ERA-NET Cofund QuantERA (Stage 2) - QuantERA (Stage 2) 2018

Controle de corrélations EPR et Bell dans des condensats de Bose-Einstein – CEBBEC

Controlling EPR and Bell correlations in Bose-Einstein condensates

We combine, quantum information theory, Bose-Einstein condensates and atom interferometry to create, detect and exploit Einstein-Podolsky-Rosen and Bell entanglement in Bose-Einstein condensates. These represent much stronger forms of entanglement than the correlations created so far and are largely unexplored. Our purpose is both to gain a deeper understanding of quantum information in many body systems as well as to develop practical approaches for manipulating and exploiting it.

To gain a deeper understanding of quantum information in many body systems as well as to develop practical approaches for manipulating and exploiting it.

The main targets are (i) to take advantage of this type of quantum correlation, (ii) to implement device-independent entanglement witnesses, (iii) to explore fundamental aspects of quantum mechanics, and (iv) to realize proof-of-principle implementations of quantum information and quantum measurement protocols with atomic many-body systems.

The CEBBEC project is undertaking several parallel investigations of entangled atoms and their possible use in quantum metrology. On the experimental front, both the LCF group in Palaiseau France and the LUH group in Hannover, Germany have succeeded in producing entangle atoms with spatial separations. They each used experimental protocols developed in their respective groups. The LCF group produced pairs of atoms which will be appropriate for a Bell inequality test, while the LUH group produced clouds of many atoms which will allow tests of entanglement with larger samples. This work was carried out with the collaboration of the BILBAO group. The TUW group has published a method of producing entangled samples using double well potentials on an atom chip an experimental work is proceeding to realise this idea. The LCF group also published an intermediate result concerning the observed statistics of their atom pair source. They show that the statistics are thermal and account very well for the observed contrast in their atomic Hong-Ou-Mandel experiment. The original experiment from 2015 was repeated recently to confirm the predicted contrast.

The consortium has been concentrating on experimental and theoretical methods to realize and exploit multipartite entanglement in atomic systems to improve atom interferometry protocols. Since the beginning of the project the experimental groups have successfully demonstrated two protocols for realizing entangled, and spatially separated atomic ensembles. Bell inequality and Einstein Rosen Podolsky tests are being planned and should be implemented by the end of the project. The theoretical groups have been working on advanced methods to take advantage of these quantum correlations, and the development of sophisticated techniques to characterize and quantify the entanglement. The consortium is collectively working towards using these ideas to improve the performance of atom interferometers.

On the experimental front, we have succeeded in producing entangled atoms with spatial separations. The LCF group produced pairs of atoms which will be appropriate for a Bell inequality test, while the LUH group produced clouds of many atoms which will allow tests of entanglement with larger samples. The TUW in Vienna group has published a method of producing entangled samples using double well potentials on an atom chip an experimental work is proceeding to realise this idea. The LCF group also published an intermediate result concerning the observed statistics of their atom pair source. They show that the statistics are thermal and account very well for the observed contrast in their atomic Hong-Ou-Mandel experiment.

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2. K. Lange, J. Peise, B. Lücke, I.Kruse, G. Vitagliano, I. Apellaniz, M. Kleinmann, G. Toth, C. Klempt, Entanglement between two spatially separated atomic modes, Science 360, 416 (2018).
3. M. Gessner, L. Pezze, A. Smerzi, A, DOI: 10.1103/PhysRevLett.121.130503 (2018), «Sensitivity Bounds for Multiparameter Quantum Metrology«.
4. M. Pigneur, T. Berrada, M. Bonneau, T. Schumm, E. Demler, J. Schmiedmayer, Phys. Rev. Lett., 120, 173601 (2018), «Relaxation to a Phase-locked Equilibrium State in a One-dimensional Bosonic Josephson Junction«.
5. M. Bonneau, W. Munro, K. Nemoto, J. Schmiedmayer, Phys. Rev. A 98, 033608 (2018) « Characterizing twin-particle entanglement in double-well potentials«.
6. G. Vitagliano, G. Colangelo, F. Martin Ciurana, M. W. Mitchell, R. J. Sewell, and G. Tóth, «Entanglement and extreme planar spin squeezing«, Phys. Rev. A 97, 020301(R) (2018); arXiv:1705.09090.
7. G. Tóth and T. Vértesi, «Quantum states with a positive partial transpose are useful for metrology«, Phys. Rev. Lett. 120, 020506 (2018); arXiv:1709.03995.
8. E. P. Blair, G. Tóth, C. S. Lent, «Entanglement loss in molecular quantum-dot qubits due to interaction with the environment«, J. Physics: Cond. Mat. 30, 195602 (2018); arXiv:1702.06051.
9. M. Perrier, Z. Amodjee, P. Dussarrat, A. Darreau, A. Aspect, M. Cheneau, D. Boiron, C. I. Westbrook, Scipost 7, 002 (2019), arXiv:1904.04135, «Thermal counting statistics in an atomic two mode squeezed state.«
10. A. Niezgoda, Chwedenczuk, J. Pezze, L., Smerzi, A., DOI: 10.1103/PhysRevA.99.062115 (2019), «Detection of Bell correlations at finite temperature from matter-wave interference fringes«
11. M. Gessner, Smerzi, A.u Pezze, L. DOI: 10.1103/PhysRevLett.122.090503 (2019), «Metrological Nonlinear Squeezing Parameter«

Coordination du projet

Christoph Westbrook (Laboratoire Charles Fabry)

L'auteur de ce résumé est le coordinateur du projet, qui est responsable du contenu de ce résumé. L'ANR décline par conséquent toute responsabilité quant à son contenu.

Partenariat

INO-CNR Consiglio Nazionale delle Ricerche
TUW Technische Universität Wien
LUH Institut für Quantenoptik, Universität Hannover
BILBAO University of the Banque Country
IOGS-LCF Laboratoire Charles Fabry

Aide de l'ANR 202 193 euros
Début et durée du projet scientifique : avril 2018 - 36 Mois

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