Design of Adaptive Finite Element Software : The Finite Element Toolbox ALBERTA / edited by Timothy J. Barth, Michael Griebel, David E. Keyes, Risto M. Nieminen, Dirk Roose, Tamar Schlick.

Por:

Barth, Timothy J [editor.]

Colaborador(es):

Tipo de material: Texto

TextoSeries Lecture Notes in Computational Science and Engineering ; 42Editor: Berlin, Heidelberg : Springer Berlin Heidelberg, 2005Descripción: xii, 315 páginas With CD-ROM. recurso en líneaTipo de contenido:

texto

Tipo de medio:

computadora

Tipo de portador:

recurso en línea

ISBN:

9783540271567

Formatos físicos adicionales: Edición impresa:: Sin títuloClasificación LoC:

QA71-90

Recursos en línea:

Conectar a Springer E-Books (Para consulta externa se requiere previa autentificación en Biblioteca Digital UANL)

Contenidos:

Concepts and abstract algorithms -- Implementation of model problems -- Data structures and implementation.

Resumen: During the last years, scientific computing has become an important research branch located between applied mathematics and applied sciences and engineering. Highly efficient numerical methods are based on adaptive methods, higher order discretizations, fast linear and non-linear iterative solvers, multi-level algorithms, etc. Such methods are integrated in the adaptive finite element software ALBERTA. It is a toolbox for the fast and flexible implementation of efficient software for real life applications, based on modern algorithms. ALBERTA also serves as an environment for improving existent, or developing new numerical methods in an interplay with mathematical analysis and it allows the direct integration of such new or improved methods in existing simulation software.

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Springer eBooks

Concepts and abstract algorithms -- Implementation of model problems -- Data structures and implementation.

During the last years, scientific computing has become an important research branch located between applied mathematics and applied sciences and engineering. Highly efficient numerical methods are based on adaptive methods, higher order discretizations, fast linear and non-linear iterative solvers, multi-level algorithms, etc. Such methods are integrated in the adaptive finite element software ALBERTA. It is a toolbox for the fast and flexible implementation of efficient software for real life applications, based on modern algorithms. ALBERTA also serves as an environment for improving existent, or developing new numerical methods in an interplay with mathematical analysis and it allows the direct integration of such new or improved methods in existing simulation software.

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