Acta Optica Sinica, Volume. 43, Issue 22, 2223002(2023)
Optimization Algorithm for Diffractive Optical Elements Based on Dynamic Amplitude Restriction
Fig. 5. Simulation results of the optimized phase diagram. (a) Primary optimization phase; (b) quadratic optimization phase
Fig. 10. Simulation results of the triangular flat-top beam. (a) Phase obtained by the improved method; (b) intensity distribution of the output surface obtained by the improved method; (c) phase of the output surface obtained by the improved method; (d) phase obtained by the MRAF algorithm; (e) intensity distribution of the output surface obtained by the MRAF algorithm; (f) phase of output surface obtained by the MRAF algorithm; (g) phase obtained by the GS algorithm; (h) intensity distribution of the output surface obtained by the GS algorithm; (i) phase of the output surface obtained by the GS algorithm
Fig. 13. Results of the optical experiment. (a) Result of the MRAF algorithm in CCD; (b) result of the improved algorithm in CCD; (c) result of the MRAF algorithm in beam quality analyzer; (d) result of the improved algorithm in beam quality analyzer
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Bowei Wang, Longwang Xiu, Tao Xiang, Gang Li, Hang Zhang. Optimization Algorithm for Diffractive Optical Elements Based on Dynamic Amplitude Restriction[J]. Acta Optica Sinica, 2023, 43(22): 2223002
Category: Optical Devices
Received: Jun. 13, 2023
Accepted: Jul. 11, 2023
Published Online: Nov. 20, 2023
The Author Email: Zhang Hang (physzhang@zjut.edu.cn)