圖書目錄
Chapter 1 Introduction
1.1 Some Basic Concepts
1.2 Review of Matrix Algebra
1.3 Spring Element
1.4 Summary
1.5 Problems
Chapter 2 Bar and Beam Elements
2.1 Linear Static Analysis
2.2 Bar Element
2.3 Beam Element
2.4 Summary
2.5 Problems
Chapter 3 Two-Dimensional Elasticity Problems
3.1 Stress State in Structures
3.2 2-D (Plane) Elasticity Problems
3.3 Finite Elements for 2?D Problems
3.4 Summary
3.5 Problems
Chapter 4 Modeling and Solution Techniques
4.1 Symmetry
4.2 Substructures (Superelements)
4.3 Equation Solving
4.4 Nature of Finite Element Solutions
4.5 Convergence of FEA Solutions
4.6 Adaptivity (h?, p?, and hp?Methods)
4.7 Summary
4.8 Problems
Chapter 5 Plate and Shell Elements
5.1 Plate Theory
5.2 Plate Elements
5.3 Shells and Shell Elements
5.4 Summary
5.5 Problems
Chapter 6 Three?Dimensional Elasticity Problems
6.1 3-D Elasticity Theory
6.2 Finite Element Formulation
6.3 Typical 3?D Solid Elements
6.4 Solids of Revolution (Axisymmetric Analysis)
6.5 Summary
6.6 Problems
Chapter 7 Structural Vibration and Dynamics
7.1 Basic Equations
7.2 Free Vibration of Multiple DOF Systems
7.3 Damping
7.4 Modal Equations
7.5 Frequency Response Analysis
7.6 Transient Response Analysis
7.7 Summary
7.8 Problems
Chapter 8 Thermal Analysis
8.1 Temperature Field
8.2 Thermal Stress Analysis
8.3 Summary
8.4 Problems
References