3D unsteady convection-diffusion-reaction via GFEM solver
Estaner Claro Romão, Luiz Felipe Mendes de Moura
ARTIGO
Inglês
In this paper, an important study on the application of the α family of temporal discretization is presented. For spatial discretization the Galerkin Method (GFEM) was used. With the variation of the α coefficient in temporal discretization and through one numerical applications with exact solution,...
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In this paper, an important study on the application of the α family of temporal discretization is presented. For spatial discretization the Galerkin Method (GFEM) was used. With the variation of the α coefficient in temporal discretization and through one numerical applications with exact solution, it will be possible to have an initial idea on how each one of the two suggested methods behaves. It is expected that this study can be able to advance several other studies within the domain of numerical simulation of physical problems. It is important to note that for all applications we will use a mesh that is considered gross, with the purpose of presenting a method that is robust, precise and mainly computationally
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FUNDAÇÃO DE AMPARO À PESQUISA DO ESTADO DE SÃO PAULO - FAPESP
2014/06679-8
Fechado
3D unsteady convection-diffusion-reaction via GFEM solver
Estaner Claro Romão, Luiz Felipe Mendes de Moura
3D unsteady convection-diffusion-reaction via GFEM solver
Estaner Claro Romão, Luiz Felipe Mendes de Moura
Fontes
Applied mechanics and materials (Fonte avulsa) |