Handbook of thin plate buckling and post buckling

Title:

Personal Author:

Bloom, Frederick

Publication Information:

Boca Raton : Chapman & Hall, 2001

ISBN:

9781584882220

Subject Term:

Plates (Engineering)

Bucking (Mechanics)

Added Author:

Coffin, Douglas

Available:*

Library	Item Barcode	Call Number	Material Type	Item Category 1	Status
Searching... PSZ JB	30000004841312	TA660.P6 B56 2001	Open Access Book	Book	Searching... Unknown

Stop searching through the endless amount of literature to find the most recent information on plate buckling. The authors of Handbook of Thin Plate Buckling and Post Buckling have already done the work for you. Detailed and clearly written, the book contains a comprehensive, up-to-date treatment of the buckling and postbuckling behavior of perfect and imperfect thin plates.

The authors study, in detail and with specific solved examples, the essential factors that influence critical buckling loads, initial mode shapes, and postbuckling behavior for thin plates. Through their analysis of rectangular, circular, and annular plates, they present valuable information, some of which has never before been published in book form. Such topics include hygrothermal buckling, viscoelastic and plastic buckling, and buckling of various thickness plates. With this important collection, the Handbook of Thin Plate Buckling and Post Buckling provides you with a one-stop source of current research findings.

Preface	p. v
1 Introduction: Plate Buckling and the von Karman Equations	p. 1
1.1 Buckling Phenomena	p. 1
1.2 The von Karman Equations for Linear Elastic Isotropic and Orthotropic Thin Plates	p. 12
1.2.1 Rectilinear Coordinates	p. 13
1.2.2 Polar Coordinates	p. 25
1.3 Boundary Conditions	p. 43
1.3.1 Boundary Conditions on the Deflection	p. 43
1.4 The Linear Equations for Initial Buckling	p. 55
1.5 Figures: Plate Buckling and the von Karman Equations	p. 61
2 Initial and Postbuckling Behavior of (Perfect) Thin Rectangular Plates	p. 73
2.1 Plates with Linear Elastic Behavior	p. 74
2.1.1 Isotropic Symmetry: Initial Buckling	p. 74
2.1.2 Rectilinear Orthotropic Symmetry: Initial Buckling	p. 88
2.1.3 Postbuckling Behavior of Isotropic and Rectilinear Orthotropic Linear Elastic Rectangular Plates	p. 106
2.2 Plates with Nonlinear Elastic Behavior: The Johnson-Urbanik Generalization of the von Karman Equations	p. 120
2.3 Plates which Exhibit Elastic-Plastic or Viscoelastic Behavior	p. 128
2.4 Comparisons of Initial and Postbuckling Behavior of Rectangular Plates	p. 142
2.4.1 Variations with Respect to Boundary Conditions	p. 142
2.4.2 Variations with Respect to Symmetry	p. 145
2.4.3 Variations with Respect to Constitutive Response	p. 147
2.5 Initial Buckling/Postbuckling Figures, Graphs, and Tables: Rectangular Plates	p. 149
3 Initial and Postbuckling Behavior of Thin Circular Plates	p. 209
3.1 Plates with Linear Elastic Behavior	p. 210
3.1.1 Isotropic Symmetry: Initial Buckling and Postbuckling Behavior	p. 210
3.1.2 Cylindrically Orthotropic Symmetry: Initial Buckling and Postbuckling Behavior	p. 229
3.1.3 Rectilinear Orthotropic Symmetry: Initial Buckling and Postbuckling Behavior	p. 239
3.2 Plates which Exhibit Nonlinear Elastic, Viscoelastic, or Elastic-Plastic Behavior	p. 242
3.3 Comparisons of Initial and Postbuckling Behavior of Circular Plates	p. 265
3.4 Initial Buckling/Postbuckling Figures, Graphs, and Tables: Circular Plates	p. 269
4 Initial and Postbuckling Behavior of (Perfect) Thin Annular Plates	p. 303
4.1 Plates with Linear Elastic Behavior	p. 304
4.1.1 Isotropic Symmetry: Initial Buckling	p. 304
4.1.2 Cylindrically Orthotropic Symmetry: Initial Buckling	p. 318
4.1.3 Isotropic and Cylindrically Orthotropic Symmetry: Postbuckling Behavior	p. 320
4.1.4 Rectilinear Orthotropic Symmetry: Initial Buckling and Postbuckling Behavior	p. 329
4.2 Plates which Exhibit Nonlinear Elastic, Viscoelastic, or Elastic-Plastic Behavior	p. 338
4.3 Comparisons of Initial and Postbuckling Behavior of Annular Plates	p. 342
4.4 Initial Buckling/Postbuckling Figures, Graphs, and Tables: Annular Plates	p. 349
5 Postbuckling Behavior of Imperfect Plates and Secondary Plate Buckling	p. 427
5.1 Imperfection Sensitivity	p. 427
5.1.1 An Example of Imperfection Bifurcation	p. 428
5.1.2 Rectangular Plates	p. 431
5.1.3 Circular and Annular Plates	p. 441
5.2 Secondary Buckling for Thin Plates	p. 449
5.2.1 Secondary Buckling for Circular Plates	p. 450
5.2.2 Secondary Buckling for Rectangular Plates	p. 455
5.3 Imperfection Buckling and Secondary Buckling Figures, Graphs, and Tables	p. 466
6 Generalized von Karman Equations for Elastic Plates Subject to Hygroexpansive or Thermal Stress Distributions	p. 495
6.1 Rectilinear Coordinates	p. 495
6.2 Polar Coordinates	p. 506
6.3 Boundary Conditions	p. 517
6.4 Thermal Bending and Buckling Equations and Boundary Conditions	p. 523
7 Thermal Bending, Buckling, and Postbuckling of Rectangular and Circular Plates	p. 539
7.1 Small Deflection Theory	p. 539
7.2 Large Deflection Theory	p. 584
7.3 Applications of the Berger's Approximation	p. 611
7.4 Thermal Bending, Buckling, and Postbuckling Figures, Graphs, and Tables I	p. 637
8 Other Aspects of Hygrothermal and Thermal Buckling	p. 669
8.1 Hygroexpansive/Thermal Buckling in the Presence of Imperfections	p. 669
8.2 Buckling of Plates of Variable Thickness	p. 673
8.3 Viscoelastic and Plastic Buckling	p. 691
8.4 Thermal Bending, Buckling, and Postbuckling Figures, Graphs, and Tables II	p. 723
References	p. 747

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Summary

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Table of Contents