The Anisotropy of Dipolar Condensate in One-Dimensional Optical Lattices

Abstract

The anisotropy of dipole-dipole interaction is revealed by energy band, tunneling dynamics and stabilities of a dipolar condensate in one-dimensional optical lattices. It is demonstrated that the Bloch band structure, the tunneling rate between Bloch bands and the stabilities of Bloch states can be controlled by adjusting the effective aspect ratio of the condensate and the dipolar orientation.

The dynamics of three coupled dipolar Bose—Einstein condensates

“…If the values of q υ and p are carried out for some certain τ ≤ τ * explicitly, the energy for A i is obtained by formulas (28),…”

“…They found that the tunneling rate between Bloch bands, the Bloch band structure, and the stabilities of it can be controlled by adjusting the effective aspect ratio of the condensate and the dipolar orientation. [28] In Ref. [29], the matterwave interference was studied in an axial triple-well optical dipole trap and the local field distribution functions of up-spins for systems of dipolar interaction with particular emphasis on Ising-type lattice systems was investigated systematically in Ref.…”