Analysis of Inner-Scale Effect on Atmosphere Scintillation for Infrared Laser Beam Propagating on Earth-Space Paths
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Abstract
On Earth-space paths, based on ITU-R C n 2 (h) model, by means of a modification of the Rytov method that incorporates an amplitude spatial frequency filter function under strong fluctuation conditions, considering atmospheric turbulence inner-scale, an expression is developed for the scintillation index of a visible or a near and middle infrared laser beam wave that is valid under moderate to strong irradiance fluctuations. The quantitative analyses of scintillation index are done by this analytic model for laser Gaussian collimated beam wave at visible or near and middle infrared wave band. The results agree with theoretic analysis scintillation. This scintillation model can be converted into a Gaussian beam wave model with finite inner-scale on horizontal sight paths of invariable C n 2.
Key words:
Infrared laser beam propagation atmosphere turbulence inner-scale scintillation index Earth-space pathsPreview
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References
- [1][1] W. B. Miller and J. C. Ricklin, Effects of the refractive index spectral model on the irradiance variance of a Gaussian beam, J. Opt. Soc. Am. A, Vol.11, No.10, 2719–2726, 1994.ADSGoogle Scholar
- [2][2] C. Anna et al, Inner-scale effect on irradiance variance measured for weak-to-strong atmospheric scintillation, J. Opt. Soc. Am. A, Vol.10, No.11, 2354–2362, 1993.Google Scholar
- [3][3] L. C. Andrews and R. L. Phillips et al, Theory of optical scintillation, J. Opt. Soc. Am. A, Vol.16, No.6, pp.1417–1429, 1999.ADSGoogle Scholar
- [4][4] L. C. Andrews and M. A. Al-Habash, et al, Theory of optical scintillation: Gaussian-beam wave model, Waves in Random Media, Vol.11, No.1, pp.271–291, 2001.MATHADSGoogle Scholar
- [5][5] M. F. Stanley et al, Irradiance variance of optical waves through atmospheric turbulence by numerical simulation and comparison with experiment, J. Opt. Soc. Am. A, Vol.10, No.11, 2363–2370, 1993.CrossRefGoogle Scholar
- [6][6] L. C. Andrews, R. L. Phillips and C. Y. Hopen, Scintillation model for a satellite communication link at large zenith angles, Opt. Eng. Vol.39, No.12, pp.3272–3280, 2000.ADSGoogle Scholar
- [7][7] Y. Ruike et al, Study of scintillation for infrared laser beam propagating in atmospheric turbulence on Earth-space paths, Int. J. Infrar. Millim. Wave, Vol.25, No.6, 1003–1011, 2004.Google Scholar
- [8][8] V. I. Tatarskii, Wave Propagation in a Turbulent Medium, translated from Russian by R. A. Silverman, McGraw-Hill, New York, 1961.Google Scholar
- [9][9] A. Ishimaru, Wave Propagation and Scattering in a Random Medium, Academic Press, INC. New York, 1978.Google Scholar
- [10][10] L. C. Andrews et al, Optical scintillation and fade statistics for a satellite communication system, Applied Optics, Vol.34, No.33, 7742–7751, 1995.CrossRefADSGoogle Scholar
- [11][11] ITU Radiocommunication Study Groups, Document 3J/Temp/31-E 5 June 2001.Google Scholar
- [12][12] L. Guo and X. Yi, Study on the optical scintillation for Gaussian beam propagation in the slant path, Asia-Pacific Radio Science Conference Proceedings, Qingdao, China, 355–358, 2004.Google Scholar