Vol. 2, issue 05, article # 7

pdf Antyufeev V. S., Kerimli U. T., Kudinov O. I., Shakhtakhtinskaya M. I. Albedo reconstruction for a noneiform surface. // Atmospheric and oceanic optics. 1989. V. 2. No. 05. P. 399-402.
Copy the reference to clipboard
Abstract:

This paper considers a restoration algorithm for the albedo of the inhomogeneous orthotropic underlying surface from its brightness observed from an arbitrary point through the atmosphere with the given optical parameters. The Newton-Kantorovich method, each iteration of which is computed using the Monte-Carlо and below method, provides the basis for this algorithm. A model problem is solved to test the algorithm.

References:

1. I.V. Mishin and T.A. Sushkevich, Computation of the Underlying Surface Albedo Observed through the Atmosphere (Preprint/IPM Akad. Nauk SSSR, No. 87), Moscow (1982).
2. A.A. Motukhovskii and T.A. Sushkevich, in: Proceedings of the VIIIth Scientific Lecture Series on Cosmonautics (Moscow, 1984).
3. G.I. Marchuk, Kosm. Issled. , 2, No. 3, 462 (1964).
4. V.S. Antyufeev and G.A. Mikhailov, Izvestiya Akad. Nauk SSSR, Ser. Fizika Atmosfery i Okeana, 12, No. 5, 485 (1976).
5. B.A. Kargin, S.V. Kuznetsov, and G.A. Mikhailov, Izvestiya Akad. Nauk SSSR, Ser. Fizika Atmosfery i Okeana, 12, No. 7, 720 (1976).
6. Yu.V. Knyazikhin, Izvestiya Akad. Nauk ESSR, Ser. Fiziko-Mat., 30, No. 2, 140 (1981).
7. O.A. Avaste, V.S. Antyufeev, et al., in: Atmospheric-Optical Phenomena from Measurements of the "Salyut" Orbital Scientific Stations, 91 (Tartu, 1981).
8. M.A. Nazaraliev, Proceedings of the VIII th Scientific Lecture Series on Cosmonautics, 118 (Moscow, 1984).
9. G.I. Marchuk, G.A. Mikhailov, M.A. Nazaraliev, et al., The Monte-Carlo Method in Atmospheric Optics (Nauka, Novosibirsk, 1976).
10. K.Ya. Kondrat’ev, G.I. Marchuk, et al., The Radiation Field of the Spherical Atmosphere (Izdat. LGU, Leningrad, 1977).
11. S.A. Ukhinov, Methods and Algorithms of Statistical Simulation (Nauka, Novosibirsk, 1983).