Photonics Research, Volume. 13, Issue 8, 2409(2025)

On-chip ultra-high-Q optical microresonators approaching the material absorption limit Spotlight on Optics

Qi Shi1、†, Jianxiong Tian1、†, Shulin Ding1, Yunan Wang1, Shujian Lei1, Menghua Zhang1, Wenjie Wan2, Xingchen Ji3, Bing He4, Min Xiao1, and Xiaoshun Jiang1、*
Author Affiliations
  • 1National Laboratory of Solid State Microstructures, College of Engineering and Applied Sciences, Collaborative Innovation Center of Advanced Microstructures, Nanjing University, Nanjing 210093, China
  • 2State Key Laboratory of Advanced Optical Communication Systems and Networks, University of Michigan-Shanghai Jiao Tong University Joint Institute, Shanghai Jiao Tong University, Shanghai 200240, China
  • 3John Hopcroft Center for Computer Science, School of Electronic Information and Electrical Engineering, Shanghai Jiao Tong University, Shanghai 200240, China
  • 4Center for Quantum Optics and Quantum Information, Universidad Mayor, Huechuraba, RM, Chile
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    Figures & Tables(9)
    Fabrication process and microscope characterization of the toroid resonators. (a) Fabrication process flow of large diameter toroid resonators. (b) 3D atomic force microscopy (AFM) scan on the surface of toroid. The RMS roughness and the correlation length are determined to be 0.3 nm and 30 nm, respectively. (c) Typical scanning electron microscopy (SEM) image of a toroid resonator with 2.8 mm diameter.
    Characterization of intrinsic quality factors (Q0). (a) Left column: linewidth measurement of a 23-GHz free spectral range (FSR) toroid resonator at 1560 nm. The upper (lower) panel presents a resonance transmission with its Lorentzian line shape fitting for the singlet (doublet) mode. The sinusoidal trace in each panel is a frequency calibration from a Mach–Zehnder interferometer (MZI) with a 201.21-kHz FSR. Right column: corresponding ringing measurement of the modes in left column. (b) Corresponding linewidth and ringing measurements of the same device in (a) at 1064 nm.
    The material absorption loss measurement. (a) Typical normalized transmission spectra of thermal triangle under different input powers. The spectra are obtained under a sufficiently slow laser frequency scanning speed of 20 MHz/s to prevent the distortion of the line shape. (b) Measured resonance frequency shift versus microresonator temperature offset at 1560 nm and 1064 nm with linear fittings. (c) Measured resonance frequency shift versus intracavity energy density for four modes at 1560 nm and 1064 nm. The identical slope of the linear fittings is expressed as δω0∼(α+g)ρ. (d) Material absorption-limited Q-factors (Qabs) of the four modes in (c) at 1560 nm (red) and 1064 nm (royal).
    Q factor and corresponding optical loss versus wavelength. (a) Scatter plot of Q-factors measured in five samples from 1480 nm to 1570 nm and from 1020 nm to 1070 nm. (b) Corresponding intrinsic loss (dB/km) in (a) and loss curves originating from different sources. The red and blue dashed lines represent the measured material absorption and simulated scattering loss, respectively, while the green dashed line represents the simulated water absorption loss, and the purple solid line represents a combination of these three losses.
    Measurement of parametric oscillation threshold and soliton generation. (a) Plot of parametric oscillation power versus input power (1560 nm). The oscillation threshold is seen at 31.9 μW. The inset presents a parametric oscillation spectrum at the input power of 74.3 μW. (b) Optical spectrum of a single soliton state with sech2 fitting (green solid line) at different pump power levels. The inset shows the transmission of the pump laser with a power of 220 μW.
    Resonance splitting. (a) Scatter plot of the splitting rate versus the measured intrinsic linewidth for two wavelength bands. Red dot and gray dot represent the wavelength bands of 1560 nm and 1064 nm, respectively. (b) Distribution of resonance splitting at two wavelength bands.
    The simulation of surface water absorption. (a) Mode profiles of the toroid resonator with a water layer. The diameters of the resonator and the ring core are 2.8 mm and 55 μm, respectively. (b) The simulated quality factor (Qwater) of toroid resonators with different water layer thicknesses versus wavelength. (c) Qwater of different mode families versus water layer thickness at 1560 nm and 1064 nm.
    • Table 1. Summary of Loss at 1064 nm and 1560 nm

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      Table 1. Summary of Loss at 1064 nm and 1560 nm

      Loss1064 nm (dB/km)1560 nm (dB/km)
      Material absorption loss7.026.18
      Surface water absorption lossa<0.011.20
      Surface scattering loss0.120.03
      Sum of above lossesb7.137.41
      Measured intrinsic lossc11.547.68
      Optical loss in fiberd<1.5<0.2
    • Table 2. Comparison of Coherent Microcomb Generation with Various Devices

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      Table 2. Comparison of Coherent Microcomb Generation with Various Devices

      DeviceIntrinsic Q-Factor (106)Repetition Rate (GHz)Pump Power (mW)Comb Type
      Si3N4 [56]15996.2Bright soliton
      Si3N4 [57]5.7104.82.5Dark pulse
      SiC [58]5.63502.3Bright soliton
      AlGaAs [59]0.910000.5Bright soliton
      AlGaAs [60]2.36900.93Dark pulse
      Silica microrod [54]3702830.78Bright soliton
      Silica wedge [61]>2001525Bright soliton
      Silica microtoroid (this work)3300240.22Bright soliton
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    Qi Shi, Jianxiong Tian, Shulin Ding, Yunan Wang, Shujian Lei, Menghua Zhang, Wenjie Wan, Xingchen Ji, Bing He, Min Xiao, Xiaoshun Jiang, "On-chip ultra-high-Q optical microresonators approaching the material absorption limit," Photonics Res. 13, 2409 (2025)

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    Paper Information

    Category: Nanophotonics and Photonic Crystals

    Received: Mar. 5, 2025

    Accepted: May. 13, 2025

    Published Online: Jul. 31, 2025

    The Author Email: Xiaoshun Jiang (jxs@nju.edu.cn)

    DOI:10.1364/PRJ.560978

    CSTR:32188.14.PRJ.560978

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