ABSTRACT

Finite element modeling has developed into one of the most important tools at an engineer's disposal, especially in applications involving nonlinearity. While engineers coping with such applications may have access to powerful computers and finite element codes, too often they lack the strong foundation in finite element analysis (FEA) that nonline

chapter |12 pages

FIGURE 1.1 Rectilinear coordinate system.

chapter |9 pages

FIGURE 1.3 Spherical coordinate system.

chapter 2|17 pages

Mathematical Foundations: Tensors

chapter 4|1 pages

Kinematics of Deformation

chapter |2 pages

E =aX+aXY+aY E =b X +bXY+bY

chapter |16 pages

FIGURE 5.1 Equilibrium of a tetrahedron.

chapter |9 pages

FIGURE 6.1 Illustration of isotropy.

chapter |2 pages

is =0 ie=0

chapter 7|9 pages

Thermal and Thermomechanical Response

chapter 8|4 pages

Introduction to the Finite-Element Method

chapter 9|1 pages

Element Fields in Linear Problems

chapter |3 pages

FIGURE 9.3 Triangular plate element.

chapter |1 pages

FIGURE 9.4 Axisymmetric element.

chapter |13 pages

FIGURE 9.5 Tetrahedral element.

chapter 11|14 pages

Solution Methods for Linear Problems

chapter 12|1 pages

Rotating and Unrestrained Elastic Bodies

chapter 14|2 pages

Torsion and Buckling

chapter 15|1 pages

Introduction to Contact Problems

chapter |1 pages

FIGURE 15.3 Point-to-point contact.

chapter 16|3 pages

Introduction to Nonlinear FEA

chapter |7 pages

FIGURE 16.1 Rubber rod under load.

chapter |2 pages

FIGURE 16.3 Two rubber rods under load.

chapter 17|7 pages

Incremental Principle of Virtual Work

chapter |5 pages

FIGURE 17.1 Contact.

chapter 19|1 pages

Inelastic and Thermoinelastic Materials

chapter |1 pages

(19.26) (19.27)

chapter 20|9 pages

Advanced Numerical Methods

chapter |2 pages

Monographs and Texts

chapter |1 pages

Articles and Other Sources