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Mathematical Analysis of Thin Plate Models
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Catalogue Information
Field name
Details
Dewey Class
518
Title
Mathematical Analysis of Thin Plate Models ([EBook] /) / by Philippe Destuynder, Michel Salaun.
Author
Destuynder, Philippe
Added Personal Name
Salaun, Michel
author.
Other name(s)
SpringerLink (Online service)
Publication
Berlin, Heidelberg : : Springer Berlin Heidelberg, , 1996.
Physical Details
X, 236 p. 39 illus. : online resource.
Series
Mathématiques & Applications
1154-483X ; ; 24
ISBN
9783642517617
Summary Note
Ce livre est destiné aux enseignants, chercheurs et étudiants désireux de se familiariser avec les différents modèles de plaques minces et d'en maîtriser les problèmes mathématiques et d'approximation sous-jacents. Il contient essentiellement des résultats nouveaux et des applications originales à l'étude du délaminage des structures multicouche. La démarche est guidée par un souci de mettre en avant les points délicats dans la théorie des plaques minces.:
Contents note
I — Plate models for thin structures -- I.0 — A short description of the chapter -- I.1 — The three dimensionnal elastic-model -- I.2 — The Kirchhoff-Love assumption -- I.3 — The Kirchhof f-Love plate model -- I.4 — The Naghdi model revisited using mixed variational formulation -- I.5 — About the rest of the book -- References of Chapter I -- II — Variational formulations for bending plates -- II.0 — A brief summary of the chapter -- II. 1 — Why a mixed formulation for plates -- II.2 — The primal variational formulation for Kirchhoff-Love model -- II.3 — The Reissner-Mindlin-Naghdi model for plates -- II.4 — Natural duality techniques for the bending plate model -- II.5 — A comparison between the mixed method and the one of section II.2.4 -- References of Chapter II -- III — Finite element approximations for several plate models -- III.0 — A summary of the chapter -- III. 1 — Basic results in finite element approximation -- III.2 — C1 elements -- III.3 — Primal finite element methods for bending plates -- III.4 — The penalty-duality finite element method for the bending plate model -- III.5 — Numerical approximation of the mixed formulation for a bending plate -- References of Chapter III -- IV — Numerical tests for the mixed finite element schemes -- IV.0 — A brief description of the chapter -- IV. 1 — Precision tests for the mixed formulation -- IV.2 Vectorial and parallel algorithms for mixed elements -- IV.3 — Concluding remarks -- References of Chapter IV -- V — A Numerical model for delamination of composite plates -- V.O — A brief description of the chapter -- V. 1 — What is delamination of thin multilayered plates -- V.2 — The three-dimensional multilayered composite plate model with delamination -- V.3 — A plate model for large delamination -- V.4 — The three-dimensional energy release rate -- V.5 — The mechanical example and the numerical method -- V.6 — Concluding remarks -- References of Chapter V.
System details note
Online access to this digital book is restricted to subscription institutions through IP address (only for SISSA internal users)
Internet Site
http://dx.doi.org/10.1007/978-3-642-51761-7
Links to Related Works
Subject References:
Computational Intelligence
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Mathematics
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Mechanics
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Mechanics, Applied
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Numerical Analysis
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Theoretical and Applied Mechanics
.
Authors:
Destuynder, Philippe
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Salaun, Michel
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Corporate Authors:
SpringerLink (Online service)
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Series:
Mathématiques & Applications
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Classification:
518
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