• Acta Optica Sinica
  • Vol. 41, Issue 23, 2312001 (2021)
Wenjian Li1、2, Shaoyan Gai1、2、*, Jian Yu1、2, and Feipeng Da1、2、3、**
Author Affiliations
  • 1School of Automation, Southeast University, Nanjing, Jiangsu 210096, China
  • 2Key Laboratory of Measurement and Control of Complex Systems of Engineering, Ministry of Education, Southeast University, Nanjing, Jiangsu 210096, China
  • 3Shenzhen Research Institute, Southeast University, Shenzhen, Guangdong 518063, China
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    DOI: 10.3788/AOS202141.2312001 Cite this Article Set citation alerts
    Wenjian Li, Shaoyan Gai, Jian Yu, Feipeng Da. Absolute Phase Recovery of Single Frame Composite Image Based on Convolutional Neural Network[J]. Acta Optica Sinica, 2021, 41(23): 2312001 Copy Citation Text show less
    Principle diagram of absolute phase is obtained by using phase shift method combined with gray code method
    Fig. 1. Principle diagram of absolute phase is obtained by using phase shift method combined with gray code method
    Design of composite fringe pattern. (a) Generation principle of composite fringe pattern; (b) composite fringe pattern
    Fig. 2. Design of composite fringe pattern. (a) Generation principle of composite fringe pattern; (b) composite fringe pattern
    Principle of proposed method
    Fig. 3. Principle of proposed method
    Structure of CNN 1
    Fig. 4. Structure of CNN 1
    Structure of residual block network
    Fig. 5. Structure of residual block network
    Structure of CNN 2
    Fig. 6. Structure of CNN 2
    Partial training data of CNN
    Fig. 7. Partial training data of CNN
    Loss function curves of CNN 1 and CNN 2 under different conditions. (a) Loss curves of molecular term M in CNN 1; (b) loss curves of denominator D in CNN 1; (c) loss curves of order k in CNN 2
    Fig. 8. Loss function curves of CNN 1 and CNN 2 under different conditions. (a) Loss curves of molecular term M in CNN 1; (b) loss curves of denominator D in CNN 1; (c) loss curves of order k in CNN 2
    Output results of CNN. (a) Measured object; (b) wrapping phase obtained by CNN 1; (c) fringe order obtained by CNN 2
    Fig. 9. Output results of CNN. (a) Measured object; (b) wrapping phase obtained by CNN 1; (c) fringe order obtained by CNN 2
    Wrapped phase error diagram of different methods. (a) Wrapped phase error of proposed method; (b) wrapped phase error of WFT method
    Fig. 10. Wrapped phase error diagram of different methods. (a) Wrapped phase error of proposed method; (b) wrapped phase error of WFT method
    Absolute phase error under different methods. (a) Absolute phase obtained by phase shift method combined with gray code method; (b) absolute phase obtained by proposed method; (c) absolute phase error obtained by proposed method compared with traditional method
    Fig. 11. Absolute phase error under different methods. (a) Absolute phase obtained by phase shift method combined with gray code method; (b) absolute phase obtained by proposed method; (c) absolute phase error obtained by proposed method compared with traditional method
    Statistical diagram of absolute phase error under different conditions. (a) Fig. 11(c) image 1; (b) Fig. 11(c) image 2; (c) Fig. 11(c) image 3; (d) Fig. 11(c) image 4
    Fig. 12. Statistical diagram of absolute phase error under different conditions. (a) Fig. 11(c) image 1; (b) Fig. 11(c) image 2; (c) Fig. 11(c) image 3; (d) Fig. 11(c) image 4
    Phase diagram of open hand process
    Fig. 13. Phase diagram of open hand process
    Phase diagram of paper tearing process
    Fig. 14. Phase diagram of paper tearing process
    Wenjian Li, Shaoyan Gai, Jian Yu, Feipeng Da. Absolute Phase Recovery of Single Frame Composite Image Based on Convolutional Neural Network[J]. Acta Optica Sinica, 2021, 41(23): 2312001
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