Multiplane holographic display based on modified 3D Gerchberg-Saxton algorithm

Tianyu Zhang; Minjie Li; Ran Zhang

doi:10.1117/12.3039164

13 September 2024 Multiplane holographic display based on modified 3D Gerchberg-Saxton algorithm

Tianyu Zhang, Minjie Li, Ran Zhang

Proceedings Volume 13254, Fourth International Conference on Optics and Image Processing (ICOIP 2024); 132541G (2024) https://doi.org/10.1117/12.3039164
Event: Fourth International Conference on Optics and Image Processing (ICOIP 2024), 2024, Chongqing, China

Abstract

The vector 3D Gerchberg-Saxton (G-S) phase retrieval algorithm utilizes the properties of three-dimensional Fourier transform to perform more accurate calculations on the tiny light field, but this algorithm has low light intensity utilization and serious crosstalk in multi-plane holographic display. This paper proposes a modified vector 3D G-S algorithm, which improves image clarity by jointly adjusting the intensity of the reconstructed light field, and sets dynamic weights on each target plane to improve the image uniformity. In order to verify effectiveness of the modified algorithm, simulation comparison experiments are conducted on binary images and grayscale images in the case of 2-4 target imaging planes. The results show that the modified algorithm improves the clarity and uniformity of multi-plane image without slowing down the convergence rate, which is helpful for applications such as micro-nano processing that require high image quality.

(2024) Published by SPIE. Downloading of the abstract is permitted for personal use only.

Citation Download Citation

Tianyu Zhang, Minjie Li, and Ran Zhang "Multiplane holographic display based on modified 3D Gerchberg-Saxton algorithm", Proc. SPIE 13254, Fourth International Conference on Optics and Image Processing (ICOIP 2024), 132541G (13 September 2024); https://doi.org/10.1117/12.3039164

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KEYWORDS

3D image processing

Image quality

Binary data

Correlation coefficients

Detection and tracking algorithms

Fourier transforms

3D acquisition

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