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Quantum simulation of exotic PT-invariant topological nodal loop bands with ultracold atoms in an optical lattice

机译:光学晶格中超冷原子的奇异pT不变拓扑节点环带的量子模拟

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摘要

© 2016 American Physical Society.Since the well-known PT symmetry has its fundamental significance and implication in physics, where PT denotes a joint operation of space inversion P and time reversal T, it is important and intriguing to explore exotic PT-invariant topological metals and to physically realize them. Here we develop a theory for a different type of topological metals that are described by a two-band model of PT-invariant topological nodal loop states in a three-dimensional Brillouin zone, with the topological stability being revealed through the PT-symmetry-protected nontrivial Z2 topological charge even in the absence of both P and T symmetries. Moreover, the gapless boundary modes are demonstrated to originate from the nontrivial topological charge of the bulk nodal loop. Based on these exact results, we propose an experimental scheme to realize and to detect tunable PT-invariant topological nodal loop states with ultracold atoms in an optical lattice, in which atoms with two hyperfine spin states are loaded in a spin-dependent three-dimensional optical lattice and two pairs of Raman lasers are used to create out-of-plane spin-flip hopping with site-dependent phase. It is shown that such a realistic cold-atom setup can yield topological nodal loop states, having a tunable band-touching ring with the twofold degeneracy in the bulk spectrum and nontrivial surface states. The nodal loop states are actually protected by the combined PT symmetry and are characterized by a Z2-type invariant (or topological charge), i.e., a quantized Berry phase. Remarkably, we demonstrate with numerical simulations that (i) the characteristic nodal ring can be detected by measuring the atomic transfer fractions in a Bloch-Zener oscillation; (ii) the topological invariant may be measured based on the time-of-flight imaging; and (iii) the surface states may be probed through Bragg spectroscopy. The present proposal for realizing topological nodal loop states in cold-atom systems may provide a unique experimental platform for exploring exotic PT-invariant topological physics.
机译:©2016美国物理学会。由于众所周知的PT对称性在物理学中具有根本的意义和含义,其中PT表示空间反转P和时间反转T的联合运算,因此探索奇特的PT不变拓扑金属非常重要且令人着迷。并实际实现它们。在这里,我们为另一种拓扑金属开发了一种理论,该理论由二维布里渊区中PT不变拓扑结环状态的两波段模型描述,并且通过PT对称保护来揭示拓扑稳定性即使在不存在P和T对称性的情况下,Z2拓扑电荷也很重要。此外,无间隙边界模式被证明源自本体节点环的非平凡拓扑电荷。基于这些精确的结果,我们提出了一种实验方案,用于实现和检测光学晶格中具有超冷原子的可调PT不变拓扑结环状态,其中具有两个超精细自旋态的原子被加载到与自旋有关的三维空间中光学晶格和两对拉曼激光被用来产生具有与位置有关的相位的平面外自旋跳变。结果表明,这种现实的冷原子装置可以产生拓扑结环状态,具有可调谐的带接触环,在本体光谱和非平凡的表面状态中具有两倍的简并度。节点回路状态实际上受组合的PT对称性保护,并以Z2型不变(或拓扑电荷)即量化的Berry相为特征。值得注意的是,我们通过数值模拟证明了:(i)通过测量Bloch-Zener振荡中的原子转移分数可以检测特征性的节环; (ii)可以基于飞行时间成像来测量拓扑不变性; (iii)可以通过布拉格光谱法探测表面状态。在冷原子系统中实现拓扑结环状态的当前建议可以为探索奇异的PT不变拓扑物理提供一个独特的实验平台。

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