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从光闪烁频谱反演大气湍流谱:原理与数值模拟 被引量:2

RETRIEVAL OF TURBULENCE SPECTRUM FROM TEMPORAL SPECTRUM OF A LIGHT WAVE PROPAGATING THROUGH ATMOSPHERE: PRINCIPLE AND SIMULATIONS
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摘要 建立了一种数值算法,从光波在湍流大气中传播的闪烁时间频谱的高频特征反演大气光学湍流谱.此算法具有两点优越性:(1)反演出的湍流谱直接表征大气折射率的起伏而非大气温度场的起伏;(2)可以获得高空间波数、大部分位于耗散区的湍流谱,而用其它方法不易获得此区域的湍流谱.对Hill湍流谱以及一种复杂的湍流谱进行了大量数值模拟来检验此种算法,结果表明:如果知道大气风速与湍流内尺度就可以相当有效地获得湍流谱. A numerical algorithm is set up for the retrieval of optical turbulence spectrum from high-frequency temporal spectra of a light wave propagating through a turbulent atmosphere. This technique has two advantages. First, the retrieved spectrum is directly related to the refractive index fluctuation rather than temperature fluctuation. Second, the turbulence spectrum at rather high spatial wavenumber, most in the dissipation range, can be retrieved. We test the retrieval procedure through carrying out a lot of simulations with Hill turbulence model and a composed model. It is found that if the wind velocity and the turbulence inner scale are known correctly the turbulence spectrum can be achieved effectively.
作者 饶瑞中
出处 《力学学报》 EI CSCD 北大核心 2002年第5期682-687,共6页 Chinese Journal of Theoretical and Applied Mechanics
关键词 光闪烁频谱 反演大气湍流谱 数值模拟 光传播 大气湍流 反演算法 内尺度 高频特征 light propagation atmospheric turbulence turbulence spectrum retrieval algorithm
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参考文献14

  • 1Ishimaru A. Wave Propagation and Scattering in Random Media. New York: IEEE and Oxford University,1997
  • 2Tatarski Ⅵ. Wave Propagating in a Turbulent Atmosphere. Moscow: Nauka, 1967
  • 3Lawrence RS, Strohbehn JW. A survey of clear-air propagation effects relevant to optical communications. In:Proc IEEE, 1970, 58(10): 1523~1545
  • 4Clifford SF. Temperal-frequency spectra for a spherical wave propagating through atmospheric turbulence. J Opt Soc Am, 1971, 61(10): 1285~1292
  • 5Andrews LC, Phillips RL. Laser Beam Propagation Through Random Media. Bellingham: SPIE, 1998
  • 6Rao R, Wang S, Liu Ⅹ, et al. Turbulence spectrum effect on wave temporal-frequency spectra for light propagating through the atmosphere. J Opt Soc Am, 1999, A16(11): 2755~2762
  • 7Greenwood DP, Fried DL. Power spectra requirements for wave-front-compensative systems. J Opt Soc Am,1976, 66(3): 193~206
  • 8Whiteley MR, Roggemann MC, Welsh BM. Temporal properties of the Zernike expansion coefficients of turbulenceinduced phase aberrations for aperture and source motion. J Opt Soc Am, 1998, A15(4): 993~1005
  • 9Hill R J, Clifford SF. Modified spectrum of atmospheric temperature fluctuations and its application to optical propagation. J Opt Soc Am, 1978, 68(6): 892~899
  • 10Frehlich R. Laser scintillation measurements of the temperature spectrum in the atmospheric surface layer. J Atmos Sci, 1992: 49(16): 1494~1509

同被引文献14

  • 1梅海平,吴晓庆,饶瑞中.非Kolmogorov大气湍流温度谱标度指数的测量与分析[J].强激光与粒子束,2006,18(9):1423-1427. 被引量:7
  • 2潘锋,马晶,谭立英,于思源.孔径接收下大气闪烁频谱的理论和实验研究[J].强激光与粒子束,2006,18(9):1457-1459. 被引量:4
  • 3Tatarskii V I.Wave propagation in a turbulent medium[M].New York:McGraw-Hill,1961.
  • 4Conan J M,Rousset G,Madec P Y.Wave-front temporal spectal in high-resolution imaging through turbulence[J].J Opt Soc Am A,1995,12:1559-1570.
  • 5Clifford S F.Temporal-frequency spectra for a spherical wave propagating through atmospheric turbulence[J].J Opt Soc Am,1971,61(10):1285-1292.
  • 6Lawrence R S,Strohbeln J W.A study of clear-air propagation effects relevant to optical communication[J].Proc of IEEE,1970,58:1523-1545.
  • 7Rao Ruizhong,Wang Shipeng,Liu Xiaochun.Turbulence spectrum effect on wave temporal-frequency spectra for light propagating through the atmosphere[J].J Opt Soc Am A,1999,16(11):2755-2762.
  • 8Yura H T,McKinley W G.Aperture averaging of scintillation for space to ground optical communication applications[J].Appl Opt,1983,22(11):1608-1609.
  • 9Stegun A.Handbook of mathematical function with formulas,graphs,and mathematical tables[M].New York:Dover Puplications,1964:503-535.
  • 10饶瑞中 龚知本.激光在湍流大气中传播的高频起伏特征[J].中国激光,2002,29:281-284.

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