• Chinese Journal of Lasers
  • Vol. 50, Issue 11, 1101022 (2023)
Kun Zhu, Hui Li*, Yongqin Hao, Ran Qian, and Dongyue Wang
Author Affiliations
  • National Key Laboratory on High Power Semiconductor Lasers, Changchun University of Science and Technology, Changchun 130022, Jilin, China
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    DOI: 10.3788/CJL221297 Cite this Article Set citation alerts
    Kun Zhu, Hui Li, Yongqin Hao, Ran Qian, Dongyue Wang. Design of Grating Structure in Distributed Bragg Reflector Semiconductor Laser[J]. Chinese Journal of Lasers, 2023, 50(11): 1101022 Copy Citation Text show less
    Schematic of plate media
    Fig. 1. Schematic of plate media
    Structural diagrams of gratings. (a) Rectangular grating with uniform duty cycle; (b) tapered grating with uniform duty cycle
    Fig. 2. Structural diagrams of gratings. (a) Rectangular grating with uniform duty cycle; (b) tapered grating with uniform duty cycle
    Schematics of refractive index distributions. (a) Refractive index distribution of uniform grating; (b) refractive index distribution of grating with gradient duty cycle
    Fig. 3. Schematics of refractive index distributions. (a) Refractive index distribution of uniform grating; (b) refractive index distribution of grating with gradient duty cycle
    Structural diagrams of DBR semiconductor laser including tapered grating with gradient duty cycle. (a) Three-dimensional;(b) two-dimensional
    Fig. 4. Structural diagrams of DBR semiconductor laser including tapered grating with gradient duty cycle. (a) Three-dimensional;(b) two-dimensional
    Reflectance versus duty cycle
    Fig. 5. Reflectance versus duty cycle
    Coupling coefficient versus duty cycle
    Fig. 6. Coupling coefficient versus duty cycle
    Reflection spectra of rectangular grating with gradient duty cycle under different duty cycle ranges
    Fig. 7. Reflection spectra of rectangular grating with gradient duty cycle under different duty cycle ranges
    Reflection spectra of rectangular uniform grating and rectangular grating with gradient duty cycle
    Fig. 8. Reflection spectra of rectangular uniform grating and rectangular grating with gradient duty cycle
    Influence of duty cycle distribution on reflection spectrum. (a) Duty cycle curves with different function distributions;(b) reflection spectra of gratings under duty cycles with different function distributions
    Fig. 9. Influence of duty cycle distribution on reflection spectrum. (a) Duty cycle curves with different function distributions;(b) reflection spectra of gratings under duty cycles with different function distributions
    Influence of duty cycle with reduced dimension function distribution on reflection spectrum. (a) Duty cycle curves with different function distributions; (b) reflection spectra of gratings under duty cycles with different function distributions
    Fig. 10. Influence of duty cycle with reduced dimension function distribution on reflection spectrum. (a) Duty cycle curves with different function distributions; (b) reflection spectra of gratings under duty cycles with different function distributions
    Reflectivity versus grating length
    Fig. 11. Reflectivity versus grating length
    Reflection spectra of rectangular grating with gradient duty cycle and rectangular uniform grating when grating length is 1000 μm. (a) Distribution of gradient duty cycle; (b) reflection spectra of rectangular grating with gradient duty cycle and rectangular uniform grating
    Fig. 12. Reflection spectra of rectangular grating with gradient duty cycle and rectangular uniform grating when grating length is 1000 μm. (a) Distribution of gradient duty cycle; (b) reflection spectra of rectangular grating with gradient duty cycle and rectangular uniform grating
    Spectrum of device including rectangular grating with gradient duty cycle
    Fig. 13. Spectrum of device including rectangular grating with gradient duty cycle
    Far field intensity distributions of devices. (a) Far field distribution of rectangular uniform grating; (b) far field distribution of tapered grating with gradient duty cycle when duty cycle is truncated sinc function distribution
    Fig. 14. Far field intensity distributions of devices. (a) Far field distribution of rectangular uniform grating; (b) far field distribution of tapered grating with gradient duty cycle when duty cycle is truncated sinc function distribution
    Structural parameterValue
    Grating length(LGrating)/mm1
    Grating width(W1)/μm10
    Grating period(Λ)/μm0.991
    Grating height(HGrating_etch )/μm1.1
    Ridge waveguide width(W2)/μm4
    Ridge waveguide height(HRW_etch )/μm1.1
    Table 1. Structural parameters of tapered grating with gradient duty cycle
    Structural parameterValue
    Grating length(LGrating)/mm0.6
    Grating width(W1)/μm4
    Ridge waveguide width(W2)/μm4
    Table 2. Structural parameters of rectangular uniform grating
    Structural parameterTapered grating with gradient duty cycleRectangular uniform grating
    Grating length(LGrating)/mm11
    Grating width(W1)/μm104
    Ridge waveguide width(W2)/μm44
    Grating period(Λ)/μm0.9910.991
    Grating height(HGrating_etch)/μm1.11.1
    Ridge waveguide height(HRW_etch)/μm1.11.1
    Table 3. Structural parameters of gratings
    Kun Zhu, Hui Li, Yongqin Hao, Ran Qian, Dongyue Wang. Design of Grating Structure in Distributed Bragg Reflector Semiconductor Laser[J]. Chinese Journal of Lasers, 2023, 50(11): 1101022
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