• Acta Optica Sinica
  • Vol. 41, Issue 12, 1205002 (2021)
Liangliang Yang*, Chenglin Liu, Fahua Shen, and Yongbing Zhao
Author Affiliations
  • School of Physics and Electronic Engineering, Yancheng Teachers University, Yancheng, Jiangsu 224007, China
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    DOI: 10.3788/AOS202141.1205002 Cite this Article Set citation alerts
    Liangliang Yang, Chenglin Liu, Fahua Shen, Yongbing Zhao. Diffraction Efficiency of Diffractive Optical Elements with Antireflection Coatings Within a Certain Incident Angle Range[J]. Acta Optica Sinica, 2021, 41(12): 1205002 Copy Citation Text show less
    Profile of single layer DOE with antireflection coatings. (a) Profile of DOE with antireflection coatings; (b) four layers antireflection coatings
    Fig. 1. Profile of single layer DOE with antireflection coatings. (a) Profile of DOE with antireflection coatings; (b) four layers antireflection coatings
    Structure of multilayer DOEs with antireflection coatings
    Fig. 2. Structure of multilayer DOEs with antireflection coatings
    Diffraction efficiency of single layer DOEs with antireflection coatings. (a) ZnSe; (b) ZnS
    Fig. 3. Diffraction efficiency of single layer DOEs with antireflection coatings. (a) ZnSe; (b) ZnS
    Modified diffraction efficiency of single layer DOEs. (a) ZnSe; (b) ZnS
    Fig. 4. Modified diffraction efficiency of single layer DOEs. (a) ZnSe; (b) ZnS
    Modified microstructure height of single layer DOEs. (a) ZnSe; (b) ZnS
    Fig. 5. Modified microstructure height of single layer DOEs. (a) ZnSe; (b) ZnS
    Modified PIDE of single layer DOEs. (a) 0°-15°; (b) 0°-30°
    Fig. 6. Modified PIDE of single layer DOEs. (a) 0°-15°; (b) 0°-30°
    Diffraction efficiency of multilayer DOEs. (a) Theoretical diffraction efficiency; (b) actual diffraction efficiency; (c) modified diffraction efficiency
    Fig. 7. Diffraction efficiency of multilayer DOEs. (a) Theoretical diffraction efficiency; (b) actual diffraction efficiency; (c) modified diffraction efficiency
    Modified microstructure heights of multilayer DOEs. (a) ZnSe; (b) ZnS
    Fig. 8. Modified microstructure heights of multilayer DOEs. (a) ZnSe; (b) ZnS
    Modified diffraction efficiency versus incident angle for multilayer DOEs. (a) 0°-10°; (b) 0°-20°
    Fig. 9. Modified diffraction efficiency versus incident angle for multilayer DOEs. (a) 0°-10°; (b) 0°-20°
    Modified PIDE versus incident angle for multilayer DOEs . (a) 0°-10°; (b) 0°-20°
    Fig. 10. Modified PIDE versus incident angle for multilayer DOEs . (a) 0°-10°; (b) 0°-20°
    ParameterZnSeZnS
    θ=0°θ=15°θ=30°θ=0°θ=15°θ=30°
    Theoretical PIDE /%95.67095.62694.77394.75494.69293.658
    Actual PIDE /%94.83494.72994.40227.26726.87325.785
    Modified microstructure height /μm6.5256.5206.5042.7292.7062.639
    Modified PIDE /%95.67095.67095.65695.37095.37395.380
    Table 1. Average polychromatic integral diffraction efficiency (PIDE)and modified microstructure height of single layer DOEs
    PIDEZnSeZnS
    θmax=15°θmax=30°θmax=15°θmax=30°
    Minimum PIDE94.30991.96525.42020.335
    Minimum modified PIDE95.63194.87695.36595.259
    Comprehensive PIDE94.66794.01426.64624.874
    Modified comprehensive PIDE95.66495.52895.37095.351
    Table 2. Average polychromatic integral diffraction efficiency (PIDE) of the single layer DOEs within a certain range of incident angle%
    PIDEθ=0°θ=10°θ=20°
    Theoretical PIDE99.97299.79690.900
    Actual PIDE14.06016.01233.299
    Modified PIDE99.97299.92798.734
    Table 3. Average polychromatic integral diffraction efficiency of multilayer DOEs%
    Liangliang Yang, Chenglin Liu, Fahua Shen, Yongbing Zhao. Diffraction Efficiency of Diffractive Optical Elements with Antireflection Coatings Within a Certain Incident Angle Range[J]. Acta Optica Sinica, 2021, 41(12): 1205002
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