Fig. 1. Structural diagram of prism diaphragm^[13]

Fig. 2. Diagram of human eyes at different viewing angles

Fig. 3. Fourier transform model of human eye imaging

Fig. 4. Plan block diagram of model

Fig. 5. Prism diaphragm model build by SolidWorks.(a) Diaphragm figure; (b) sectional view

Fig. 6. Simulated light path of moire fringes. (a) Light path structure; (b) ray tracing diagram

Fig. 7. Reception of detector

Fig. 8. Simulation results from different views. (a) 2.5°; (b) 10.0°; (c) 17.5°

Fig. 9. Simulation results under different detector distances. (a) 5.5 mm; (b) 11.5 mm; (c) 16.5 mm; (d) 26.5 mm

Fig. 10. Simulation results under different rotation angles. (a) 2°; (b) 5°; (c) 8°; (d) 12°

Fig. 11. Simulated optical path of moire fringe imaging through lens. (a) Light path structure; (b) ray tracing diagram

Fig. 12. Reception of detector before and after adding lens. (a) Before adding lens; (b) after adding lens

Fig. 13. Process of producing moire fringes. (a) Vertical fringes; (b) slanted fringes; (c) moire fringes

Fig. 14. Measurement diagram of moire fringes of diaphragm at different rotation angles. (a) 4.775°; (b) 2.596°;(c) 1.148°; (d) 0.547°

Fig. 15. Comparison between measurement result and simulation result of moire fringe in double diaphragm

Fig. 16. Comparison of moire fringe before and after image processing. (a) Before processing; (b) after processing

Fig. 17. Schematic diagram of fringe parameter solution

Fig. 18. Lens structure of eye model

Fig. 19. Point spread functions of different fields of view. (a) Field of view 0; (b) field of view 1;(c) field of view 2; (d) field of view 3

Fig. 20. Comparison of Moire fringes before and after convolution processing. (a) Before processing; (b) after processing