XXVI International Symposium "Atmospheric and Ocean Optics. Atmospheric Physics"

July 06-10, 2020, Moscow

Participant Organizations

Organization: Institute of Computational Mathematics and Mathematical Geophysics SB RAS, Novosibirsk, Russia

List of reports:

  1. Savelieva E.S., Zuev V.V., Borovko I.V., Krupchatnikov V.N.
    Antarctic polar vortex weakening due to a temperature decrease in the lower subtropical stratosphere  
  2. Kablukova E.G., Prigarin S.M.
    Monte Carlo simulation of solar radiation transfer for inhomogeneous cloud layers with optical thickness retrieved from CARRIBA and VERDI data     
  3. Kablukova E.G., Prigarin S.M., Oshlakov V.G.
    MONTE CARLO SIMULATION OF A LASER BEAM IMAGE IN THE INSTRUMENTAL NAVIGATION SYSTEM  
  4. Mu Q, Kargin B.A., Kablukova E.G.
    MONTE CARLO CALCULATION OF OPTICAL RADIATION SCATTERING BY CIRRUS CLOUD CRYSTALS IN THE GEOMETRIC OPTICS APPROXIMATION  
  5. Tsvetova E.A.
    SPIROGIRA ALGAE DISTRIBUTION IN LAKE BAIKAL: MATHEMATICAL MODELING RESULTS    
  6. Pyanova E.A., Penenko V.V., Gochakov A.V., Faleychik L.M.
    MODELING THE PROPAGATION OF IMPURITIES FROM POINT SOURCES IN THE WINTER ATMOSPHERE OF THE BAIKAL REGION  
  7. Pestunov D.A., Domysheva V.M., Shamrin A.M., Tsvetova E.A. , Panchenko M.V.
    ESTIMATION OF THE BARGUZIN RIVER WATERS DISTRIBUTION IN THE BARGUZIN BAY USING THE CONTENTS OF DISSOLVED METHANE    
  8. Penenko A.V. , Penenko V.V., Pyanova E.A., Tsvetova E.A.
    APPLICATION OF ADJOINT EQUATIONS TO INVERSE MODELING PROBLEMS OF POLLUTION TRANSPORT PROCESSES IN BAIKAL REGION    
  9. Zakovryashin A.V., Prigarin S.M.
    Fast phase functions calculation and study of optical phenomena for various cloud and fog models using numerical simulation  
  10. , ,
    IDENTIFICATION OF SOURCES AND RECONSTRUCTION OF POLLUTION FIELDS BASED ON MONITORING DATA FOR URBAN SCENARIOS    
  11. Penenko V.V.
    FORECASTING IN ENVIRONMENTAL PROTECTION BY SOLVING CONTINUATION PROBLEMS    
  12. Kurbatskaya L.I.
    RESEARCH OF A NEUTRAL AND STABLE BOUNDARY LAYER OF THE ATMOSPHERE USING AN EXPLICIT ALGEBRAIC MODEL OF REYNOLDS STRESSES    
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