4.7 Article

Kerr Frequency Comb Generation in Microsphere Resonators With Normal Dispersion

Journal

JOURNAL OF LIGHTWAVE TECHNOLOGY
Volume 40, Issue 4, Pages 1092-1097

Publisher

IEEE-INST ELECTRICAL ELECTRONICS ENGINEERS INC
DOI: 10.1109/JLT.2021.3128996

Keywords

Dispersion; Microcavities; Optical solitons; Optical scattering; Optical interferometry; Optical pumping; Optical device fabrication; Microsphere microcavity; normal dispersion; optical frequency comb; whispering gallery mode (WGM)

Funding

  1. Science, Technology and Innovation Commission of Shenzhen Municipality [JCYJ20180507183815699]
  2. Tsinghua-Berkeley Shenzhen Institute (TBSI) Faculty Start-up Fund

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In this work, we conducted a theoretical investigation on the dispersion relationship of microsphere cavities based on the theory of microcavity dispersion. The results revealed that the size of the microcavity corresponding to the zero dispersion point of the higher order mode is larger than that of the lower order mode at a certain wavelength. By utilizing mode coupling, we successfully achieved optical frequency comb in microsphere cavities with a diameter as small as 105 micrometers, with total dispersions in the normal dispersion region.
In this work, we carry out theoretical investigation of the dispersion relationship both with the radius of the microsphere cavity and wavelength for the first two radial-order mode based on the theory of microcavity dispersion. The results show that the size of the microcavity corresponding to the zero dispersion point of the higher order mode is larger than that of lower order mode at the certain wavelength. The microsphere cavities with slight deformations, which have rich modes and high Q values, have been fabricated and optical frequency comb (OFC) in them with small size is realized by means of mode coupling. We have achieved OFC in cavities as small as 105 mu m in diameter by assistance of the theoretical study. The total dispersions are -7.1 MHz in 1550 nm and -14.2 MHz in 1310 nm, which are both in the normal dispersion region.

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