TY - GEN
T1 - A beam propagation simulation method based on power spectral density method and Zernike tilt
AU - Cao, Zhongyu
AU - Yao, Haifeng
AU - Zhang, Yixiang
AU - Wang, Weihao
AU - Cao, Jie
AU - Dong, Keyan
AU - Hao, Qun
N1 - Publisher Copyright:
© 2024 SPIE.
PY - 2024
Y1 - 2024
N2 - In applications such as astronomical observation, long-range reconnaissance, and laser communication, the atmospheric turbulence severely affects the quality of beam transmission, resulting in distortion and blurring of the received beam. To correct for these distortions and blurring, algorithms can simulate and generate a large number of atmospheric turbulence spot datasets, thereby providing a basis for atmospheric turbulence correction methods.This paper utilizes the power spectrum inversion method to generate the phase screen of atmospheric turbulence. The point spread function is generated through inverse Fourier transformation, and then convolved with a Gaussian beam to make the Gaussian spot blurred. Subsequently, based on the spatial correlation of the Zernike method generates horizontal and vertical tilt amounts and overlaid onto the blurred beam, representing the received beam after propagation through atmospheric turbulence. Set the simulation of beam propagation through atmospheric turbulence under three different atmospheric refractive index constants. Finally, the scintillation index and Rytov variance are calculated by simulating turbulence light spot. Experimental results show that the simulated light spot exhibits distortion and blurring effects. The scintillation index and Rytov variance of 20 sets of experimental turbulent light spot are calculated, and compared with the analytical theoretical curve, achieving a fitting efficiency of over 90%, thus demonstrating the effectiveness of this method in simulating beam propagation under atmospheric turbulence conditions.
AB - In applications such as astronomical observation, long-range reconnaissance, and laser communication, the atmospheric turbulence severely affects the quality of beam transmission, resulting in distortion and blurring of the received beam. To correct for these distortions and blurring, algorithms can simulate and generate a large number of atmospheric turbulence spot datasets, thereby providing a basis for atmospheric turbulence correction methods.This paper utilizes the power spectrum inversion method to generate the phase screen of atmospheric turbulence. The point spread function is generated through inverse Fourier transformation, and then convolved with a Gaussian beam to make the Gaussian spot blurred. Subsequently, based on the spatial correlation of the Zernike method generates horizontal and vertical tilt amounts and overlaid onto the blurred beam, representing the received beam after propagation through atmospheric turbulence. Set the simulation of beam propagation through atmospheric turbulence under three different atmospheric refractive index constants. Finally, the scintillation index and Rytov variance are calculated by simulating turbulence light spot. Experimental results show that the simulated light spot exhibits distortion and blurring effects. The scintillation index and Rytov variance of 20 sets of experimental turbulent light spot are calculated, and compared with the analytical theoretical curve, achieving a fitting efficiency of over 90%, thus demonstrating the effectiveness of this method in simulating beam propagation under atmospheric turbulence conditions.
KW - Atmospheric turbulence
KW - Power spectral density
KW - Simulation of beam propagation
KW - Zernike tilt
UR - http://www.scopus.com/inward/record.url?scp=85212866369&partnerID=8YFLogxK
U2 - 10.1117/12.3034355
DO - 10.1117/12.3034355
M3 - Conference contribution
AN - SCOPUS:85212866369
T3 - Proceedings of SPIE - The International Society for Optical Engineering
BT - Conference on Spectral Technology and Applications, CSTA 2024
A2 - Wang, Zhe
A2 - Ding, Hongbin
PB - SPIE
T2 - 2024 Conference on Spectral Technology and Applications, CSTA 2024
Y2 - 9 May 2024 through 11 May 2024
ER -