Infrared and Laser Engineering, Volume. 50, Issue 8, 20200363(2021)
Method of inverting wavefront phase from far-field spot based on deep learning
Fig. 1. Distribution of sub-aperture spot of different laser beams on the target of Shack-Hartmann-wavefront sensor. (a) slab laser beam cleanup; (b) DF chemical laser beam cleanup 不同激光束在夏克哈特曼波前传感器的子孔径光斑分布。(a) 板条激光器光束净化;(b) DF化学激光器光束净化
Fig. 2. ResNet-50 architecture to estimate Zernike coefficients. (a) Composition of the network; (b) Structure of residual block
Fig. 3. Schematic diagram of intensity distribution-based wavefront phase sensing with deep learning
Fig. 4. Wavefront aberration and correction result of a simulation data. (a) Input wavefront; (b) Reconstructed wavefront; (c) Residual wavefront after correction; (d) Intensity distribution of input; (e) Intensity distribution of reconstructed; (f) Comparison of actual Zernike coefficients and predict Zernike coefficients
Fig. 5. Turbulence phase screen and corresponding Hartmann detector sub-aperture spot distribution
Fig. 6. Structure of the optical system used in the experiment. Zernike coefficients and the corresponding far-field images are recorded by HSWFS and two CCDs
Fig. 7. Wavefront aberration and correction result of a experiment data. (a) Input wavefront; (b) Reconstructed wavefront; (c) Residual wavefront; (d) Intensity distribution of input; (e) Intensity distribution of reconstructed; (f) Comparison of actual Zernike coefficients and predict Zernike coefficients
Fig. 9. RMS of the Zernike coefficient (the piston and tilt terms excepted)
|
|
|
|
|
Get Citation
Copy Citation Text
Yang Zhang, Yulong He, Yu Ning, Quan Sun, Jun Li, Xiaojun Xu. Method of inverting wavefront phase from far-field spot based on deep learning[J]. Infrared and Laser Engineering, 2021, 50(8): 20200363
Category: Optical design
Received: Sep. 20, 2020
Accepted: --
Published Online: Nov. 2, 2021
The Author Email: