自旋-轨道耦合自旋-1玻色-爱因斯坦凝聚流在塞曼场的存在下通过障碍

Qing-Li Zhu, L. Pan, Jin An
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引用次数: 3

摘要

研究了受移动障碍物干扰的线性塞曼磁场(ZF)下Rashba自旋-轨道耦合自旋-1铁磁玻色-爱因斯坦凝聚体的动力学。分析了不同情况下的波戈留博夫激励谱和相应的临界激励。研究了运动障碍物产生的无芯涡和反涡的结构。当沿x方向施加ZF时,正涡(反涡)的三个分量的涡核可以排列成一条垂直线,随着自旋-轨道耦合的增加,它们的顺序会颠倒。当ZF平行于z方向时,即使有静态障碍物也能诱发类似天幕子的涡旋基态。当障碍物以相对较小的速度移动时,这种拓扑结构也是动态稳定的。
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Spin-orbit-coupled spin-1 Bose-Einstein-condensate flow past an obstacle in the presence of a Zeeman field
We study the dynamics of a Rashba spin-orbit coupled spin-1 ferromagnetic Bose-Einstein condensate under a linear Zeeman magnetic field(ZF) disturbed by a moving obstacle. The Bogoliubov excitation spectrums and corresponding critical excitations in different situations are analyzed. The structure of the coreless vortex or antivortex generated by the moving obstacle has been investigated. When the ZF is applied along x direction, the vortex cores for the three components of a(an) vortex(antivortex) could be arranged into a vertical line, and their order would be reversed as the spin-orbit coupling increases. When the ZF is parallel to z direction, a skyrmion-like vortex ground state could be induced even by a static obstacle. This topological structure is also found to be dynamically stable if the obstacle is moving at a relatively small velocity.
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