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A numerical analysis of contact and limit-point behavior in a class of problems of finite elastic deformation
T. Endo, J. T. Oden, E. B. Becker and T. Miller
Journal:
Computers & Structures
Volume:
18,
Number:
5,
page:
899-910, 1984
Abstract
Finite element methods for the analysis of bifurcations, limit-point behavior, and unilateral frictionless contact of elastic bodies undergoing finite deformation are presented. Particular attention is given to the development and application of Riks-type algorithms for the analysis of limit points and exterior penalty methods for handling the unilateral constraints. Applications focus on the problem of finite axisymmetric deformations, snap-through, and inflation of thick rubber spherical shells.
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Workshop
Computational Methods in Contact Mechanics
Training Course
Advanced Finite Elements Methods for Continuum Mechanics
An introductory course on numerical methods for contact problems with friction and thermomechanical coupling
Compact Course on Computational Contact Mechanics
Computational Methods for Rolling Contact Phenomena
Metodi numerici per problemi di contatto – una presentazione dello stato dell’arte
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