Identificador persistente para citar o vincular este elemento:
http://hdl.handle.net/10553/47203
Título: | A finite difference model for air pollution simulation | Autores/as: | Sanín, N. Montero, G. |
Clasificación UNESCO: | 12 Matemáticas | Palabras clave: | Wind modelling Mass consistent models Air pollution modelling Eulerian model Finite differences, et al. |
Fecha de publicación: | 2007 | Proyectos: | Simulacion Numerica de Campos de Viento Orientados A Procesos Atmofericos. | Publicación seriada: | Advances in Engineering Software | Conferencia: | 7th International Conference on Computational Structures Technology/4th International Conference on Engineering Computational Technology | Resumen: | A 3-D model for atmospheric pollutant transport is proposed considering a set of coupled convection–diffusion–reaction equations. The convective phenomenon is mainly produced by a wind field obtained from a 3-D mass consistent model. In particular, the modelling of oxidation and hydrolysis of sulphur and nitrogen oxides released to the surface layer is carried out by using a linear module of chemical reactions. The dry deposition process, represented by the so-called deposition velocity, is introduced as a boundary condition. Moreover, the wet deposition is included in the source term of the governing equations using the washout coefficient. Before obtaining a numerical solution, the problem is transformed using a terrain conformal coordinate system. This allows to work with a simpler domain in order to build a mesh that provides finite difference schemes with high spatial accuracy. The convection–diffusion–reaction equations are solved with a high order accurate time-stepping discretization scheme which is constructed following the technique of Lax and Wendroff. Finally, the model is tested with a numerical experiment in La Palma Island (Canary Islands). | URI: | http://hdl.handle.net/10553/47203 | ISSN: | 0965-9978 | DOI: | 10.1016/j.advengsoft.2006.09.013 | Fuente: | Advances in Engineering Software [ISSN 0965-9978], v. 38 (6), p. 358-365 |
Colección: | Artículos |
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