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Proceedings Paper

The decryption of random phase multiplexing encoding system
Author(s): Hsiao-Yi Lee; Jung-Ping Liu; Chi-Ching Chang; Hon-Fai Yau; Tsung-Chien Chang
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Paper Abstract

Random-phase-multiplexing storage using photorefractive crystals is one of the most important topics in the field of photorefractive optics. To achieve random phase recording, we can use a diffuser to encrypt the reference light in a holographic recording setup. To decrypt the recorded pattern, the same diffuser used in encryption must be used in the reconstruction light, and it must be set in the original orientation. In this way, a number of 2-D patterns can be stored in a single photorefractive crystal with a single diffuser set at different orientations for different patterns. A merit in this recording method is that the encryption is virtually not possible to be decrypted if the original diffuser for encrypting is not available. In this paper, we proposed a way to decrypt the encrypted information in a photorefractive lithium niobate crystal without the possession of the original diffuser. In this method, we suppose somehow we know one of the patterns stored in the crystal, and then we retrieve the original diffuser with this pattern. And ultimately all the other patterns stored in the crystal are decrypted and retrieved with this retrieved diffuser.

Paper Details

Date Published: 22 October 2004
PDF: 7 pages
Proc. SPIE 5560, Photorefractive Fiber and Crystal Devices: Materials, Optical Properties, and Applications X, (22 October 2004); doi: 10.1117/12.559180
Show Author Affiliations
Hsiao-Yi Lee, Minghsin Univ. of Science and Technology (Taiwan)
Jung-Ping Liu, National Central Univ. (Taiwan)
Chi-Ching Chang, Chung Cheng Institute of Technology (Taiwan)
Hon-Fai Yau, National Central Univ. (Taiwan)
Tsung-Chien Chang, National Central Univ. (Taiwan)


Published in SPIE Proceedings Vol. 5560:
Photorefractive Fiber and Crystal Devices: Materials, Optical Properties, and Applications X
Francis T. S. Yu; Ruyan Guo; Shizhuo Yin, Editor(s)

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