Acta Optica Sinica, Volume. 39, Issue 12, 1212004(2019)

Automatic Extraction of Speckle Interference Fringe Regions

Shuangle Wu, Huiran Hu, Shimin Zhong, Fangyuan Sun, Qihan Zhao, and Yonghong Wang*
Author Affiliations
  • School of Instrument Science and Opto-Electronics Engineering, Hefei University of Technology, Hefei, Anhui 230009, China
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    Figures & Tables(15)
    Comparison of detection results of several edge detection operators. (a) Original image; (b) Sobel detection result; (c) Canny detection result; (d) Laplacian detection result
    Gray histograms before and after Laplacian transformation. (a) Interference fringes; (b) gray histograms of speckle background region; (c) gray histograms of speckle interference fringe region
    Segmentation result of second-order gradient entropy
    Result of binary region extraction
    Result of interference fringe region extraction
    Flow chart of algorithm for speckle interference fringe region extraction
    Second-order gradient entropies of different speckle interference fringe patterns. (a) Shearography fringes of circular measured object (left) and their second-order gradient entropy (right); (b) digital speckle interference fringes of circular measured object (left) and their second-order gradient entropy (right); (c) shearography fringes of rectangular measured object (left) and their second-order gradient entropy (right); (d) digital speckle interference fringes of rectangular object with sli
    Gray entropy corresponding to Fig. 7(a)
    Interception results of background and stripe areas
    Verification results of fringe region and background region. (a) Gray entropy of background region; (b) gray entropy of fringe region; (c) second-order gradient entropy of background region; (d) second-order gradient entropy of fringe region
    Classical interference fringe patterns. (a)-(c) Shearography fringes of objects with different shapes; (d)-(e) digital speckle interference fringes of objects with different shapes
    Interference fringe regions manually extracted in classical interference fringes shown in Fig. 11
    Different interference fringe patterns and corresponding extraction results. (a)-(h) Speckle interference fringe patterns; (a')-(h') extraction results of fringe region
    • Table 1. Second-order gradient entropy corresponding to Fig. 11

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      Table 1. Second-order gradient entropy corresponding to Fig. 11

      ParameterGradient entropyAverage
      Fig. 11(a)Fig. 11(b)Fig. 11(c)Fig. 11 (d)Fig. 11(e)
      Max1(Q)6.86296.36555.5986.12256.94196.3782
    • Table 2. Second-order gradient entropy corresponding to Fig. 12

      View table

      Table 2. Second-order gradient entropy corresponding to Fig. 12

      ParameterGradient entropyAverage
      Fig. 12 (a)Fig. 12(b)Fig. 12(c)Fig. 12(d)Fig. 12(e)
      Max2(Q)5.66035.29494.57754.43365.55065.1034
      Min(Q)000.45710.35370.49990.2621
      Avg(Q)1.52111.71052.12471.58701.97781.7842
      Diff(max)1.20261.07061.02051.68891.39131.2748
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    Shuangle Wu, Huiran Hu, Shimin Zhong, Fangyuan Sun, Qihan Zhao, Yonghong Wang. Automatic Extraction of Speckle Interference Fringe Regions[J]. Acta Optica Sinica, 2019, 39(12): 1212004

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    Paper Information

    Category: Instrumentation, Measurement and Metrology

    Received: Jun. 21, 2019

    Accepted: Aug. 20, 2019

    Published Online: Dec. 6, 2019

    The Author Email: Wang Yonghong (yhwang@hfut.edu.cn)

    DOI:10.3788/AOS201939.1212004

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