Automatic wavefront reconstruction on single interferogram with spatial carrier frequency using Fourier transform
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Key Laboratory of Advanced Manufacturing and Intelligent Technology, Ministry of Education, Harbin University of Science and Technology, Harbin 150080, China

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    Abstract:

    Optical interferometry can be applied to obtain the wavefront phase and reconstruct the three-dimensional wavefront by analyzing interference fringes. Single interferogram analysis based on two-dimensional Fourier transform is proposed. This method just needs to acquire and analyze single interferogram to solve the wavefront phase. Compared with phase-shift method, Single interferogram analysis can reduce experiment cost and the limitation of measuring environment like vibration, airflow and noise, and meet the requirement of real-time and dynamic interferometry. Because the wavefront phase information is included in the carrier frequency components of single interferogram, an image edge detection method is used to automatically extract the center and boundary of the first-order carrier component of the spatial spectrum of the interferogram in the frequency domain.

    Reference
    [1] Vishnyakov G N, Levin G G and Minaev V L, Measurement Techniques 58, 1228 (2016).
    [2] Cheng Z and Liu D, Optics Letters 43, 3033 (2018).
    [3] Roddier C and Roddier F, Applied Optics 26, 1668 (1987).
    [4] Liu K, Ji Z, Chen C and Li Y, Optics & Lasers in Engineering 90, 81 (2017).
    [5] Liu J B and Ronney P D, Applied Optics 36, 6231 (1997).
    [6] Takeda M, Ina H and Kobayashi S, Review of Scientific Instruments 72, 156 (1982).
    [7] K. Ishikawa, K. Yatabe, N. Chitanont, Y. Ikeda, Y. Oikawa, T. Onuma, H. Niwa and M. Yoshii, Optics Express 24, 12922 (2016).
    K. Ishikawa, R. Tanigawa, K. Yatabe, Y. Oikawa, T. Onuma and H. Niwa, Optics Letters 43, 991 (2018).
    Bone D J, Bachor H A and Sandeman R J, Applied Optics 25, 1653 (1986).
    Roddier C, Applied Optics 26, 1668 (1987).
    [11] Jian-Cheng XU and Zhao CHEN, Acta Photonica Sinica 43, 0810001 (2014). (in Chinese)
    Tian A, Liu T, Liu J,Liu B and Wang H, Infrared & Laser Engineering 44, 1203 (2015).
    Avots E, Arslan H S, Valgma L, Gorbova J and Anbarjafari G, Signal Image & Video Processing 12, 1301 (2018).
    Cao J, Chen L, Wang M and Tian Y, Computational Intelligence and Neuroscience 2018, 3598284 (2018).
    Wang W Q, Ding H F, Xiao X J, Xu J and Zhang Y, Advanced Materials Research 179-180, 97 (2011).
    [16] Shan X Q,Zhu R H and Li J X, Applied Optics 34, 802 (2013). (in Chinese)
    [17] Vo Q, Fang F, Zhang X and Gao H, Applied Optics 56, 8174 (2017).
    [18] Dong Z and Chen Z, Optics & Lasers in Engineering 107, 149 (2018).
    Yatabe K, Ishikawa K and Oikawa Y, Journal of the Optical Society of America A Optics Image Science & Vision 34, 87 (2017).
    Guo Y, Chen X and Zhang T, Optics & Lasers in Engineering 63, 25 (2014).
    Li Y, Zhu J and Shen W, Optik - International Journal for Light and Electron Optics 119, 545 (2008).
    Xie X and Dai G, Applied Optics 56, 9423 (2017).
    Hilal A and Chantaf S, Analog Integrated Circuits & Signal Processing 96, 283 (2018).
    Kim J A, Kim J W, Kang C S, Jin J and Eom T B, Measurement 118, 113 (2018).
    Mostafa K, Chiang J Y and Her I, Journal of Photographic Science 63, 168 (2014).
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ZHANG Hong-xin, ZHANG Xu, QIU Hao-ran, ZHOU Hao. Automatic wavefront reconstruction on single interferogram with spatial carrier frequency using Fourier transform[J]. Optoelectronics Letters,2020,16(1):75-80

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History
  • Received:April 04,2019
  • Revised:May 10,2019
  • Online: May 01,2020
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