论文标题

在四个维度上实现原子量子厅系统

Realization of an atomic quantum Hall system in four dimensions

论文作者

Bouhiron, Jean-Baptiste, Fabre, Aurélien, Liu, Qi, Redon, Quentin, Mittal, Nehal, Satoor, Tanish, Lopes, Raphael, Nascimbene, Sylvain

论文摘要

现代冷凝物理物理学依赖于拓扑概念来对物质进行分类,从量子厅系统到拓扑绝缘子。从合成维度中受益的工程系统可能会访问维度$ d> 3 $的新型拓扑状态。我们报告了在四个维度(4D)中演变的原子量子厅系统的实现,其中有两个空间维度和两个合成的尺寸,其中两个综合尺寸在dyprosprosium原子的大旋转中编码。通过测量量化的电磁非线性响应并观察各向异性高缘模式,可以证明非平凡的拓扑结构。我们还激发了非平面回旋运动运动,与$ d \ leq3 $中的圆形当量形成对比。我们的工作开始研究4D概括分数量子厅状态中强相关的拓扑液体。

Modern condensed matter physics relies on the concept of topology to classify matter, from quantum Hall systems to topological insulators. Engineered systems, benefiting from synthetic dimensions, can potentially give access to novel topological states predicted in dimensions $D > 3$. We report the realization of an atomic quantum Hall system evolving in four dimensions (4D), with two spatial dimensions and two synthetic ones encoded in the large spin of dysprosium atoms. The non-trivial topology is evidenced by measuring a quantized electromagnetic non-linear response and observing anisotropic hyperedge modes. We also excite non-planar cyclotron motion, contrasting with its circular equivalents in $D\leq3$. Our work opens to the investigation of strongly-correlated topological liquids in 4D generalizing fractional quantum Hall states.

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