Chinese Optics Letters, Volume. 21, Issue 8, 080501(2023)

Suppressing defocus noise with U-net in optical scanning holography

Haiyan Ou1,2、*, Yong Wu1, Kun Zhu3, Edmund Y. Lam4, and Bing-Zhong Wang1
Author Affiliations
  • 1School of Physics, University of Electronic Science and Technology of China, Chengdu 610054, China
  • 2Shenzhen Institute for Advanced Study, University of Electronic Science and Technology of China, Shenzhen 518000, China
  • 3Department of Electronic and Information Engineering, The Hong Kong Polytechnic University, , ChinaHong Kong
  • 4Department of Electrical and Electronic Engineering, The University of Hong Kong, , ChinaHong Kong
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    Figures & Tables(19)
    OSH system setup[28]. BS1 and BS2, beam splitter; M1 and M2, mirror; AOFS, acousto-optic frequency shifter; p1 (x, y) and p2 (x, y), pupils; L1, L2, and L3, lens; PD, photo detector; BPF, band-pass filter.
    The architecture of U-net. ‘Conv, 3 × 3’ represents a 3 × 3 convolution kernel with the ReLU activation function. ‘Padding=same’ means that the matrix dimensions of the input and output in the convolution layer are the same. ‘Maxpool 2 × 2’ represents the function to choose the maximum value from a 2 × 2 matrix. ‘Upsampling and conv, 2 × 2’ stands for upsampling using a 2 × 2 convolution kernel. Each blue box represents a multi-channel feature map, while the white ones represent the copied feature maps.
    Input images for the U-net model.
    Standard images of the U-net model.
    The relationship between the loss function and iteration times.
    The reconstruction results with U-net. (a), (d), and (g) are the original images. (b), (e), and (h) are input images with speckle-like noise generated by different random phase pupils. (c), (f), and (i) are the corresponding reconstructed output images.
    Sectioning results with different noise ratios based on the U-net method.
    The original images for generating the training data sets.
    The relationship between the loss function and iteration times in the complex graphics.
    The test results of the complex graphics with U-net. (a),(d) are the original images of ‘Monkey’ and ‘Rice’. (b),(e) are the input images with speckle-like noise generated by different random phase pupils. (c),(f) are the corresponding output images of the U-net.
    (a) Object with two slices, and (b) the recorded hologram.
    (a) , (b) Sectional results of the conventional method. (c) , (d) Sectional results of the proposed U-net method, with z1 = 9 mm and z2 = 10 mm.
    The 3D rocket.
    (a)–(f) Sectional images of the 3D rocket. (g)–(l) Reconstructed images with the traditional method. (m)–(r) Reconstructed images with the proposed method.
    PSNR of the sectioning results.
    SSIM of the sectioning results.
    • Table 1. The Quantified Performance of the U-net Using Different Test Imagesa

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      Table 1. The Quantified Performance of the U-net Using Different Test Imagesa

       Test sampleMSEPSNR (dB)SSIM (∈[0,1])
      Input‘ABC’1909.1415.320.5782
      VS‘XYZ’1942.5015.250.6171
      Original‘光’2138.3014.800.5584
      Output‘ABC’15.836.150.9535
      VS‘XYZ’36.432.520.9326
      Original‘光’32.732.980.9383
    • Table 2. The Quantified Performance of the U-net with Different Noise Ratios

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      Table 2. The Quantified Performance of the U-net with Different Noise Ratios

       Test sample in Fig. 7MSEPSNR (dB)SSIM (∈[0,1])
      Input(a)2256.3413.350.3732
      VS(b)2387.3312.330.3245
      Original(c)2489.9510.580.2788
      Output(d)33.132.560.9305
      VS(e)32.132.470.9289
      Original(f)33.732.180.9245
    • Table 3. The Quantified Performance of the U-net Using Complex Test Images

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      Table 3. The Quantified Performance of the U-net Using Complex Test Images

       Test sampleMSEPSNR (dB)SSIM (∈[0,1])
      Input VS‘Monkey’996.318.150.5613
      Original‘Rice’1218.218.150.5613
      Output VS‘Monkey’278.523.680.8127
      Original‘Rice’57.630.530.8378
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    Haiyan Ou, Yong Wu, Kun Zhu, Edmund Y. Lam, Bing-Zhong Wang. Suppressing defocus noise with U-net in optical scanning holography[J]. Chinese Optics Letters, 2023, 21(8): 080501

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    Paper Information

    Category: Diffraction, Gratings, and Holography

    Received: Feb. 21, 2023

    Accepted: Apr. 23, 2023

    Posted: Apr. 24, 2023

    Published Online: Aug. 9, 2023

    The Author Email: Haiyan Ou (ouhaiyan@uestc.edu.cn)

    DOI:10.3788/COL202321.080501

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