Stabilized least squares finite element method for 2D and 3D convection-diffusion
ARTIGO
Inglês
In this study, a computational code has been developed based into Finite Elements Method in the version of LSFEM (Least Squares Finite Element Method). The numeric development of this method has as a main advantage, the obtaining of an always symmetrical and defined positive algebraic system,...
In this study, a computational code has been developed based into Finite Elements Method in the version of LSFEM (Least Squares Finite Element Method). The numeric development of this method has as a main advantage, the obtaining of an always symmetrical and defined positive algebraic system, independently of the considered partial-differential equation system. The computational code was applied in the solution of two-dimensional and three-dimensional convection-diffusion problems, through domain discretization of structured meshes of quadratic elements. Obtained numerical results showed a good concordance with available results, showing the developed model validity
Aberto
Texto completo: https://wseas.org/wseas/cms.action?id=7658
Stabilized least squares finite element method for 2D and 3D convection-diffusion
Stabilized least squares finite element method for 2D and 3D convection-diffusion
Fontes
WSEAS transactions on applied and theoretical mechanics Vol. 9 (2014), p. 45-59 |