论文标题
增强了相同微环谐振器线性链的洪 - 摩曼德歧管和功绩数字
Enhanced Hong-Ou-Mandel Manifolds and figures of merit for linear chains of identical micro-ring resonators
论文作者
论文摘要
我们为线性链中任意数量的任何数量相同的微环谐振器（MRRS）提供了Hong-Ou-Mandel（HOM）曲线的精确分析表达。我们研究了此HOM曲线的极端稳定性，表明MRR线性阵列中的HOM效应非常强大。我们进一步使用此表达式来得出MRR线性链的HOM曲线的三个功绩：最小tau值（$τ_{C} $），曲率（$ \ barξ_n$）和$ 5 \％$ $ $ $ $ $ $ $ $ $ $ $ $ $ $我们推广这些指标，以表征MRR的各种线性链的利弊，并为设计和制造提供信息。
We present an exact analytic expression for the Hong-Ou-Mandel (HOM) curve for any number of identical Micro-Ring Resonators (MRRs) in a linear chain. We investigate the extreme stability of this HOM curve, showing that the HOM effect in linear arrays of MRRs is highly robust. We further use this expression to derive three figures of merit for the HOM curve of linear chains of MRRs: the minimum tau value ($τ_{c}$), the curvature ($\barξ_N$), and the $5\%$ tolerance in tau ($δτ_{N}$). We promote these metrics to characterize the pros and cons of various linear chains of MRRs and inform design and fabrication.
