Adaptive mesh refinement, theory and applications : proceedings of the Chicago Workshop on Adaptive Mesh Refinement Methods, Sept. 3-5, 2003 / Tomasz Plewa, Timur Linde, V. Gregory Weirs, editors.

By: Chicago Workshop on Adaptive Mesh Refinement Methods (2003 : University of Chicago)Contributor(s): Plewa, Tomasz [editor] | Linde, Timur Jaan [editor] | Weirs, Vincent Gregory, 1969- [editor]Material type: TextTextLanguage: English Series: Lecture notes in computational science and engineering ; 41Copyright date: Berlin ; New York : Springer, 2005Edition: First EditionDescription: xiv, 554 pages : illustrations ; 24 cmISBN: 9783540211471Subject(s): Numerical grid generation (Numerical analysis) -- Congresses | Métodos Multigrid (Análisis numérico) -- Congresos | Differential equations, Partial -- Numerical solutions -- Congresses | Ecuaciones diferenciales parciales -- Soluciones numéricas -- CongresosDDC classification: 518 LOC classification: QA377 | .C46 2003Online resources: Table of contents only | Publisher description
Partial contents:
Adaptive Mesh Refinement on Overlapping Grids -- A Dynamically Adaptive Arbitrary Lagrangian-Eulerian Method for Hydrodynamics -- Multiresolution-based adaptive schemes for Hyperbolic Conservation Laws -- A Posteriori Error Estimation and Mesh Adaptivity for Finite Volume and Finite Element Methods -- An Overview of the PARAMESH AMR Software Package and Some of Its Applications -- Performance of Vector/Parallel Orientated Hydrodynamic Code.
Abstract: Advanced numerical simulations that use adaptive mesh refinement (AMR) methods have now become routine in engineering and science. Originally developed for computational fluid dynamics applications these methods have propagated to fields as diverse as astrophysics, climate modeling, combustion, biophysics and many others.
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Includes index.

Includes bibliographical references and index.

Adaptive Mesh Refinement on Overlapping Grids -- A Dynamically Adaptive Arbitrary Lagrangian-Eulerian Method for Hydrodynamics -- Multiresolution-based adaptive schemes for Hyperbolic Conservation Laws -- A Posteriori Error Estimation and Mesh Adaptivity for Finite Volume and Finite Element Methods -- An Overview of the PARAMESH AMR Software Package and Some of Its Applications -- Performance of Vector/Parallel Orientated Hydrodynamic Code.

Advanced numerical simulations that use adaptive mesh refinement (AMR) methods have now become routine in engineering and science. Originally developed for computational fluid dynamics applications these methods have propagated to fields as diverse as astrophysics, climate modeling, combustion, biophysics and many others.

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