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A solution method for planar and axisymmetric contact problems
Klaus-Jurgen Bathe, Anil Chaudhary
Journal:
International Journal for Numerical Methods in Engineering
Volume:
21,
Number:
1,
page:
65-88, January 1985
Abstract
A solution procedure for the analysis of planar and axisymmetric-contact- problems involving sticking, frictional sliding and separation under large deformations is presented. The contact conditions are imposed using the total potential of the contact forces with the geometric compatibility conditions, which leads to contact system matrices and force vectors. Some key aspects of the procedure are the contact matrices, the use of distributed tractions on the contact segments for deciding whether a node is sticking, sliding or releasing and the evaluation of the nodal point contact forces. The solutions to various sample problems are presented to demonstrate the applicability of the algorithm.
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Computational Methods in Contact Mechanics
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Advanced Finite Elements Methods for Continuum Mechanics
An introductory course on numerical methods for contact problems with friction and thermomechanical coupling
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