






Vol.2 , No. 6, Publication Date: Mar. 4, 2016, Page: 48-54
[1] | Daler Sharipov, Institute of Mathematics, National University of Uzbekistan, Tashkent, Uzbekistan. |
This article covers a survey devoted to the problem of studying and forecasting the diffusion of harmful substances in the atmosphere. The authors have developed a mathematical model that takes into account wind speed and other weather and climate factors. Numerical experiments were conducted based on the given model. The obtained results presented here show the main factors that significantly affect the diffusion of harmful substances in the atmosphere.
Keywords
Mathematical Model, Numerical Algorithm, Harmful Substances, Weather and Climate Factor, Concentration
Reference
[01] | Kordzadze, А. (2007). Mathematical modelling of dynamical and ecological processes in the system sea-land-atmosphere, Air, Water and Soil Quality Modelling for Risk and Impact Assessment, 181-193. |
[02] | Sharan, M., Gopalakrishnan, S. G. (2003). Mathematical modelling of diffusion and transport of pollutants in the atmospheric boundary layer, January pure and applied geophysics, Vol. 160, No. 1-2, 357-394. |
[03] | Gitis, V. G., Petrova, E. N., Pirogov S. A., Yurkov, E. F. (2007). Mathematical modelling of the pollutants overland flow and transport, Avtomatika i telemehanika, Vol. 68, No. 9, 1643-1653. |
[04] | Khan, Y., Shekhu, M., Sulochana, C. (2013). Mathematical model for dispersion and diffusion of chemically reactive pollutants from various sources into a boundary layer with dry deposition, Engineering Computations, Vol. 30, No. 5, 707-727. |
[05] | Suhinov, A. I., Chistjakov, A. E., Hachun, D. S. (2011). Matematicheskoe modelirovanie dvizhenija mnogokomponentnoj vozdushnoj sredy i transporta zagrjaznjajushhih veshhestv, Izvestija Juzhnogo federal'nogo universiteta. Tehnicheskie nauki, No. 8, 73-79. |
[06] | Chistjakov, A. E., Hachunc, D. S. (2013). Zadacha dvizhenija mnogokomponentnoj vozdushnoj sredy s uchetom paroobrazovanija i kondensacii, Izvestija Juzhnogo federal'nogo universiteta. Tehnicheskie nauki, No. 4, 87-98. |
[07] | Suhinov, A. I., Hachunc, D. S. (2013). Programmnaja realizacija dvumernoj zadachi dvizhenija vozdushnoj sredy, Izvestija Juzhnogo federal'nogo universiteta. Tehnicheskie nauki, No. 4, 15-20. |
[08] | Ravshanov, N., Sharipov, D. K., Ahmedov, D. D. (2015). Modelirovanie processa zagrjaznenija okruzhajushhej sredy s uchetom rel'efa mestnosti i pogodno-klimaticheskih faktorov, Informacionnye tehnologii modelirovanija i upravlenija, No. 3, 222-234. |
[09] | Ravshanov, N., Sharipov, D. K., Tashtemirova, N. (2015). Komp'juternoe modelirovanie processa perenosa i diffuzii vrednyh veshhestv v pogranichnom sloe atmosfery, Sovremennoe sostojanie i perspektivy primenenija informacionnyh tehnologij v upravlenii: doklady Respublikanskoj nauchno-tehnicheskoj konferencii, 209-215. |
[10] | Ravshanov, N., Shertaev, M., Toshtemirova N. (2015). Mathematical Model for the Study and Forecast of the Concentration of Harmful Substances in the Atmosphere, American Journal of Modelling and Optimization, Vol. 3, No. 2, 35-39. |
[11] | Ravshanov, N., Sharipov, D. K., Ahmedov D. (2015). Modelirovanija processa zagrjaznenija okruzhajushhej sredy s uchetom rel'efa mestnosti pogodno-klimaticheskih faktorov, Informacionnye tehnologii modelirovanija i upravlenija, No. 3, 222-235. |
[12] | Sharipov, D. K. (2013). Development of mathematical software aerosol transport and diffusion of the atmospheric emissions, European Applied Sciences, Vol. 1, No. 1, 233-240, 2013. |
[13] | Ravshanov, N., Sharipov, D. (2013). A physical splitting method for the solution of a problem of spread of harmful substances into the atmosphere, Intellectual Archive, Vol. 2, No. 6, 27-39. |
[14] | Moscow: Nauka. Samarskij, A. A. (1971). Vvedenie v teoriju raznostnyh shem. |