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2000

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April

  

Reviews of topical problems


Climate as a problem of physics

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P.P. Shirshov Institute of Oceanology, Russian Academy of Sciences, ul. Krasikova 23, Moscow, 117218, Russian Federation

The logical fundamentals of the theory of climate are outlined: (1) the climate system OLA (ocean-land-atmosphere) is defined; (2) analogously to the theory of turbulence, the notion of climate is defined as a multicomponent random function in the OLA space-time (or, equivalently, as a statistical ensemble of states the OLA system passes through in a period of several decades); (3) the solar climate, i.e. the distribution of solar radiation at the upper atmosphere boundary, is determined, to be employed as the boundary condition for the OLA system; (4) the ’horizontal’ heat and mass transfer processes between the equatorial and polar zones are described; (5) the ’vertical’ processes of radiative-convective heat and mass transfer, among them the greenhouse effect of water vapor and small gas admixtures, are discussed; (6) the ’vertical’ radiative heat transfer processes in an aerosol-containing atmosphere is considered, including the anti-greenhouse effect of volcanic and smoke aerosols, and the ’nuclear night’ and ’nuclear winter’ scenarios.

Fulltext pdf (824 KB)
Fulltext is also available at DOI: 10.1070/PU2000v043n04ABEH000678
PACS: 89.60.+x, 92.60.−e, 92.60.Ry, 92.90.+x (all)
DOI: 10.1070/PU2000v043n04ABEH000678
URL: https://ufn.ru/en/articles/2000/4/d/
000087162200004
Citation: Monin A S, Shishkov Yu A "Climate as a problem of physics" Phys. Usp. 43 381–406 (2000)
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Оригинал: Монин А С, Шишков Ю А «Климат как проблема физики» УФН 170 419–445 (2000); DOI: 10.3367/UFNr.0170.200004d.0419

References (170) Cited by (46) Similar articles (20) ↓

  1. V.M. Fedorov “Earth insolation variation and its incorporation into physical and mathematical climate models62 32–45 (2019)
  2. V.V. Ivanov “Periodic weather and climate variations45 719–752 (2002)
  3. N.M. Astaf’eva “Wavelet analysis: basic theory and some applications39 1085–1108 (1996)
  4. V.I. Shematovich, M.Ya. Marov “Escape of planetary atmospheres: physical processes and numerical models61 217–246 (2018)
  5. V.S. Anishchenko, A.B. Neiman et alStochastic resonance: noise-enhanced order42 7–36 (1999)
  6. O.G. Onishchenko, O.A. Pokhotelov, N.M. Astaf’eva “Generation of large-scale eddies and zonal winds in planetary atmospheres51 577–589 (2008)
  7. S.D. Danilov, D. Gurarie “Quasi-two-dimensional turbulence43 863–900 (2000)
  8. S.V. Putvinskii “Can the future world energy system be free of nuclear fusion?41 1127–1137 (1998)
  9. F.V. Dolzhanskii, V.A. Krymov, D.Yu. Manin “Stability and vortex structures of quasi-two-dimensional shear flows33 (7) 495–520 (1990)
  10. M.V. Kalashnik, M.V. Kurgansky, O.G. Chkhetiani “Baroclinic instability in geophysical fluid dynamics65 1039–1070 (2022)
  11. V.V. Alekseev “Biophysics of communities of living organisms19 1007–1022 (1976)
  12. A.S. Monin “Hydrodynamic instability29 843–868 (1986)
  13. A.S. Monin “Turbulence and microstructure in the ocean16 121–131 (1973)
  14. A.S. Monin “Hydrodynamic theory of short-range weather forecasts11 746–767 (1969)
  15. L.I. Dorman, I.Ya. Libin “Short-period variations in cosmic-ray intensity28 233–256 (1985)
  16. A.S. Monin, G.M. Zhikharev “Ocean eddies33 (5) 313–339 (1990)
  17. M.Ya. Marov, S.I. Ipatov “Migration processes in the Solar System and their role in the evolution of the Earth and planets66 2–31 (2023)
  18. A.S. Monin “On the nature of turbulence21 429–442 (1978)
  19. A.S. Monin “ATMOSPHERIC DIFFUSION2 50–58 (1959)
  20. V.V. Slezov, V.V. Sagalovich “Diffusive decomposition of solid solutions30 23–45 (1987)

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