Luogo: link Teams https://teams.microsoft.com/l/meetup-join/19:meeting_Nzc4MWRiZjktZTg5My00NjVlLWJlOTYtM2NlMjRlMGQwZDUz@thread.v2/0?context=%7B%22Tid%22:%22bb064bc5-b7a8-41ec-babe-d7beb3faeb1c%22,%22Oid%22:%22254a1758-08bb-49d2-b042-cceadc35b8e4%22%7D Relatore: David Guéry-OdelinUniversité Paul Sabatier, Toulouse, France E-mail organizzatore: raffaella.burioni@unipr.it Abstract: In this talk, I propose to focus on two recent experimental results of our team obtained by shaking a Bose Einstein condensate in an optical lattice: 1) In the first part, I will focus the discussion on the production of s-wave scattering halos from collisions between the momentum components of a Bose–Einstein condensate released from an optical lattice which provides an interesting example of matter-wave duality. I will report on the methods we have developed to engineer those halos [1]. More generally, we will explain a strategy to produce arbitrary quantum states using optimal control theory [2]. 2) In the second part, I will focus on quasi-resonant modulation of the lattice depth to observe a quantum chaos transport mechanism called chaos-assisted tunneling. Under such a modulation, the classical phase space exhibits stable islands surrounded by a large chaotic sea. The coupling between islands is mediated by delocalized Floquet states that spread over the chaotic sea. As a result, the transport between the islands exhibit sharp resonances where the tunneling rate varies by orders of magnitude over a short range of parameters. We experimentally demonstrate and characterize these resonances for the first time in a quantum system. This opens the way to new kinds of quantum simulations with long-range transport [3,4]. Bibliography: [1] G. Chatelain, N. Dupont, M. Arnal, B. Brunaud, J. Billy, B. Peaudecerf, P. Schlagheck and D. Guéry-Odelin, New Journal of Physics 22, 123032 (2020). [2] N. Dupont et al., in preparation [3] M. Arnal, G. Chatelain, M. Martinez, N. Dupont, O. Giraud, D. Ullmo, B. Georgeot, G. Lemarié, J. Billy and D. Guéry-Odelin, Science Advances 6, eabc4486 (2020). [4] M. Martinez, O. Giraud, D. Ullmo, J. Billy, D. Guéry-Odelin, B. Georgeot, and G. Lemarié, arXiv:2011.02557v1 [quant-ph]