2012
DOI: 10.3807/josk.2012.16.4.354
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2-step Quadrature Phase-shifting Digital Holographic Optical Encryption using Orthogonal Polarization and Error Analysis

Abstract: In this paper, a new 2-step quadrature phase-shifting digital holographic optical encryption method using orthogonal polarization is proposed and tolerance errors for this method are analyzed. Unlike the conventional technique using a PZT mirror, the proposed optical setup comprises two input and output polarizers, and one λ/4-plate retarder. This method makes it easier to get a phase shift of π/2 without using a mechanically driven PZT device for phase-shifting and it simplifies the 2-step phase-shifting Mach… Show more

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Cited by 13 publications
(7 citation statements)
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“…These encrypted ID, PW, and OTP are then decrypted by the server and used to verify the client. For the proposed OTP authentication, we use a two-step quadrature phase-shifting holographic optical setup that employs simply two polarizers and one phase retarder to produce the quadrature phase shifting [21]. Figure 2 is the optical schematic for the proposed OTP authentication using two-step phase-shifting digital holographic optical encryption.…”
Section: Optical Implementation Of the Proposed Otpmentioning
confidence: 99%
See 2 more Smart Citations
“…These encrypted ID, PW, and OTP are then decrypted by the server and used to verify the client. For the proposed OTP authentication, we use a two-step quadrature phase-shifting holographic optical setup that employs simply two polarizers and one phase retarder to produce the quadrature phase shifting [21]. Figure 2 is the optical schematic for the proposed OTP authentication using two-step phase-shifting digital holographic optical encryption.…”
Section: Optical Implementation Of the Proposed Otpmentioning
confidence: 99%
“…[20,21]. If Fourier-transformed functions of a binary plain text o(x, y) to be encrypted and an encryption key r(x, y) are supposed to be O(α, β) and R(α, β) respectively, where (x, y) are transversal coordinates at the input spatial plane and (α, β) are transversal coordinates at the spatial frequency plane,…”
Section: Optical Implementation Of the Proposed Otpmentioning
confidence: 99%
See 1 more Smart Citation
“…In traditional testing, the dominating systematic error is the reference surface with 3~5 nm rms. In absolute rotation testing, the reference surface is canceled out, and the systematic errors include errors introduced by the rotation stage, interferometric optics error, phase-shifting error [12], environment noise and so on. The rotation stage's error can be controlled within 0.2° angle error and 0.2 pixel decentration error.…”
Section: Comparison With the Rotation-averaging Algorithmmentioning
confidence: 99%
“…One approach among them is a method to use an optical holography [9,10], but this technique makes it difficult to store and transmit the encrypted information over a digital network owing to complex function with phase and amplitude. Recently, methods using a phase-shifting digital holographic technique have been presented [10][11][12], which can easily performs optical encryption and decryption to record and reconstruct the complex values, and especially some papers on the optical encryption using the phase-shifting digital holography were reported by us [13][14][15][16][17][18]. In this paper, we propose a new security enhanced optical OTP authentication method with 2-step quadrature phaseshifting digital holography using orthogonal polarization, and show the performance of the proposed system for the OTP authentication.…”
Section: Introductionmentioning
confidence: 99%