High-efficiency and broadband on-chip electro-optic frequency comb generators

被引:0
作者
Yaowen Hu
Mengjie Yu
Brandon Buscaino
Neil Sinclair
Di Zhu
Rebecca Cheng
Amirhassan Shams-Ansari
Linbo Shao
Mian Zhang
Joseph M. Kahn
Marko Lončar
机构
[1] Harvard University,John A. Paulson School of Engineering and Applied Sciences
[2] Harvard University,Department of Physics
[3] University of Southern California,Ming Hsieh Department of Electrical and Computer Engineering
[4] Stanford University,Edward L. Ginzton Laboratory, Department of Electrical Engineering
[5] California Institute of Technology,Division of Physics, Mathematics and Astronomy, and Alliance for Quantum Technologies (AQT)
[6] HyperLight Corporation,undefined
来源
Nature Photonics | 2022年 / 16卷
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摘要
Developments in integrated photonics have led to stable, compact and broadband comb generators that support a wide range of applications including communications1, ranging2, spectroscopy3, frequency metrology4, optical computing5,6 and quantum information7,8. Broadband optical frequency combs can be generated in electro-optical cavities, where light passes through a phase modulator multiple times while circulating in an optical resonator9–12. However, broadband electro-optic frequency combs are currently limited by low conversion efficiencies. Here we demonstrate an integrated electro-optic frequency comb with a conversion efficiency of 30% and an optical span of 132 nm, based on a coupled-resonator platform on thin-film lithium niobate13. We further show that, enabled by the high efficiency, the device acts as an on-chip femtosecond pulse source (336 fs pulse duration), which is important for applications in nonlinear optics, sensing and computing. As an example, in the ultrafast and high-power regime, we demonstrate a frequency comb with simultaneous electro-optic and third-order nonlinearity effects. Our device paves the way for practical optical frequency comb generators and provides a platform to investigate new regimes of optical physics that simultaneously involve multiple nonlinearities.
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页码:679 / 685
页数:6
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