手性腔中的新兴霍尔丹模型和光子-沟谷锁定

Liu Yang, Qing-Dong Jiang
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引用次数: 0

摘要

在实际材料中实现霍尔丹的拓扑石墨烯模型面临着巨大挑战。在此,我们建议利用参考文献[Phys. Rev. Lett 126, 153603 (2021)]中详述的渐近解耦框架,通过将石墨烯嵌入手性空腔来实现这一模型。[此外,我们还介绍了一种在该系统中实现谷极化的平衡策略,并打破了 C2 对称性。通过数值方法,我们量化了光子数量与布洛赫电子的锁定,并计算了拓扑引起的谷光子失衡。此外,我们还阐明了拓扑相变的特征是带间激发时光子数的符号变化。这些发现凸显了利用空腔量子波动来设计特定于山谷和拓扑的电子和光子特性的巨大潜力,尤其是在强光-物质耦合领域。
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Emergent Haldane Model and Photon-Valley Locking in Chiral Cavities
The realization of Haldane's topological graphene model in practical materials has presented significant challenges. Here, we propose achieving this model by embedding graphene in chiral cavities, using the asymptotically decoupled framework detailed in Ref. [Phys. Rev. Lett. 126, 153603 (2021)]. Additionally, we introduce an equilibrium strategy for achieving valley polarization in this system with C2-symmetry breaking. Through numerical methods, we quantify the locking of photon numbers with Bloch electrons and calculate the topology-induced imbalance of valley photons. Furthermore, we elucidate that topological phase transition is characterized by the sign change of photon numbers during interband excitation. These findings underscore the remarkable potential of utilizing cavity quantum fluctuations to engineer electronic and photonic properties specific to valleys and topologies, particularly within the realm of strong light-matter coupling.
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