束缚光子对的边缘态:拓扑和相互作用

M. Gorlach, A. Poddubny
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引用次数: 0

摘要

我们讨论了两种情况下一维非线性光学腔阵列支持的束缚光子对的体态和边缘态:(i)由具有两种隧穿常数和现场kerr型非线性的相同腔组成的二聚体阵列;(ii)具有现场非线性和最近邻非线性相互作用的相同空腔的简单阵列。结果表明,这两种结构都能支持相互作用诱导的束缚光子对边缘态。我们分析了这些奇异态的性质,从而为新兴的非线性拓扑光子学领域提供了见解。
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Edge states of bound photon pairs: Topology and interactions
We discuss bulk and edge states of bound photon pairs supported by the one-dimensional array of nonlinear optical cavities for the two scenarios: (i) dimer array consisting of identical cavities with the two types of tunneling constants and with on-site Kerr-type nonlinearity; (ii) simple array of identical cavities with both on-site nonlinearity and nearest neighbor nonlinear interaction. It is demonstrated that both structures can support interaction-induced edge states of bound photon pairs. We analyze the properties of such exotic states thus providing the insights into the emerging field of nonlinear topological photonics.
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