Rapid phase demodulation for projection fringe profilometry

To reconstruct 3D shape of large scale object rapidly, a novel phase demodulation approach for sinusoidal projection fringe is proposed. Firstly, a group of computer-generated normal sinusoidal fringe is projected to the reference plane and the measured object respectively, and then the correspondin...

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Published in:Optik (Stuttgart) Vol. 124; no. 21; pp. 5240 - 5244
Main Authors: Zhang, Zhun, Chen, Jian pei, Liu, Shengde, Li, Jin qian, Chen, Qi jie, Zhong, Li yun
Format: Journal Article
Language:English
Published: Elsevier GmbH 01.11.2013
Subjects:
3-D shape reconstruction
Algorithms
Fourier transforms
Linear normalization algorithm
Mathematical analysis
Phase demodulation
Phase slope
Planes
Projection
Reconstruction
Sinusoidal projection fringe
Three dimensional
Sinusoidal projection fringe
Phase slope
3-D shape reconstruction
Phase demodulation
Linear normalization algorithm
ISSN:0030-4026, 1618-1336
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Abstract To reconstruct 3D shape of large scale object rapidly, a novel phase demodulation approach for sinusoidal projection fringe is proposed. Firstly, a group of computer-generated normal sinusoidal fringe is projected to the reference plane and the measured object respectively, and then the corresponding sinusoidal fringe pattern on the reference plane and its deformed fringe pattern modulated by the measured object are captured by CCD. Secondly, the linear normalization algorithm is introduced to make the captured fringe normalization. Specially, using the phase slope notion, the reference phase slope and the modulated phase slope can be obtained by the direct phase recovery algorithm. Finally, based on the subtraction operation between the above two phase slopes, the phase distribution of the measured object can be obtained conveniently. Compared with the conventional Fourier transform profilometry and phase-shifting profilometry, in this proposed method, due to the calculation of phase demodulation is greatly simplified, thus the speed of 3D shape reconstruction is improved significantly. Importantly, this proposed method supplies a useful tool for the 3D shape reconstruction of large scale object.
AbstractList To reconstruct 3D shape of large scale object rapidly, a novel phase demodulation approach for sinusoidal projection fringe is proposed. Firstly, a group of computer-generated normal sinusoidal fringe is projected to the reference plane and the measured object respectively, and then the corresponding sinusoidal fringe pattern on the reference plane and its deformed fringe pattern modulated by the measured object are captured by CCD. Secondly, the linear normalization algorithm is introduced to make the captured fringe normalization. Specially, using the phase slope notion, the reference phase slope and the modulated phase slope can be obtained by the direct phase recovery algorithm. Finally, based on the subtraction operation between the above two phase slopes, the phase distribution of the measured object can be obtained conveniently. Compared with the conventional Fourier transform profilometry and phase-shifting profilometry, in this proposed method, due to the calculation of phase demodulation is greatly simplified, thus the speed of 3D shape reconstruction is improved significantly. Importantly, this proposed method supplies a useful tool for the 3D shape reconstruction of large scale object.
Author Zhong, Li yun
Chen, Jian pei
Chen, Qi jie
Liu, Shengde
Li, Jin qian
Zhang, Zhun
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  email: zhongly@scnu.edu.cn
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Keywords Sinusoidal projection fringe
Phase slope
3-D shape reconstruction
Phase demodulation
Linear normalization algorithm
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SubjectTerms 3-D shape reconstruction
Algorithms
Fourier transforms
Linear normalization algorithm
Mathematical analysis
Phase demodulation
Phase slope
Planes
Projection
Reconstruction
Sinusoidal projection fringe
Three dimensional
Title Rapid phase demodulation for projection fringe profilometry
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