| Titre : |
Theory of Flexible Shells |
| Type de document : |
texte imprimé |
| Auteurs : |
E. L. AXELRAD |
| Editeur : |
Elsevier Science Publishers, Ltd |
| Année de publication : |
1986 |
| Collection : |
North-Holland series in applied mathematics and mechanics |
| Importance : |
399 p. |
| ISBN/ISSN/EAN : |
978-0-444-87954-7 |
| Note générale : |
Preface
Table of contents
References
Author index |
| Catégories : |
Elasticité
Plaques et coques élastiques
Structures
|
| Index. décimale : |
624.17 Théorie des structures |
| Résumé : |
FOUNDATIONS OF THIN-SHELL THEORY
Shell Geometry
Deformation of the Reference Surface
Hypotheses of the Theory. Shelle Deformation
Equilibrium Equations
Elastic Energy
Constitutive Equations
Boundary Conditions. Temperature Effects
Static-Geometry Analogy. Novozhilov's Eqautions
The Donnell Equations and the Membrane Model of a Shell
FLEXIBLE-SHELL THEORY
Basic Flexible-Shell Problems
Reissner Equations
Schwerin-Chernina Equations
Governing Equations and the Model of Flexible Shell
Semi-Momentless Equations
Linear and Nonlinear Approximations
Matrix Form of Operations with Trigonometric Series
Trigonometric-Series Solution
TUBES
Basic Problems of Tube Analysis
Bending of Long Curved Tubes
Noncircular Long Tubes
Lateral and Out-of-Plane Bending
Torsion
Tubes with Given Conditions on the Edges
Tubes of Unrestricted Curvature
Nonlinear Bending of Tubes with Given Conditions on the Edges
Collapse of Bent Cylinder Shells and Curved Tubes
Buckling of Tubes and Torus Shells under External Pressure
Bourdon Tubes
Layered Tubes
OPEN-SECTION BEAMS
Open Circular Section
Shallow Profiles
Profiles Allowing a Closed-Form Solution
Bimetallic Strip
FLEXIBLE SHELLS OF REVOLUTION
Basic Problems
Bellows under Axial Tension and Normal Pressure
Bellows with Edge Constraints
Lateral Bending and Stability of Bellows
Torus Shells |
