A Fourier Stack Imaging Image Reconstruction Method Based on Phase Iterative Minimization
A technology of Fourier stacking and image reconstruction, which is applied in the directions of image and image conversion, image data processing, instruments, etc., to achieve the effect of good reconstructed intensity image quality
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Embodiment 1
[0086] 1. The simulation data is attached Figure 5 As the original high-resolution intensity image X (the input is an intensity image, follow step S1 to generate a low-resolution amplitude sub-image), attached Image 6 As the original high-resolution phase image Y, the resolution is 512×512. Based on attached Figure 5 And Image 6 Construct a simulation input high-resolution image Z=X(cosY+i×sinY);
[0087] 2. Based on the principle of Fourier stacked imaging, a series of low-resolution sub-images are generated through Z with a resolution of 64×64, a total of 225 sub-images, and the high-resolution image spectrum corresponding to the adjacent low-resolution sub-image spectrum The positions overlap in a certain area, and the number of iterations is 100;
[0088] 3. The simulated pupil function is attached Figure 7 As shown, its size is 64×64. Centered (assuming its spatial coordinates are (m i ,m j )) is a circle point, and the radius r=26 is the radius to draw a circle. The ca...
Embodiment 2
[0093] 1. Using the same simulation input high-resolution image as in Example 1 Z=X(cosY+i×sinY);
[0094] 2. Based on the principle of Fourier stacked imaging, a series of low-resolution sub-images are generated through Z with a resolution of 128×128, a total of 36 sub-images, and the high-resolution image spectrum corresponding to the adjacent low-resolution sub-image spectrum The positions overlap in a certain area, and the number of iterations is 100;
[0095] 3. The simulated pupil function is attached Picture 10 As shown, its size is 128×128. Centered (assuming its spatial coordinates are (m i ,m j )) is a circle point, and the radius r=51 is the radius to draw a circle. The calculation process for the value P(x,y) at the pupil function coordinates (x,y) is as follows:
[0096] in case Then P(x,y)=1; otherwise, P(x,y)=0.
[0097] 4. The reconstructed high-resolution intensity image X'and high-resolution phase image Y'(both with a resolution of 512×512) are as attached Pictu...
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