搜索

x
中国物理学会期刊

自旋-轨道耦合玻色-爱因斯坦凝聚体中的相互作用效应

Interaction Effects in Spin-Orbit-Coupled Bose-Einstein Condensates

PDF
导出引用
  • 自旋-轨道耦合(spin-orbit coupling,SOC)可以使粒子的内部自由度与外部运动自由度产生关联,并显著影响单粒子的色散关系,是研究新奇宏观量子态和非平庸超流态的重要手段。与固体材料中天然固有的SOC不同,冷原子体系中的SOC可通过原子与光场之间的相互作用实现,具有较高的可操控性,从而为量子模拟提供了重要平台。本文从相互作用效应的角度综述自旋-轨道耦合玻色-爱因斯坦凝聚体(spin-orbit-coupling Bose-Einstein condensate,SOC-BEC)的理论进展。首先介绍冷原子体系中SOC的基本实现方式及一维拉曼型SOC对单粒子色散谱的影响,指出在一维SOC-BEC中单粒子基态可在非零动量处发生二重简并。随后讨论短程相互作用对体系基态相的影响,分析了由此呈现出的基态相图特征,以及条纹相、平面波相和零动量相之间的相变,同时还介绍了基态相的低能激发谱与宏观动力学响应的关键特征,以及真实实验条件下量子涨落、有限温度和有限尺寸效应对以上性质的修正。接下来继续综述长程相互作用对体系基态结构、空间密度调制、自组织结构、自旋纹理以及超固体相稳定性的影响。总体而言短程相互作用和长程相互作用共同影响SOC-BEC的基态、低能激发和动力学行为,并为研究条纹相的超固体特征、长程相互作用主导的超固体相及相关拓扑结构,以及在实验上探测这些相提供了可调控的量子气体平台。

     

    Spin-orbit coupling (SOC) intrinsically couples the internal spin degrees of freedom of atoms with their center-of-mass motion and profoundly shapes the single-particle dispersion, providing a highly controllable platform for exploring unconventional quantum phases in ultracold gases. Unlike intrinsic SOC in condensed-matter systems, synthetic SOC in ultracold atoms can be engineered through atom-light interactions. This review summarizes recent progress in spin-orbit-coupled Bose-Einstein condensates (SOC-BECs) with a distinct focus on interaction effects. We systematically discuss how short-range and long-range interactions affect the ground-state structures, low-energy excitations, superfluid properties, and dynamical responses of SOC-BECs, while also considering the roles of quantum fluctuations, finite temperature, and finite-size effects. We first outline the realization of synthetic SOC and its impact on single-particle dispersion. In onedimensional Raman-induced SOC systems, the lower dressed band can develop two degenerate minima at finite momenta, providing the basis for interaction-driven many-body phases. Short-range contact interactions dictate the occupation and coherent superposition of these minima, driving quantum phase transitions among stripe, plane-wave, and zero-momentum phases. Their characteristic signatures include anisotropic sound propagation, roton-like softening at finite momentum, modified collective modes, and anisotropic superfluid responses. We also discuss how quantum fluctuations, finite temperature and finitesize effects modify the ideal zero-temperature mean-field phase diagram, such as phase boundaries and experimentally observable responses. We then examine SOC-BECs with long-range interactions, focusing on dipole-dipole and Rydbergdressed soft-core interactions. Their nonlocal character makes the system energy dependent on the relative arrangement of different spatial regions, leading to spatial density modulation, self-organized structures, spin textures, and topological configurations. In dipolar systems, quantum fluctuations can provide an additional stabilization mechanism for quantum droplets and supersolid structures, while recent studies of two-dimensional dipolar SOC-BECs have revealed topological supersolid states involving meron-like and skyrmion-like spin textures. These developments can be understood within a common physical picture in which SOC reshapes the single-particle dispersion, while interactions and quantum fluctuations jointly determine the ground-state structure, stability, excitation properties, and dynamical behaviour. A central perspective of this review is that periodic density modulation alone is insuffcient to establish genuine supersolidity. Reliable identification requires combining static density and coherence measurements with low-energy excitation spectra, structure factors, collective responses, superfluid observables, and nonequilibrium dynamics. Finally, we outline future directions, highlighting the need to explore higher-dimensional SOC platforms and investigate finite-temperature dynamics. Crucially, future efforts must bridge the quantitative gap between theoretical predictions and experimentally accessible dynamical observables.

     

    目录

    /

    返回文章
    返回