Vol. 2, issue 04, article # 11
pdf Sushkevich T. A., Strelkov A. S., Ioltukhovskii A. A. Remote sensing of optically active man-made pollutants. // Atmospheric and oceanic optics. 1989. V. 2. No. 04. P. 328-332.Copy the reference to clipboard
Abstract:
To improve the efficiency of methods of remote sensing of optically-active ingradients in the atmosphere the use of optical transmitting operator is suggested in the paper, which establishes the analytical relationship between the Stokes vector of outgoing radiation and the optical properties of medium and the Earth's surface. The kernel of the operator, taking into account the effects of multiple scattering, reflection and polarization are the invariant spatio-frequency characteristics or the influence functions which ore the inverse Fourier transform of SFC.
References:
1. V.E. Zuev, Optika Atmosfery, 1, No. 1, 5 (1988).
2. T.A. Sushkevich, Taking the Albedo into Account in Problems with Local and Distributed Sources, Preprint No. 48, Institute of Applied Mathematics of the USSR Academy of Sciences, Moscow (1986).
3. T.A. Sushkevich, On Using Neumann Series for Solving Boundary-Value Problems in the Theory of Transfer with a Nonuniform Lambertian Boundary, Preprint No. 154, Institute of Applied Mathematics, Academy of Sciences of the USSR, Moscow (1986).
4. S.A. Strelkov and T.A. Sushkevich, Taking the Contribution of a Lambertian Surface into Account Analytically in the Solution of the Polarization Problem by the Method of Space-Frequency Characteristics and Influence Functions, Preprint No. 200, Institute of Applied Mathematics of the USSR Academy of Sciences, Moscow (1987).
5. A.A. Ioltukhovskiĭ, S.A. Strelkov, and T.A. Sushkevich, Algorithms for Solving Polarization Problems with a Horizontally Nonuniform Lambertian Substrate by the Method of Space-Frequency Characteristics and Influence Functions, Preprint No. 227, Institute of Applied Mathematics, Academy of Sciences of the USSR, Moscow (1987).
6. T.A. Sushkevich, Semianalytical Method forSolving the Radiation Transfer Equations for Solar Radiation in an Inhomogeneous Flat Atmosphere, Preprint No. 38, Institute of Applied Mathematics, Academy of Sciences of the USSR, Moscow (1988).
7. T.A. Sushkevich, Semianalytical Solution of Polarization Problems for a Flat Layer with Horizontal Nonuniformities, Preprint No. 63, Institute of Applied Mathematics, Academy of Sciences of the USSR. Moscow (1988).
8. S.A. Strelkov and T.A. Sushkevich, Semianalytical Method for Solving the Radiation Transfer Equations for Polarized Solar Radiation in an Inhomogeneous Atmosphere, Preprint No. 65, Institute of Applied Mathematics, Academy of Sciences of the USSR, Moscow (1988).
9. T.A. Sushkevich, Neumann Series for Semianalytical Solution of the Polarization Problem with Horizontal Nonuniformities, Preprint No. 72, Institute of Applied Mathematics, Academy of Sciences of the USSR, Moscow (1988).
10. A.A. Ioltukhovskiĭ, On the Formulation and Solution of the Inverse Problem of Atmospheric Optics, Preprint No. 84, Institute of Applied Mathematics, Academy of Sciences of the USSR, Moscow (1988).
11. T.A. Sushkevich, Numerical Method for Solving Radiation Transfer Equations with a Complex \ Function, Preprint No. 136, Institute of Applied Mathematics, Academy of Sciences of the USSR, Moscow (1980).