基于光学频率梳的超低噪声微波频率产生

邵晓东; 韩海年; 魏志义

doi:10.7498/aps.70.20201925

摘要

低噪声的微波频率在雷达, 长基线干涉仪等领域有重要应用. 基于光学频率梳产生的微波信号的相位噪声在1 Hz频偏处低于–100 dBc/Hz, 在高频( > 100 kHz)处低于–170 dBc/Hz, 是目前所有的微波频率产生技术中噪声最低的. 文章介绍了光学频率梳产生微波频率的基本原理, 对基于光梳产生的微波频率信号的各类噪声和抑制噪声的技术进行了分析和总结. 随后对低噪声的测量方法进行介绍, 并展示了几种典型的微波频率产生实验装置和结果. 随着光学频率梳和噪声抑制技术的不断提升, 基于光梳的极低噪声微波频率源将有更广泛的应用前景和应用领域.

关键词:

Abstract

Low noise microwave frequency has important applications in radar, long baseline interferometer and other fields. The phase noise of microwave signal generated by optical frequency comb is lower than –100 dBc/Hz at 1 Hz frequency offset and –170 dBc/ Hz at high frequencies (> 100 kHz), which is the lowest in the noise produced by all existing microwave frequency generation technologies. This paper introduces the basic principle of optical frequency comb generating microwave frequency, analyzes and summarizes various kinds of noise of microwave frequency signals and noise suppressing technologies. Then the low noise measuring methods are introduced, and several typical experimental devices generating microwave frequency and the obtained results are described. With the continuous improvement of optical frequency comb and noise suppression technology, microwave frequency source with very low noise will have wider application prospects and application fields.

Keywords:

作者及机构信息

1.
中国科学院物理研究所北京凝聚态物理国家实验室, 北京　100190

2.
中国科学院大学物理科学学院, 北京　100049

通信作者: 韩海年, hnhan@iphy.ac.cn

基金项目: 中国科学院战略重点研究计划(批准号: XDA1502040404, XDB21010400)资助的课题

Authors and contacts

1.
Beijing National Laboratory for Condensed Matter Physics, Institute of Physics, Chinese Academy of Sciences, Beijing 100190, China

2.
School of Physical Sciences, University of Chinese Academy of Sciences, Beijing 100049, China

Corresponding author: Han Hai-Nian, hnhan@iphy.ac.cn

Funds: Project supported by the Strategic Priority Research Program of the Chinese Academy of Sciences (Grant Nos. XDA1502040404, XDB21010400)

文章全文 : translate this paragraph

参考文献

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施引文献

图 1 光学频率梳的时域和频域模型

Fig. 1. Time domain and frequency domain models of optical frequency comb.

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图 2 光学频率梳的锁定方式　(a)锁定到微波频率参考; (b)锁定到光学频率参考

Fig. 2. Locking motheds of optical frequency comb: (a) Lock to microwave frequency reference; (b) lock to optical frequency reference.

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图 3 微波频率产生原理示意图

Fig. 3. Schematic of microwave frequency generation.

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图 4 (a)掺铒光梳分频产生的10 GHz微波信号的相位噪声; (b)${f_{{\rm{ceo}}}}$锁定的剩余噪声; (c)${f_{\rm{b}}}$锁定的剩余噪声; (d) RIN经由光电探测器转换为的相位噪声^[24]

Fig. 4. (a) Phase noise of 10 GHz microwave signal generated by erbium-doped optical comb; (b)${f_{{\rm{ceo}}}}$ residual noise; (c) ${f_{\rm{b}}}$ residual noise; (d) phase noise converted by RIN via photodetector^[24]

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图 5 频域中的散粒噪声产生原理^[41]

Fig. 5. Schematic of shot noise generation in frequency domain^[41].

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图 6 MZI光纤脉冲重复频率倍频装置示意图^[23]

Fig. 6. An illustration of the cascaded MZI scheme used to achieve a pulse rate multiplication^[23].

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图 7 双通道互相关测量技术原理图^[52]

Fig. 7. Basics of the cross-spectrum method^[52].

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图 8 两种互相关测量装置

Fig. 8. Two types of cross correlation measuring devices.

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图 9 10 GHz范围低噪声微波源研究进展

Fig. 9. Research progress of low noise microwave sourcesin 10 GHz range.

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图 10 10 GHz低噪声微波的实验装置示意图^[21]

Fig. 10. Schematic of the experimental set-up used for generation and characterization of the 10 GHz low-noise microwaves^[21].

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图 11 混合微波振荡器的实验装置和测量结果^[25]

Fig. 11. Generation and phase noise of 10 GHz signals from hybrid oscillators^[25].

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图 12 低噪声微波频率产生系统实验装置图^[44]

Fig. 12. Experimental set-up for low-noise microwave generation and characterization^[44].

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图 13 光学原子钟分频产生微波频率^[60]

Fig. 13. Coherent optical clock down-conversion^[60].

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图 14 微腔光梳产生微波频率原理示意图^[55]

Fig. 14. Principle of operation of the Kerr comb-based transfer oscillator^[55].

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[30]	Didier A, Millo J, Grop S, Dubois B, Bigler E, Rubiola E, Lacroute C, Kersale Y 2015 Appl. Optics 54 3682 Google Scholar
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[37]	Yao Y, Jiang Y, Yu H, Bi Z, Ma L 2016 Natl. Sci. Rev. 3 463 Google Scholar
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[42]	Endo M, Shoji T D, Schibli T R 2018 IEEE J. Sel. Top. Quantum Electron. 24 1102413 Google Scholar
[43]	韩海年, 魏志义 2016 物理 45 449 Google Scholar Han H N, Wei Z Y 2016 Physics 45 449 Google Scholar
[44]	Xie X P, Bouchand R, Nicolodi D, Giunta M, Hansel W, Lezius M, Joshi A, Datta S, Alexandre C, Lours M, Tremblin P A, Santarelli G, Holzwarth R, Le Coq Y 2017 Nature Photonics 11 44 Google Scholar
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[55]	Lucas E, Brochard P, Bouchand R, Schilt S, Sudmeyer T, Kippenberg T J 2020 Nat. Commun. 11 3748 Google Scholar
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[57]	Fluhr C, Grop S, Dubois B, Kersale Y, Rubiola E, Giordano V 2016 IEEE Trans. Ultrason. Ferroelectr. Freq. Control 63 915 Google Scholar
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