弯曲几何中的量子漩涡

A. Tononi, L. Salasnich, A. Yakimenko
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引用次数: 0

摘要

控制量子系统的几何和拓扑结构对于推进新型量子技术至关重要。这项研究综述了最近人们对原子玻色-超稳定凝聚态(BECs)中量子涡旋受弯曲几何约束的行为的看法。我们强调了曲率对凝聚态密度和相位分布的重要影响,尤其是在不同角动量态的准一维波导中。我们讨论了密度耦合环形凝聚态之间量化涡度的工程周期性传输。在垂直堆叠的环形凝聚态系统中,说明了弯曲几何在塑造长原子约瑟夫森结中旋转约瑟夫森涡旋动力学中的重要作用。在耦合环系统中控制产生旋转约瑟夫森漩涡的不同方法,在具有圆柱几何形状的壳形 BEC 中形成长寿命漩涡配置的背景下进行了描述。还讨论了在弯曲几何结构中探索涡旋的未来方向,以及对量子信息处理和传感技术的影响。
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Quantum Vortices in Curved Geometries
The control over the geometry and topology of quantum systems is crucial for advancing novel quantum technologies. This work provides a synthesis of recent insights into the behaviour of quantum vortices within atomic Bose-Einstein condensates (BECs) subject to curved geometric constraints. We highlight the significant impact of the curvature on the condensate density and phase distribution, particularly in quasi-one-dimensional waveguides for different angular momentum states. An engineered periodic transport of the quantized vorticity between density-coupled ring-shaped condensates is discussed. The significant role of curved geometry in shaping the dynamics of rotational Josephson vortices in long atomic Josephson junctions is illustrated for the system of vertically stacked toroidal condensates. Different methods for the controlled creation of rotational Josephson vortices in coupled ring systems are described in the context of the formation of long-lived vortex configurations in shell-shaped BECs with cylindrical geometry. Future directions of explorations of vortices in curved geometries with implications for quantum information processing and sensing technologies are discussed.
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