An Analytical Methodology to Air Pollution Modelling in Atmosphere

Author:

Quadros Régis S.1,Gonçalves Glênio A.1,Buske Daniela1,Weymar Guilherme J.1

Affiliation:

1. Federal University of Pelotas

Abstract

This work presents an analytical solution for the transient three-dimensional advection-diffusion equation to simulate the dispersion of pollutants in the atmosphere. The solution of the advection-diffusion equation is obtained analytically using a combination of the methods of separation of variables and GILTT. The main advantage is that the presented solution avoids a numerical inversion carried out in previous works of the literature, being by this way a totally analytical solution, less than a summation truncation. Initial numerical simulations and statistical comparisons using data from the Copenhagen experiment are presented and prove the good performance of the model.

Publisher

Trans Tech Publications, Ltd.

Subject

Condensed Matter Physics,General Materials Science,Radiation

Reference12 articles.

1. D.M. Moreira, M.T. Vilhena, D. Buske, T. Tirabassi, The state-of-art of the GILTT method to simulate pollutant dispersion in the atmosphere, Atmospheric Research 92 (2009) 1–17.

2. D. Buske, M.T. Vilhena, D.M. Moreira, Solução GILTT Bidimensional em Geometria Cartesiana: Simulação da Dispersão de Poluentes na Atmosfera, Saarbrucken, Novas Edições Acadêmicas, (2016).

3. D. Buske, M.T. Vilhena, B. Bodmann, T. Tirabassi, Analytical Model for Air Pollution in the Atmospheric Boundary Layer, in: Air Pollution - Book 1, InTechOpen, 2012, pp.39-58.

4. D. Buske, M.T. Vilhena, T. Tirabassi, B. Bodmann, Air pollution steady-state advection-diffusion equation: the general three-dimensional solution, Journal of Environmental Protection 3 (2012). 1124-1134.

5. G.A. Gonçalves, D. Buske, R.S. Quadros, G.J. Weymar, A new approach to solve the time-dependent three-dimensional advection-diffusion equation apllied to model air pollution dispersion in the planetary boundary layer, International Journal of Development Research 8(5) (2018) 20535-20543.

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