Lingjun Shen, Yingxiong Song. Numerical simulation of three-layer transmission model for ground-to-satellite turbulent path[J]. Infrared and Laser Engineering, 2023, 52(11): 20230125
- Infrared and Laser Engineering
- Vol. 52, Issue 11, 20230125 (2023)
![Propagation geometry for a random phase screen[14]](/richHtml/irla/2023/52/11/20230125/img_1.jpg)
Fig. 1. Propagation geometry for a random phase screen[14]
Fig. 2. Model of atmospheric turbulence in ground-satellite link
Fig. 3. The amplitude profile of the transmitting beam at waist spot
Fig. 4. Kolmogorov turbulent phase screens with different low frequency compensation
Fig. 5. 10/3 Non-Kolmogorov turbulent phase screens with different low frequency compensation
Fig. 6. Comparison of phase structure functions in turbulence simulation
Fig. 7. Mutual coherence factor with different layers
Fig. 8. Simulation results of phase screen simulations corresponding to three atmospheres without harmonic compensation. （a）-（c） Kolmogorov; （d）-（f） Non-Kolmogorov
Fig. 9. Simulation results of phase screen simulations corresponding to three atmospheres with harmonic compensation. (a)-(c) Kolmogorov; (d)-(f) Non-Kolmogorov
Fig. 10. Comparison of phase structure functions in turbulence simulation
Fig. 11. The amplitude profile of the transmitting beam at waist spot. (a)-(c) Kolmogorov; (d)-(f) Non-Kolmogorov
Fig. 12. Mutual coherence factors at the observation plane
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Table 1. Simulation parameters
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Table 2. Comparison of theoretical and simulation errors of mutual coherence factor
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Table 3. Parameters of each phase screen
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