Laser & Optoelectronics Progress, Volume. 61, Issue 4, 0411008(2024)
Removal of Zero-Order Beam Interference using Dammann Grating Grayscale Map
Fig. 1. Normalized period structure of Dammann grating. (a) Odd type; (b) even type
Fig. 2. Simplified model of liquid crystal panel
Fig. 3. Schematic of the way to remove zero-order beam interference. (a) Without removing zero-order beam; (b) superimposed shining grating grayscale map; (c) superimposed Fresnel lens grayscale map; (d) loaded Dammann grating grayscale map
Fig. 4. Dammann grating grayscale map generation process. (a) using simulated annealing algorithm combined with optimal evaluation function to solve the set of phase turning points within the normalized period; (b) grayscale map form generated by matrix filling and multi-period expansion
Fig. 5. 2D Dammann grating grayscale map form generation method
Fig. 6. Change of the beam splitting uniformity of the ideal structure and the pixelated structure of the Dammann grating with the focus spacing. (a) One-dimensional quintuple beam odd type; (b) one-dimensional sixfold beam even type
Fig. 7. Experimental device diagram of laser beam splitting verification system
Fig. 8. Multiple light point distribution light intensity images generated by loading phase distribution maps generated in different ways. (a) CGH generated by IFTA; (b) CGH in grating form generated by GSW algorithm; (c) grayscale map form transformed by Dammann grating structure
Fig. 9. Multifocus distribution light intensity images and fractional effect curves generated by loading Dammann grating grayscale map. (a1)(a2) one-dimensional dual-beam; (b1)(b2) one-dimensional seven-beam; (c1)(c2) two-dimensional dual-beam
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Jiayuan Wu, Jun Han, Qianhao Wang, Hualong Zhao. Removal of Zero-Order Beam Interference using Dammann Grating Grayscale Map[J]. Laser & Optoelectronics Progress, 2024, 61(4): 0411008
Category: Imaging Systems
Received: Apr. 18, 2023
Accepted: Jul. 12, 2023
Published Online: Feb. 27, 2024
The Author Email: Han Jun (hanjun513@126.com)