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Simplified Analytical Methods of Elastic Plates
Hardcover
General Construction & RenovationGeneral SciencePhysics
ISBN13: 9789811300851
Publisher: Springer Nature
Published: Nov 13 2018
Pages: 344
Weight: 1.51
Height: 0.81 Width: 6.14 Depth: 9.21
Language: English
Part I Static and Dynamic Analyses of Normal Plates
1 Static and Dynamic Analyses of Rectangular Normal Plates
1.1 Introduction
1.2 Equilibrium Equations of the Plate Element
1.3 Relationships Among Stress, Strain, and Displacements
1.4 Stress Resultants and Stress Couples Expressed in Term of w
1.5 Boundary Conditions of the Bending Theory
1.6 Analytical Method of Static Rectangular Plates Used the Galerkin Method
1.7 Selection of Shape Functions for Static Problems
1.8 Free Transverse Vibrations of Plates without Damping
1.9 Forced Vibrations of Rectangular Plates
1.10 Dynamic Response of Sinusoidal Dynamic Loads
1.11 Conclusions
References
2 Static and Dynamic Analyses of Circular Normal Plates
2.1 Introduction
2.2 Governing Equations of Uniform Circular Plates
2.3 Governing Equations of Circular Plates Subjected to Rotationally Symmetric Loading
2.4 Conclusions
References
3 Static and Dynamic Analyses of Rectangular Normal Plates with Edge Beams
3.1 Introduction
3.2 Governing Equations of a Normal Plate with Edge Beams
3.3 Static Analysis Used the Galerkin Method
3.4 Numerical Results for Static Solution
3.5 Free Transverse Vibrations of a Plate with Edge Beams
3.6 Numerical Results for Natural Frequencies
3.7 Forced Vibrations of a Plate with Edge Beams
3.8 Approximate Solutions for Forced Vibrations
3.9 Numerical Results for Dynamic Responses
3.10 Conclusions
Appendix A3.1
Appendix A3.2
References
Part II Static and Dynamic Analyses of Various Plates4 Static and Dynamic Analyses of Rectangular Plates with Voids
4.1 Introduction
4.2 Governing Equations of Plates with Voids
4.3 Static Analyses to Rectangular Plates with Voids
4.4 Numerical Results
4.5 Relationships between Theoretical and Experimental Results
4.6 Conclusions for the Static Problems
4.7 Free Transverse Vibrations of a Plate with Voids
4.8 Numerical Results for Natural Frequencies
4.9 Relationships between Theoretical Results and Experimental Results for Natural Frequencies
4.10 Forced Vibrations of Plates with Voids
4.11 Dynamic Analyses Based on the Linear Acceleration Method
4.12 Closed-form Approximate Solutions for Forced Vibrations
4.13 Numerical Results for Dynamical Responses; Discussions
4.14 Conclusions for Free and Forced Vibrations
References
5 Static and Dynamic Analyses of Circular Plates with Voids
5.1 Introduction
5.2 Governing Equations of a Circular Plate with Voids
5.3 Static Analysis
5.4 Numerical Results for Static Problems
5.5 Free Transverse Vibrations of Plate with Voids
5.6 Numerical Results for Natural Frequencies
5.7 Forced Vibrations of Plates with Voids
5.8 Closed-form Approximate Solutions for Forced Vibrations
5.9 Numerical Results for Dynamic Responses: Discussions
5.10 Conclusions
References
6 Static and Dynamic Analyses of Rectangular Cellular Plates
6.1 Introduction
6.2 Governing Equations of a Cellular Plate with Transverse Shear Deformations along with Frame Deformation
6.3 Transverse Shear Stiffnes
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