• Acta Optica Sinica
  • Vol. 39, Issue 11, 1112001 (2019)
Yuankai Chen, Yao Li, Chen Wang, Jian Bai, and Yongying Yang*
Author Affiliations
  • College of Optical Science and Engineering, Zhejiang University, Hangzhou, Zhejiang 310027, China
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    DOI: 10.3788/AOS201939.1112001 Cite this Article Set citation alerts
    Yuankai Chen, Yao Li, Chen Wang, Jian Bai, Yongying Yang. Wavefront Analysis Method of Pinhole Point-Diffraction Based on Waveguide Theory[J]. Acta Optica Sinica, 2019, 39(11): 1112001 Copy Citation Text show less
    Principle of pinhole point diffraction interferometer
    Fig. 1. Principle of pinhole point diffraction interferometer
    Wavefront analysis method of pinhole point-diffraction based on waveguide theory
    Fig. 2. Wavefront analysis method of pinhole point-diffraction based on waveguide theory
    Coordinate system of pinhole diffraction
    Fig. 3. Coordinate system of pinhole diffraction
    Electric field amplitude distribution of TE11 mode derived by analytical method. (a) Ex; (b) Ey; (c) Er; (d) Eφ
    Fig. 4. Electric field amplitude distribution of TE11 mode derived by analytical method. (a) Ex; (b) Ey; (c) Er; (d) Eφ
    Electric field amplitude distribution at theback surface of pinhole derived by FDTD algorithm. (a) Ex; (b) Ey; (c) Er; (d) Eφ
    Fig. 5. Electric field amplitude distribution at theback surface of pinhole derived by FDTD algorithm. (a) Ex; (b) Ey; (c) Er; (d) Eφ
    Light transmittance of pinhole with different diameter
    Fig. 6. Light transmittance of pinhole with different diameter
    Mode spectrum for pinhole
    Fig. 7. Mode spectrum for pinhole
    Electric field amplitude distribution of mode in the pinhole. (a) TE11; (b) TE21; (c) TM01
    Fig. 8. Electric field amplitude distribution of mode in the pinhole. (a) TE11; (b) TE21; (c) TM01
    Intensity distribution of diffraction wavefront. (a) Pinhole diameter D=λ; (b) pinhole diameter D=0.8λ; (c) pinhole diameter D=1.4λ; (d) cross section of intensity along different direction angle ?
    Fig. 9. Intensity distribution of diffraction wavefront. (a) Pinhole diameter D=λ; (b) pinhole diameter D=0.8λ; (c) pinhole diameter D=1.4λ; (d) cross section of intensity along different direction angle ?
    Phase distribution of electric field in the far field. (a) E?(far); (b) E</mm
    Fig. 10. Phase distribution of electric field in the far field. (a) E?(far); (b) E
    Zernike polynomial fitting result. (a) Diffraction wavefront after fitting; (b) Zernike coefficients
    Fig. 11. Zernike polynomial fitting result. (a) Diffraction wavefront after fitting; (b) Zernike coefficients
    Yuankai Chen, Yao Li, Chen Wang, Jian Bai, Yongying Yang. Wavefront Analysis Method of Pinhole Point-Diffraction Based on Waveguide Theory[J]. Acta Optica Sinica, 2019, 39(11): 1112001
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