• Acta Photonica Sinica
  • Vol. 52, Issue 11, 1126002 (2023)
Xueying WANG1 and Boqin MA2,*
Author Affiliations
  • 1School of Information and Communication Engineering,Communication University of China,Beijing 100024,China
  • 2School of Data Science and Intelligent Media,Communication University of China,Beijing 100024,China
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    DOI: 10.3788/gzxb20235211.1126002 Cite this Article
    Xueying WANG, Boqin MA. Multi-wavelength Frequency Conversion in Fractal Superlattice Crystals[J]. Acta Photonica Sinica, 2023, 52(11): 1126002 Copy Citation Text show less
    Structure design of Gosper fractal superlattice
    Fig. 1. Structure design of Gosper fractal superlattice
    Structure design of Z fractal superlattice
    Fig. 2. Structure design of Z fractal superlattice
    Diffraction patterns of Gosper fractal and periodic structures
    Fig. 3. Diffraction patterns of Gosper fractal and periodic structures
    Schematic diagram of noncollinear quasi-phase matched processes in the reciprocal space of Gosper fractal structure
    Fig. 4. Schematic diagram of noncollinear quasi-phase matched processes in the reciprocal space of Gosper fractal structure
    Diffraction pattern of Z fractal superlattice structure
    Fig. 5. Diffraction pattern of Z fractal superlattice structure
    Three-dimensional Z fractal superlattice structure
    Fig. 6. Three-dimensional Z fractal superlattice structure
    Theoretical value of reciproca vector/μm-1Fundamental frequency wavelength/μmFrequency doubling wavelength/μm
    Ga,1=0.2551.8970.978 5
    Ga,2=0.5111.3400.670 0
    Gb,1=0.4191.4600.730 0
    Gb,2=0.8381.1430.571 5
    Gb,3=1.2571.0110.505 5
    Gc,2=0.3271.9350.967 5
    Gc,3=0.4911.6220.811 0
    Table 1. Noncollinear quasi-phase matched frequency doubling in Gosper fractal superlattice crystal
    Xueying WANG, Boqin MA. Multi-wavelength Frequency Conversion in Fractal Superlattice Crystals[J]. Acta Photonica Sinica, 2023, 52(11): 1126002
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