The Finite Element Method in Engineering

<p>Part 1. Introduction1. Overview of the Finite Element Method</p> <p>Part 2. Basic Procedure2. Discretization of the Domain3. Interpolation Models4. Higher Order and Isoparametric Elements5. Derivation of Element Matrices and Vectors6. Assembly of Element Matrices and Vectors and Derivation of System Equations7. Numerical Solution of Finite Element Equations</p> <p>Part 3. Application to Solid Mechanics Problems8. Basic Equations and Solution Procedure9. Analysis of Trusses, Beams and Frames10. Analysis of Plates11. Analysis of Three-Dimensional Problems12. Dynamic Analysis</p> <p>Part 4. Application to Heat Transfer Problems13. Formulation and Solution Procedure14. One-Dimensional Problems15. Two-Dimensional Problems16. Three-Dimensional Problems</p> <p>Part 5. Application to Fluid Mechanics Problems17. Basic Equations of Fluid Mechanics18. Inviscid and Incompressible Flows19. Viscous and Non-Newtonian Flows</p> <p>Part 6. Solution and Applications of Quasi-Harmonic Equations20. Solution of Quasi-Harmonic Equations</p> <p>Part 7. ABAQUS and ANSYS Software and MATLAB® Programs for Finite Element Analysis21. Finite Element Analysis Using ABAQUS22. Finite Element Analysis Using ANSYS23. MATLAB Programs for Finite Element Analysis</p> <p>AppendixA Comparison of Finite Element Method with other Methods of AnalysisB Green-Gauss Theorem (Integration by Parts in Two and Three Dimensions)</p>