Bar-Gill, N., Rao, D. & Kurizki, G. Creating nonclassical states of Bose-Einstein condensates by dephasing collisions. Physical review letters 107, (2011).
AbstractWe show, using an exactly solvable model, that nonlinear dynamics is induced in a double-well {Bose-Einstein} condensate {(BEC)} by collisions with a thermal reservoir. This dynamics can facilitate the creation of phase or number squeezing and, at longer times, the creation of macroscopic nonclassical superposition states. Enhancement of these effects is possible by loading the reservoir atoms into an optical lattice.
Bar-Gill, N., Gross, C., Mazets, I., Oberthaler, M. & Kurizki, G. Einstein-Podolsky-Rosen correlations of ultracold atomic gases.
Physical review letters 106, (2011).
AbstractWe demonstrate that collective continuous variables of two species of trapped ultracold bosonic gases can be {Einstein-Podolsky-Rosen-correlated} (entangled) via inherent interactions between the species. We propose two different schemes for creating these correlations–a dynamical scheme and a static scheme analogous to two-mode squeezing in quantum optics. We quantify the correlations by using known measures of entanglement and study the effect of finite temperature on these quantum correlations.
Gross, C., et al. Atomic homodyne detection of continuous-variable entangled twin-atom states. Nature 480, 219-223 (2011).
Publisher's VersionAbstractHistorically, the completeness of quantum theory has been questioned using the concept of bipartite continuous-variable entanglement. The non-classical correlations (entanglement) between the two subsystems imply that the observables of one subsystem are determined by the measurement choice on the other, regardless of the distance between the subsystems. Nowadays, continuous-variable entanglement is regarded as an essential resource, allowing for quantum enhanced measurement resolution, the realization of quantum teleportation and quantum memories, or the demonstration of the {Einstein-Podolsky-Rosen} paradox. These applications rely on techniques to manipulate and detect coherences of quantum fields, the quadratures. Whereas in optics coherent homodyne detection of quadratures is a standard technique, for massive particles a corresponding method was missing. Here we report the realization of an atomic analogue to homodyne detection for the measurement of matter-wave quadratures. The application of this technique to a quantum state produced by spin-changing collisions in a {Bose-Einstein} condensate reveals continuous-variable entanglement, as well as the twin-atom character of the state. Our results provide a rare example of continuous-variable entanglement of massive particles. The direct detection of atomic quadratures has applications not only in experimental quantum atom optics, but also for the measurement of fields in many-body systems of massive particles.
Bhaktavatsala Rao, D., Bar-Gill, N. & Kurizki, G. Generation of macroscopic superpositions of quantum states by linear coupling to a bath. Physical review letters 106, (2011).
AbstractWe demonstrate through an exactly solvable model that collective coupling to any thermal bath induces effectively nonlinear couplings in a quantum many-body (multispin) system. The resulting evolution can drive an uncorrelated large-spin system with high probability into a macroscopic quantum-superposition state. We discuss possible experimental realizations.