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Method for reconstructing atmospheric optical parameters from the data of polarization lidar sensing
Svetlana V Samoilova1, Yurii S Balin, Margarita M Krekova
1Institute of Atmospheric Optics, Siberian Branch of the Russian Academy of Sciences, 1 Academicheskii Avenue, 634055 Tomsk, Russia.
Applied Optics
|July 13, 2005
Summary
This study simplifies polarization lidar data inversion by parameterizing multiple scattering. Key findings show polarization signal characteristics depend on lidar and depolarization ratios, enabling accurate atmospheric profile reconstruction.
Area of Science:
- Atmospheric Optics
- Remote Sensing
- Lidar Technology
Background:
- Polarization lidar sensing requires scattering phase matrix information for data inversion.
- Multiple scattering complicates the interpretation of lidar signals.
- Understanding Stokes vector parameters is crucial for various propagation media.
Purpose of the Study:
- To investigate Stokes vector parameters for media with range-varying scattering phase matrices.
- To develop a simplified parameterization for multiple scattering in spaceborne lidar sensing.
- To propose an algorithm for simultaneous reconstruction of atmospheric profiles.
Main Methods:
- Analysis of Stokes vectors and scattering phase matrices.
- Application of a simplified multiple-scattering parameterization for spaceborne lidar.
- Development and testing of a simultaneous profile reconstruction algorithm.
- Validation using Monte Carlo simulations and experimental data.
Main Results:
- A simple parameterization of multiple scattering is effective in spaceborne lidar.
- Polarization signal characteristics are primarily determined by lidar and depolarization ratios.
- Differences in angular dependences of matrix components are less critical.
- Simultaneous reconstruction of backscattering, depolarization, and lidar ratios is feasible.
Conclusions:
- The proposed method simplifies polarization lidar data inversion in inhomogeneous media.
- Accurate atmospheric profiling is achievable by focusing on key polarization parameters.
- The algorithm is validated through both simulated and experimental lidar data.