Mingalev, V.S., Mingalev, I.V., Mingalev, O.V., Oparin, A.M. and Orlov, K.G. (2010) Generalization of the Hybrid Monotone Second-Order Finite Difference Scheme for Gas Dynamics Equations to the Case of Unstructured 3D Grid. Computational Mathematics and Mathematical Physics, 50, 877-889.
http://dx.doi.org/10.1134/S0965542510050118

has been cited by the following article:

• TITLE: A Computational Study of the Transformation of Global Gas Flows in the Earth’s Atmosphere over the Course of a Year

  AUTHORS: Igor V. Mingalev, Konstantin G. Orlov, Victor S. Mingalev

  KEYWORDS: Numerical Simulation, Air Flow, Lower and Middle Atmosphere

  JOURNAL NAME: Open Journal of Fluid Dynamics, Vol.4 No.4, December 18, 2014

  ABSTRACT: A mathematical model, developed earlier in the Polar Geophysical Institute, is applied to investigate the transformation of global gas flows in the Earth’s atmosphere over the course of a year. The model is based on the numerical solution of the system of gas dynamic equations. The mathematical model produces three-dimensional distributions of the gas dynamic parameters of the atmosphere in the height range from 0 to 126 km over the Earth’s surface. To investigate the seasonal transformation of the global circulation of the lower and middle atmosphere, simulations are performed for conditions corresponding to twelve dates, which belong to twelve different months. Results of simulations indicate that the variations of the solar illumination of the Earth’s atmosphere, conditioned by different positions of the Earth along its trajectory around the Sun, influence considerably the transformation of the planetary circulation of the lower and middle atmosphere over the course of a year.