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基于干涉背向耦合的微谐振器中高效克尔孤子梳的产生。

Efficient Kerr soliton comb generation in micro-resonator with interferometric back-coupling.

作者信息

Boggio J M Chavez, Bodenmüller D, Ahmed S, Wabnitz S, Modotto D, Hansson T

机构信息

innoFSPEC-Leibniz Institut für Astrophysik Potsdam, An der Sternwarte 16, 14482, Potsdam, Germany.

Dipartimento di Ingegneria dell'Informazione, Elettronica e Telecomunicazioni, Sapienza Università di Roma, via Eudossiana 18, 00184, Rome, Italy.

出版信息

Nat Commun. 2022 Mar 11;13(1):1292. doi: 10.1038/s41467-022-28927-z.

Abstract

Nonlinear Kerr micro-resonators have enabled fundamental breakthroughs in the understanding of dissipative solitons, as well as in their application to optical frequency comb generation. However, the conversion efficiency of the pump power into a soliton frequency comb typically remains below a few percent. We fabricate and characterize a hybrid Mach-Zehnder ring resonator geometry, consisting of a micro-ring resonator embedded in an additional cavity with twice the optical path length of the ring. The resulting interferometric back coupling enables to achieve an unprecedented control of the pump depletion: pump-to-frequency comb conversion efficiencies of up to 55% of the input pump power is experimentally demonstrated with a soliton crystal comb. We assess the robustness of the proposed on-chip geometry by generating a large variety of dissipative Kerr soliton combs, which require a lower amount of pump power to be accessed, when compared with an isolated micro-ring resonator with identical parameters. Micro-resonators with feedback enable accessing new regimes of coherent soliton comb generation, and are well suited for comb applications in astronomy, spectroscopy and telecommunications.

摘要

非线性克尔微谐振器在耗散孤子的理解及其在光频梳产生中的应用方面实现了根本性突破。然而,泵浦功率转换为孤子频率梳的效率通常仍低于百分之几。我们制造并表征了一种混合马赫曾德尔环形谐振器结构,它由一个嵌入在额外腔中的微环谐振器组成,该额外腔的光程是环的两倍。由此产生的干涉式背向耦合能够实现对泵浦耗尽的前所未有的控制:通过孤子晶体梳在实验上证明了泵浦到频率梳的转换效率高达输入泵浦功率的55%。我们通过生成各种各样的耗散克尔孤子梳来评估所提出的片上结构的稳健性,与具有相同参数的孤立微环谐振器相比,这些孤子梳需要更低的泵浦功率才能产生。具有反馈的微谐振器能够进入相干孤子梳产生的新区域,并且非常适合用于天文学、光谱学和电信中的梳状应用。

https://cdn.ncbi.nlm.nih.gov/pmc/blobs/f168/8917225/eba23b198a7e/41467_2022_28927_Fig1_HTML.jpg

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