Photonics Research, 2017, 5 (3): 03000194, Published Online: Oct. 9, 2018  

Effects of the slot width and angular position on the mode splitting in slotted optical microdisk resonator Download: 887次

Author Affiliations
1 School of Instrument Science and Opto-Electronics Engineering, Beihang University, Beijing 100191, China
2 International Research Institute for Multidisciplinary Science, Beihang University, Beijing 100191, China
Figures & Tables

Fig. 1. (a) Electric field distribution of resonator. (b) Electric field distribution of the slotted resonator.

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Fig. 2. Schematic of the optical WGM microdisk resonator with a single slot. ain, the amplitude of input light; aCWout, output amplitude of CW; aCCWout, output amplitude of CCW.

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Fig. 3. Schematic representation of Δr(φ), φ, and θ are the polar angle and the angular position of slot, respectively.

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Fig. 4. Normalized transmission of the theory model (red solid line) and FEM simulation (blue dash–dot line) with the slot width of 220 nm and the slot angular position of 0°. The close agreement between the theoretical and simulation result is obtained with κ0=1.211×1011  Hz, Γ=1.65κ0, κex=1.78  κ0, γ=2.215κ0, and γc=8.4κ0.

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Fig. 5. Simulation results of the normalized transmission without single slot (corresponding parameter in the theoretical model: κ0=1.211×1011  Hz, κex=1.78κ0) and under the difference slot width of 50 nm (corresponding parameters in the theoretical model: κ0=1.211×1011  Hz, Γ=0.4κ0, κex=1.78κ0, γ=1.59κ0 and γc=1.4κ0), 100 nm (corresponding parameters in the theoretical model: κ0=1.211×1011  Hz, Γ=0.7κ0, κex=1.78κ0, γ=1.74κ0 and γc=3.9κ0) and 200 nm (corresponding parameters in the theoretical model: κ0=1.211×1011  Hz, Γ=1.4κ0, κex=1.78κ0, γ=2.09κ0 and γc=7.9κ0).

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Fig. 6. (a) Normalized detuning frequency as a function of the slot width; the blue solid curve presents the theoretical results, and the red dash curve depicts the simulation results. (b) Normalized linewidth broadening induced by the slot and Q factor of the slotted resonator with different slot widths.

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Fig. 7. (a) Normalized transmission in a slotted resonator with the slot width of 150 nm and the slot angular position of 0° (corresponding parameters in the theoretical model: κ0=1.211×1011  Hz, Γ=κ0, κex=1.78κ0, γ=1.89κ0, and γc=6.1κ0), 60° (corresponding parameters in the theoretical model: κ0=1.211×1011  Hz, Γ=0.85κ0, κex=1.78κ0, γ=1.815κ0, and γc=5.8κ0) and 160° (corresponding parameters in the theoretical model: κ0=1.211×1011  Hz, Γ=0.6κ0, κex=2κ0, γ=1.8κ0, and γc=3.3κ0). (b) Relationship between slot width and normalized detuning frequency with the slot angular position of 0° (green dash line), 60° (blue dash–dot line), and 160° (red solid line).

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Fig. 8. Normalized detuning frequency as a function of the slot angular position in a slotted resonator with the slot width of 150 nm. Blue line presents the theory analysis results; red line depicts the FEM simulation results for the case of azimuthal number m=41.

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Lingling Dai, Yiheng Yin, Yanhui Hu, Biyao Yang, Ming Ding. Effects of the slot width and angular position on the mode splitting in slotted optical microdisk resonator[J]. Photonics Research, 2017, 5(3): 03000194.

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