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Structure of two-component Bose-Einstein condensates with respective vortex-antivortex superposition states

机译:双组分玻色 - 爱因斯坦凝聚体的结构   涡旋 - 反旋叠叠加态

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摘要

We investigate the phase structure of two-component Bose-Einstein condensates(BECs) with repulsive intra- and interspecies interactions in the presence ofrespective vortex-antivortex superposition states (VAVSS). We show thatdifferent winding numbers of vortex and antivortex and different intra- andinterspecies interaction strengths may lead to different phase configurations,such as fully separated phases, inlaid separated phases, asymmetric separatedphase, and partially mixed phases, where the density profile of each componentdisplays a petal-like (or modulated petal-like) structure. A phase diagram isgiven for the case of equal unit winding numbers of the vortex and antivortexin respective components, and it is shown that conventional criterion for phaseseparation of two-component BECs is not applicable for the present system dueto the VAVSS. In addition, our nonlinear stability analysis indicates that thetypical phase structures of two-component BECs with VAVSS allow to be detectedin experiments. Moreover, for the case of unequal winding numbers of the vortexand antivortex in respective components, we find that each component in any ofthe possible phase structures is in a cluster state of vortices andantivortices, where the topological defects appear in the form of singlyquantized visible vortex, or hidden vortex, or ghost vortex, depending on thespecific parameters of the system. Finally, a general rule between thevortex-antivortex cluster state and the winding numbers of vortex andantivortex is revealed.
机译:我们研究了在存在涡旋-反涡旋叠加态(VAVSS)的情况下具有排斥力的种间和种间相互作用的两组分玻色-爱因斯坦凝聚物(BEC)的相结构。我们表明,不同的涡旋和反涡旋缠绕数以及不同的种间和种间相互作用强度可能导致不同的相构型,例如完全分离的相,镶嵌分离的相,不对称分离的相和部分混合的相,其中每个成分的密度分布显示出花瓣状(或调制花瓣状)结构。给出了在各个分量中的涡旋和反涡旋的单位绕组数相等的情况下的相位图,并且示出了由于VAVSS,用于二分量BEC的相分离的常规标准不适用于本系统。此外,我们的非线性稳定性分析表明,具有VAVSS的两组分BEC的典型相结构可以在实验中检测到。此外,对于各个分量中涡旋和反涡旋的绕组数不相等的情况,我们发现任何可能的相结构中的每个分量都处于涡旋和反涡旋的簇状状态,其中拓扑缺陷以单量化可见涡旋的形式出现,或隐藏涡流或重影涡流,具体取决于系统的特定参数。最后,揭示了涡旋-反涡旋簇状态与涡旋和反涡旋缠绕数之间的一般规则。

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