Abstract
We investigate the formation of discrete breathers (DBs) and the dynamics of the mixture of two-species Bose-Einstein condensates (BECs) in open boundary optical lattices using the discrete nonlinear Schrödinger equations. The results show that the coupling of intra- and interspecies interaction can lead to the existence of pure single-species DBs and symbiotic DBs (i.e., two-species DBs). Furthermore, we find that there is a selective distillation phenomenon in the dynamics of the mixture of two-species BECs. One can selectively distil one species from the mixture of two-species BECs and can even control dominant species fraction by adjusting the intra- and interspecies interaction in optical lattices. Our selective distillation mechanism may find potential application in quantum information storage and quantum information processing based on multi-species atoms.
Highlights
We numerically investigate the formation of discrete breathers (DBs) in two-species Bose-Einstein condensates (BECs) inside open optical lattices using the discrete nonlinear Schrödinger equations (DNLSEs)
We explore the dynamics of the mixture in two-species BECs with a pure single-species DB in open optical lattices
We start our study with the following coupled Gross-Pitaevskii equations (GPEs) describing the dynamics of the two-species BECs52–54 iħ
Summary
The formation of DBs in two-species BECs (N1 = N2) in open optical lattices can be investigated systematically by introducing the initial effective mean-field intra- and interspecies interactions per site as[28,29]
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