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Reliable Solution of a Unilateral Contact Problem with Friction, Considering Uncertain Input Data

In: Applied Nonlinear Analysis

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  • Ivan Haváček

Abstract

A Signorini contact problem with an approximate model of friction is analyzed, when Lamé’s coefficients, body forces and friction coefficients are uncertain, being prescribed in a given set of admissible functions. Three kinds of criteria, characterizing the stress intensity, are chosen to define three maximization problems. Approximate problems are proposed on the basis of a mixed finite element method. Some theoretical convergence analysis is presented.

Suggested Citation

  • Ivan Haváček, 2002. "Reliable Solution of a Unilateral Contact Problem with Friction, Considering Uncertain Input Data," Springer Books, in: Adélia Sequeira & Hugo Beirão da Veiga & Juha Hans Videman (ed.), Applied Nonlinear Analysis, pages 175-183, Springer.
    • Handle: RePEc:spr:sprchp:978-0-306-47096-7_13
    DOI: 10.1007/0-306-47096-9_13
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