Acta Optica Sinica, Volume. 39, Issue 3, 0305001(2019)

Optimal Design for Multi-Layer Diffractive Optical Elements with Antireflection Films

Shan Mao1,2 and Jianlin Zhao1,2、*
Author Affiliations
  • 1 Shaanxi Key Laboratory of Optical Information Technology, School of Natural and Applied Sciences, Northwestern Polytechnical University, Xi'an, Shannxi 710072, China
  • 2 Key Laboratory of Material Physics and Chemistry under Extraordinary Conditions, Ministry of Education, School of Natural and Applied Sciences, Northwestern Polytechnical University, Xi'an, Shannxi 710072, China
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    Figures & Tables(11)
    Typical separate double-layer diffractive optical elements. (a) Optical microstructure; (b) light transmission path
    MLDOEs with antireflection films. (a) Physical structure of antireflection films; (b) optical microstructure
    Calculated diffraction efficiency of MLDOEs with traditional method. (a) Theoretical diffraction efficiency; (b) actual diffraction efficiency
    Relationship between incident angle and calculated PIDE of MLDOEs by traditional method
    Calculated diffraction efficiency of MLDOEs with antireflection coatings with traditional method
    Calculated diffraction efficiency of MLDOEs with optimal method. (a) Effect of incident wavelength on diffraction efficiency at continuous incident angles; (b) effect of incident wavelength on diffraction efficiency at two incident angles
    • Table 1. Film system parameters of antireflection films for MLDOEs

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      Table 1. Film system parameters of antireflection films for MLDOEs

      Substrate materialFilm materialThickness /nm
      PMMA (substrate 1)SiO291.77
      ZrO210.00
      SiO248.75
      ZrO244.78
      SiO210.00
      ZrO267.63
      SiO286.98
      Polycarb (PC)(substrate 2)SiO222.46
      Ta2O518.61
      SiO230.09
      Ta2O557.94
      SiO210.00
      Ta2O541.02
      SiO288.96
    • Table 2. Calculated heights of surface microstructure of MLDOEs

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      Table 2. Calculated heights of surface microstructure of MLDOEs

      Microstructure height /μmTraditional methodOptimal method
      PMMAPolycarbPMMAPolycarb
      H116.46216.091
      H2-12.815-12.661
    • Table 3. Calculated diffraction efficiency of MLDOEs with traditional method

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      Table 3. Calculated diffraction efficiency of MLDOEs with traditional method

      Wavelength /μmDiffraction efficiency /%
      Theoretical valuesActual values
      Incident angle of 0°Incident angle of 10°Incident angle of 0°Incident angle of 10°
      0.40094.84598.35096.50892.935
      0.43599.99699.09486.14679.045
      0.45099.77098.00183.60476.291
      0.55099.57897.91887.12381.425
      0.59810099.45692.45988.135
      0.65099.30199.97796.03294.274
      0.70097.27799.96999.47398.140
    • Table 4. Calculated diffraction efficiency of MLDOEs at some specific wavelengths with optimal method

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      Table 4. Calculated diffraction efficiency of MLDOEs at some specific wavelengths with optimal method

      Wavelength /μmDiffraction efficiency /%
      Incident angle of 0°Incident angle of 10°
      0.40094.85598.076
      0.43510099.280
      0.45099.77598.276
      0.55099.58898.147
      0.59810099.560
      0.65099.29699.950
      0.70097.27398.845
    • Table 5. PIDE of MLDOEs for two design methods

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      Table 5. PIDE of MLDOEs for two design methods

      Incident angle /(°)PIDE /%
      Traditional methodOptimal method
      Theoretical valueActual value
      099.25289.89399.257
      599.21388.74199.220
      1098.59784.80698.730
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    Shan Mao, Jianlin Zhao. Optimal Design for Multi-Layer Diffractive Optical Elements with Antireflection Films[J]. Acta Optica Sinica, 2019, 39(3): 0305001

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    Paper Information

    Category: Diffraction and Gratings

    Received: Oct. 8, 2018

    Accepted: Oct. 30, 2018

    Published Online: May. 10, 2019

    The Author Email:

    DOI:10.3788/AOS201939.0305001

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