Title of article :
Near-End Solution for Lidar Signals that Includes a Multiple-Scattering Component
Author/Authors :
Kovalev، Vladimir A. نويسنده ,
Issue Information :
روزنامه با شماره پیاپی سال 2003
Pages :
-7214
From page :
7215
To page :
0
Abstract :
A variant of the near-end solution is presented that allows one to consider a multiple-scattering component in lidar measurements of distant clouds or dense smoke. It is assumed that the lidar signal, contaminated by multiple scattering, obeys a singlescattering lidar equation in which an additional term, which is related to the range-dependent ratio of a multiple-to-singlescattering component, is included. For the inversion, a brink solution is proposed that does not require an a priori selection of the extinction-to-backscatter ratio in the optically dense aerosol formation under investigation. The solution requires either knowledge of the multiple-to-single-scattering ratio (e.g., determined experimentally with a multiangle lidar) or the use of the analytical dependence of the multiple-to-single-scattering ratio on the aerosol optical depth. In the latter case, an iterative technique is used.
Keywords :
pth moment convergence , uniform norm , piecewise linear approximation , Maxima of Gaussian processes , fractional Brownian motion
Journal title :
Applied Optics
Serial Year :
2003
Journal title :
Applied Optics
Record number :
74758
Link To Document :
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