论文标题

零分散状态中的微孔子孤子频率梳子

Microresonator Soliton Frequency Combs in the Zero-Dispersion Regime

论文作者

Zhang, Shuangyou, Bi, Toby, Del'Haye, Pascal

论文摘要

芯片尺度的光学频率梳子引起了重大的研究兴趣,可用于从精确光谱到电信通道发生器和激光雷达系统的应用。在时间域中,基于微孔子的频率梳子对应于自稳定的孤子脉冲。在两个不同的机制中,微孔子已经证明在正常分散体状态下会发出明亮的孤子或黑暗孤子(在明亮的背景信号中的黑暗时间短)。在这里,我们研究了零组速度分散(GVD)方案中连续波激光驱动的孤子产生的动力学,以及在频谱越过不同分散体方面的孤子产生的动力学。在测量值中,观察到具有多峰结构(孤子分子)的零分散孤子,具有独特且可预测的光谱信封,这是谐振器五阶分散的结果。数值模拟和分叉结构的分析与观察到的孤子状态非常吻合。这是对孤子产生的第一个观察结果,该观察受到五阶分散体的约束,该分散体可以在超快光学,电信系统和光谱谱图中应用。

Chip-scale optical frequency combs have attracted significant research interest and can be used in applications ranging from precision spectroscopy to telecom channel generators and lidar systems. In the time domain, microresonator based frequency combs correspond to self-stabilized soliton pulses. In two distinct regimes, microresonators have shown to emit either bright solitons in the anomalous dispersion regime or dark solitons (a short time of darkness in a bright background signal) in the normal dispersion regime. Here, we investigate the dynamics of continuous-wave-laser-driven soliton generation in the zero-group-velocity-dispersion (GVD) regime, as well as the generation of solitons that are spectrally crossing different dispersion regimes. In the measurements, zero-dispersion solitons with multi-peak structures (soliton molecules) are observed with distinct and predictable spectral envelopes that are a result of fifth-order dispersion of the resonators. Numerical simulations and the analysis of bifurcation structures agree well with the observed soliton states. This is the first observation of soliton generation that is governed by fifth-order dispersion, which can have applications in ultrafast optics, telecom systems and optical spectroscopy.

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