SOLUTION OF THE THREE-DIMENSIONAL ADVECTION-DIFFUSION EQUATION BY THE METHOD GIADMT FOR TWO COUNTERGRADIENT TERMS

Ciência E Natura

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ISSN: 2179-460X
Editor Chefe: Marcelo Barcellos da Rosa
Início Publicação: 30/11/1979
Periodicidade: Quadrimestral

SOLUTION OF THE THREE-DIMENSIONAL ADVECTION-DIFFUSION EQUATION BY THE METHOD GIADMT FOR TWO COUNTERGRADIENT TERMS

Ano: 2016 | Volume: 38 | Número: Especial
Autores: Karine Rui, Camila Pinto da Costa
Autor Correspondente: Karine Rui | cienciaenaturarevista@gmail.com

Palavras-chave: nonlocal closure, countergradient, giadmt, advection-diffusion equation

Resumos Cadastrados

Resumo Inglês:

In this work, we present the resolution of the three-dimensional stationary advection-diffusion equation, through the GIADMT technique, considering the nonlocal closure for turbulent flow, using two different parameterization for the countergradient, one proposal by Cuijpers e Holtslag (1998) and another proposed by Roberti et al. (2004). The concentration of pollutants is estimated and compared with the observed data in Copenhagen experiment using different parameterization for the vertical turbulent diffusion coefficient.