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Petrov-Galerkin and Galerkin/Least Squares stabilized approaches for advectivediffusive transport problems
(Fundacja Zdrowia Publicznego "Vesalius", 2001)
[Abstract] The Finite Element method with a Galerkin type weighting is a straight-forward weighted residual method that has been sucessfuly used in many engineering applications, specially in Solid Mechanics. However, this ...
Resolution of the flow in clarifiers by using a stabilized finite element method
(John Wiley and Sons, 2004)
[Abstract] The description of the flow that takes place in clarifiers and other wastewater treatment basins may be a powerful tool to attain an optimum design of these structures, in order to make the most of the wastewater ...
SUPG stabilized finite element resolution of the Navier-Stokes equations: application to water treatment engineering
(Elsevier, 2002)
[Abstract] In this paper an analysis of the viscous incompressible flow has been carried out, from the very definition of the governing equations, up to the resolution of some practical problems, passing through the ...
Una formulación en elementos finitos para la resolución del flujo viscoso incompresible no permanente
(Sociedad Española de Métodos Numéricos en Ingeniería, 1999)
[Resumen] Se expone en este trabajo el resultado de la elaboración de un código, que basado en el método de los elementos finitos, resuelve la ecuación de Navier–Stokes en un dominio
bidimensional, para condiciones iniciales ...
Aplicación de una formulación de elementos finitos para la resolución del flujo en unidades de proceso de aguas residuales
(Fundación para el Fomento de la Ingeniería del Agua, 2003)
[Resumen] En el presente trabajo se exponen los resultados de la aplicación de una formulación numérica
propuesta por los autores, en la resolución de varios problemas de flujo relacionados con el tratamiento
de aguas ...
On the resolution of the viscous incompressible flow for various SUPG finite element formulations
(The International Center of Numerical Methods in Engineering, 2000)
[Abstract] A Finite Element based program has been released to solve the steady 2D Navier-
Stokes equations. The mixed-variable algorithm is used as a first approach to solve the
differential problem. In order to reduce ...