A Novel Three-Step Lensless Coherent Diffraction Imaging Method
A technology of coherent diffraction imaging and coherent diffraction, applied in scattering characteristic measurement, instruments, measurement devices, etc., can solve the problems of low sampling pattern accuracy, long experimental operation period, poor imaging timeliness, etc., to improve convergence speed and accuracy , the effect of improving the efficiency and reducing the random error
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Embodiment 1
[0061] The imaging effect of the pure amplitude sample is as follows Figure 6 as shown, Figure 6 In the series of figures, 6a is the pure amplitude pattern to be measured, 6b is the diffraction pattern on the first diffraction plane at a distance of 300mm from the sample, 6c is the diffraction pattern on the second diffraction plane 50mm away from the first diffraction plane, and 6d is The diffraction pattern on the third diffraction plane at a distance of 50 mm from the second diffraction plane, 6e is the recovery result of 100 iterations of the three-step diffraction iterative algorithm. The correlation coefficient of 6a and 6e is 0.9991, indicating that this method can achieve good imaging results for pure amplitude objects.
Embodiment 2
[0063] The imaging effect of complex amplitude samples is as follows Figure 7 as shown, Figure 7 In the series of figures, 7a is the amplitude part of the restored amplitude type object, 7b is the phase part of the restored amplitude type object, 7c is the diffraction pattern on the first diffraction plane at a distance of 300mm from the object, and 7d is 50mm away from the first diffraction plane The diffraction pattern on the second diffraction plane at , 7e is the diffraction pattern on the third diffraction plane at a distance of 50mm from the second diffraction plane, 7f and 7g are the amplitude part and phase part reconstructed by the three-step coherent diffraction algorithm iteration 100 times, respectively. The correlation coefficient of 7a and 7f is 0.9982, and the correlation coefficient of 7b and 7g is 0.9763. It shows that this method can achieve good imaging effect on complex amplitude objects.
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