical lattices
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• Ergodic-localized junctions in periodically-driven systems
• Sudden removal of a static force in a disordered system: Induced dynamics, thermalization, and transport
• Optical suppression of electron motion in low-dimensional correlated electron system
• Unconventional fermionic pairing states in a monochromatically tilted optical lattice
• Resonances in a periodically driven bosonic system
• Integrable Floquet Hamiltonian for a Periodically Tilted 1D Gas
• Dynamically enhanced unconventional superconducting correlations in a Hubbard ladder
• Fermionic Superfluid from a Bilayer Band Insulator in an Optical Lattice
• Realization of tunnel barriers for matter waves using spatial gaps
• Symmetry-protected Topological Phases in Spinful Bosons with a Flat Band
• Novel quantum phases of two-component bosons with pair hopping in synthetic dimension
• Controlling disorder with periodically modulated interactions
• A Kapitza Pendulum for Ultracold Atoms
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• Robustness of discrete semifluxons in closed Bose-Hubbard chains
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• Condensate Phase Microscopy
• Reconstructing effective Hamiltonians from nonequilibrium (pre-)thermal steady states
• An analytical double-unitary-transformation approach for strongly and periodically driven three-level systems
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• Dimerized Mott insulators in hexagonal optical lattices
• Multidimensional Discrete Compactons in Nonlinear Schrödinger Lattices with Strong Nonlinearity Management
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• Non-trivial Topological Phases on the Stuffed Honeycomb Lattice
• Determination of Chern numbers with a phase retrieval algorithm
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• Emergence and destruction of macroscopic wave functions
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• Resonant edge-site pumping of polaritonic Su-Schrieffer-Heeger lattices
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• Double-discrete solitons in fishnet arrays of optical fibers
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• Effective time-reversal via periodic shaking
• Quantum phase transitions in a Dicke trimer with both photon and atom hoppings
• Atom Counting in Expanding Ultracold Clouds
• Quasi-Discrete Time Crystals in the quasiperiodically driven Lipkin-Meshkov-Glick model
• Particle-hole symmetric localization in optical lattices using time modulated random on-site potentials
• Field-induced ferromagnetism in one-dimensional tight-binding lattices
• Phase diagrams of tunable spin-orbit coupled Bose-Einstein condensates
• Non-Abelian geometric potentials and spin-orbit coupling for periodically driven systems
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• Faraday Waves in strongly interacting superfluids
• Synthetic fractional flux quanta in a ring of superconducting qubits
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• Floquet Schrieffer-Wolff transform based on Sylvester equations
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• Continued fraction analysis of dressed systems: application to periodically driven optical lattices
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• Quantum dynamics of a spin model with an extensive degeneracy
• Absence of quasiclassical coherence in mean-field dynamics of bosons in a kinetically frustrated regime
• Following Floquet states in high-dimensional Hilbert spaces
• Extended degenerate perturbation theory for the Floquet-Hilbert space
• The mixing-spacetime symmetry in the Floquet-Bloch band theory
• Dynamics of Interacting Bosons on the Sawtooth Lattice with a Flat Band
• Detecting degenerate bands topological invariants in optical lattice
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• Floquet engineering with spatially non-uniform driving fields