分叉
孤子
物理
非线性系统
光纤激光器
混乱的
傅里叶变换
复杂动力学
极化(电化学)
瞬态(计算机编程)
光纤
分子
激光器
计算机模拟
偏振控制器
耗散孤子
光学
非线性光学
调制(音乐)
脉冲整形
纤维
分子物理学
霍普夫分叉
非线性动力系统
经典力学
分岔理论
量子光学
数值分析
倍周期分岔
量子力学
自相位调制
鞍结分岔
作者
Qianyu Hu,Jienan Wei,Dongdong Han,Zixuan Li,Kaili Ren,Jiewei Jiang,Tiantian Li,Zhanqiang Hui
标识
DOI:10.1109/jlt.2026.3666934
摘要
The period-doubling bifurcation, which marks a transition from steady states to chaotic regimes, has been widely studied both theoretically and experimentally. However, the complex nonlinear dynamical phenomena underlying these transitions remain to be fully investigated. In this paper, the complex dynamics of pulsating period-doubled soliton molecules (PDSMs) were experimentally and numerically investigated in a passively mode-locked fiber laser. Two distinct pulsating period-doubled soliton molecules (PDSMs) were experimentally generated by adjusting the polarization controller (PC), including the single-period and double-period varieties. Transient pulsating characteristics of these soliton molecules were captured using dispersive Fourier transform technique, revealing the presence of multiple energy modulation periods in PDSMs. Numerical simulations reproduced the interplay of multiple bifurcation behaviors, which was in good agreement with the experimental observations. These findings provide new insights into complex bifurcation phenomena, offering valuable perspectives for nonlinear science and applications.
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