Physical Review Letters · 2006 · 175 citations · 18 references
Natural SciencesPhysicsCondensed Matter PhysicsDynamical SystemsQuantum MechanicsCold Atom PhysicsCritical PhenomenaPhase TransitionsStates Of MatterStrongly Correlated Electron SystemsBose-einstein CondensationOrder Parameter AnalysisOrder Parameter TheoryOrder-parameter DynamicsQuantum CriticalityStrongly Interacting Fermi Gases
We analyze the dynamics of a condensate of ultracold atomic fermions following an abrupt change of the pairing strength. At long times, the system goes to a nonstationary steady state, which we determine exactly. The superfluid order parameter asymptotes to a constant value. We show that the order parameter vanishes when the pairing strength is decreased below a certain critical value. In this case, the steady state of the system combines properties of normal and superfluid states -- the gap and the condensate fraction vanish, while the superfluid density is nonzero.
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