论文标题
在不对称驱动的耗散光子玻色 - 哈贝二聚体中的自动脉动和混乱：分叉分析
Self-pulsing and chaos in the asymmetrically-driven dissipative photonic Bose-Hubbard dimer: A bifurcation analysis
论文作者
论文摘要
我们对不对称驱动的耗散性玻色粘合剂二聚体模型中出现的时间动力学进行了系统的研究。该模型成功地描述了线性耦合的Kerr共振器中光子双原子分子的非线性动力学，并被单个激光束一致激发。这种时间动态包括自动振荡，振荡状态的时期振荡，混乱动力学和尖峰。使用分叉分析，已经对不同的状态和动力学制度进行了彻底表征。该分析使我们能够确定主要不稳定性，即分叉，负责先前所陈述的动力学的出现。
We perform a systematic study of the temporal dynamics emerging in the asymmetrically driven dissipative Bose-Hubbard dimer model. This model successfully describes the nonlinear dynamics of photonic diatomic molecules in linearly coupled Kerr resonators coherently excited by a single laser beam. Such temporal dynamics include self-pulsing oscillations, period doubled oscillatory states, chaotic dynamics, and spikes. The different states and dynamical regimes have been thoroughly characterized using bifurcation analysis. This analysis has allowed us to identify the main instabilities, i.e. bifurcations, responsible for the appearance of the previously stated dynamics.
