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Volume 20 Issue 4
Sep.  2013
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An integral expression for thermal blooming equation of high power laser propagation through atmosphere

  • Received Date: 1995-06-21
  • On the basis of Fresnel Kirchhoff approximation,the integral expression for the thermal blooming of high power lasers propagating through atmosphere has been derived by Green's function method,and numerical simulations of CW steady state thermal blooming have been performed to show the feasibility of our method.We have also shown that the well known Fresnel Kirchhoff diffraction integral is a limiting case of the generalized integral expression,where the refactive index is a constant.
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    Born M,Wolf E.Principles of Optics.5th edition.New York:Pergamon Press,1975
    [5] 柯朗R,希尔伯特D.数学物理方法.第二卷.北京:科学出版社,1977

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    Byron F W.Filler R W.M at hematics of classical and quantum physics,Volò.Publishing Compony London:Addison-Wesley,1969
    [7] 陈栋泉,李有宽,徐锡申.强激光与粒子束,1993;5(2):243

    [8] 吕百达.激光光学(第二版).成都:四川大学出版社,1992

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通讯作者: 陈斌, bchen63@163.com
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    沈阳化工大学材料科学与工程学院 沈阳 110142

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An integral expression for thermal blooming equation of high power laser propagation through atmosphere

  • 1. Institute of Laser Physics and Laser Chemistry, Sichuan University

Abstract: On the basis of Fresnel Kirchhoff approximation,the integral expression for the thermal blooming of high power lasers propagating through atmosphere has been derived by Green's function method,and numerical simulations of CW steady state thermal blooming have been performed to show the feasibility of our method.We have also shown that the well known Fresnel Kirchhoff diffraction integral is a limiting case of the generalized integral expression,where the refactive index is a constant.

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