论文标题

连贯驱动的主动谐振器中的颞孤子

Temporal solitons in a coherently driven active resonator

论文作者

Englebert, Nicolas, Arabí, Carlos Mas, Parra-Rivas, Pedro, Gorza, Simon-Pierre, Leo, François

论文摘要

光频率梳子是由大量等距光谱线组成的光线。它们对于计量学,光谱,通信和基本科学很重要。频率梳子通常是由激动人心的孤子子在激光器或被动谐振器中产生的,这两者都受到重大限制。在这里,我们表明每个平台的优势都可以组合在一起。我们介绍了一种新型的孤子,称为Active Favity Soliton,该唯一型孤子顿(Active Vavity Soliton)托管在连贯驱动的激光器下,泵在激光阈值以下。我们使用活跃的纤维谐振器,并在低功率背景下测量高峰值孤子,与广义Lugiato-Lefever方程的模拟非常吻合。此外,我们发现放大的自发排放对孤子的稳定性的影响微不足道。我们的结果通过表明连贯的驾驶和不连贯的抽水可以有效地组合来产生高功率超稳的脉冲序列,从而开辟了频率梳形成的新途径。

Optical frequency combs are lightwaves composed of a large number of equidistant spectral lines. They are important for metrology, spectroscopy, communications and fundamental science. Frequency combs are most often generated by exciting dissipative solitons in lasers or in passive resonators, both of which suffer from significant limitations. Here, we show that the advantages of each platform can be combined. We introduce a novel kind of soliton, called active cavity soliton, hosted in coherently driven lasers pumped below the lasing threshold. We use an active fibre resonator and measure high peak power solitons on a low power background, in excellent agreement with simulations of a generalized Lugiato-Lefever equation. Moreover, we find that amplified spontaneous emission has negligible impact on the soliton's stability. Our results open up novel avenues for frequency comb formation by showing that coherent driving and incoherent pumping can be efficiently combined to generate a high-power ultra-stable pulse train.

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