Dettaglio del documento
Mechanics of structures : variational and computational methods
Abstract
Table of Contents:SECTION A: FORMULATIONS FOR LINEAR PROBLEMS OF ELASTICITY p.1 -- CHAPTER 1 - Basic Equations: Differential Form p.3 -- CHAPTER 2 - Principles of Virtual Work: Integral Form of the Basic Equations P.59 -- CHAPTER 3 - Related Variational and Energy Principles P.117 -- SECTION B: SOLUTION METHODS p.167 -- CHAPTER 4 - Structural Analysis Methods I: Beam Elements p.169 -- CHAPTER 5 - Structural Analysis Methods II: Structural Systems p.223 -- CHAPTER 6 - The Finite Element Method p.317 -- CHAPTER 7 - Direct Variational and Weighted Residual Methods: Classical Trial Function Methods p.413 -- CHAPTER 8 - The Finite Difference Method p.469 -- CHAPTER 9 - The Boundary Element Method p.505 -- SECTION C: FORMULATIONS FOR DYNAMIC AND STABILITY PROBLEMS p.555 -- CHAPTER 10 - Dynamic Responses p.557 -- CHAPTER 11 - Stability Analysis p.617 -- SECTION D: BARS AND PLATES p.667 -- CHAPTER 12 - Beams p.669 -- CHAPTER 13 - Plates p.711 -- SECTION E: APPENDICES p.791 -- CHAPTER I - Some fundamentals of variational calculus p.793 -- CHAPTER II - Integral theorems p.801 -- CHAPTER III - Solution of linear equations and Eigevenvalue problems p.805 -- Indices p.825 -- Biographical Index p.827 -- Subject Index p.829