Optimizing persistent currents in a ring-shaped Bose-Einstein condensate using machine learning
Simeon Simjanovski, Guillaume Gauthier, Matthew J. Davis, Halina Rubinsztein-Dunlop, and Tyler W. Neely, Phys. Rev. A 108, 063306 – Published 6 December 2023
We demonstrate a method for generating persistent currents in Bose-Einstein condensates by using a Gaussian process learner to experimentally control the stirring of the superfluid. The learner optimizes four different outcomes of the stirring process: (O.I) targeting and (O.II) maximization of the persistent current winding number and (O.III) targeting and (O.IV) maximization with time constraints. The learner optimizations are determined based on the achieved winding number and the number of spurious vortices introduced by stirring. We find that the learner is successful in optimizing the stirring protocols, although the optimal stirring profiles vary significantly depending strongly on the choice of cost function and scenario. These results suggest that stirring is robust and persistent currents can be reliably generated through a variety of stirring approaches.