Table of contents for Finite elements for solids, fluids, and optimization / G. A. Mohr.

Bibliographic record and links to related information available from the Library of Congress catalog

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PART I: Introduction to Finite Elements

1. Skeletal Elements

2. Basic Relationships for Solid Continua

3. Energy Principles and Applications

4. Lagrange Multipliers, Penalty Factors and Basis Transformation

5. Interpolation Functions and Numerical Integration

PART II: Applications to the Statics of Solids

6. Plane Stress and Plane Strain

7. Isoparametric Mapping and Its Applications

8. Thin Plate Bending Elements

9. Thick Plate Elements

10. Flat Elements for Shell Analysis

11. Curved Shell Elements

PART III: Nonlinear and Time Dependent Problems and FEM Programming

12. Nonlinear Materials and Large Displacements

13. Eigenvalue Analysis of Vibration and Stability

14. Time Stepping Analysis of Vibration and Creep

15. Finite Element Programming

PART IV: Finite Elements in Fluid Flow and Other Field Problems

16. Basic Differential Equations in Continua

17. Variational and Weighted Residual Methods

18. Pseudo Harmonic Field Problems

19. Potential Glow, Viscous Flow and Compressible Flow

20. Fluid Flow Examples and Programs

PART V: Further Applications of the Finite Element MEthods

21. Boundary Solution Techniques

22. Optimization Techniques and Applications

23. Generalization of Constraint Techniques and Optimization Programs

Library of Congress subject headings for this publication:
Finite element method.
Mechanics, Applied -- Mathematics.
Fluid mechanics -- Mathematics.
Mathematical optimization.