Encryption and volumetric 3D object reconstruction using multispectral computational integral imaging
- Authors
- Muniraj, Inbarasan; Kim, Byoungho; Lee, Byung-Guen
- Issue Date
- Sep-2014
- Publisher
- OPTICAL SOC AMER
- Keywords
- Computational experiment; Threedimensional (3-d); Image processing; Digital simulation; Three dimensional computer graphics; Image reconstruction; Adaptive interpolation; Scene acquisition; 3-D object reconstruction; Inverse problems; Backpropagation algo
- Citation
- APPLIED OPTICS, v.53, no.27, pp.G25 - G32
- Indexed
- SCIE
SCOPUS
- Journal Title
- APPLIED OPTICS
- Volume
- 53
- Number
- 27
- Start Page
- G25
- End Page
- G32
- URI
- https://scholarworks.bwise.kr/erica/handle/2021.sw.erica/21930
- DOI
- 10.1364/AO.53.000G25
- ISSN
- 1559-128X
- Abstract
- This paper presents a new method for three-dimensional (3D) scene acquisition via reconstruction with multispectral information and its Fourier-based encryption using computational integral imaging, by which the field of view, resolution, and information security are increased, respectively. The color imaging sensors covered with a Bayer color filter array captures elemental images (EI) at different spectral bands (400 and 700 nm intervals in the visible spectrum). Subsequently, double random phase encryption (DRPE) in the Fourier domain is employed on Bayer formatted EI to encrypt the captured 3D scene. Proper 3D object reconstruction only can be achieved by applying inverse decryption and a geometric ray backpropagation algorithm on the encrypted EI. Further, the high-resolution multispectral 3D scene can be visualized by using various adaptive interpolation algorithms. To objectively evaluate our proposed method, we carried out computational experiments for 3D object sensing, reconstruction, and digital simulations for DRPE. Experiment results validate the feasibility and robustness of our proposed approach, even under severe degradation. (C) 2014 Optical Society of America
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