An unconstrained integral approximation of large sliding frictional contact between deformable solids

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    Abstract

    A new integral approximation of frictional contact problems under large deformations is presented. Impenetrability, friction and the relevant complementarity conditions are expressed through a nonsmooth equation, considered in the continuous setting. A weak formulation of this non-smooth complementarity equation is discretized through a standard Galerkin procedure, is linearized consistently and incorporated in a generalized Newton solution process. The resulting integral handling of contact and friction complementarity conditions, previously implemented for small deformations only, is extended in the present paper to large deformations. In total, the proposed method is relatively simple to implement, while its robustness is illustrated through numerical examples.
    Original languageEnglish
    JournalComputers & Structures
    Volume153
    Pages (from-to)75-90
    ISSN0045-7949
    DOIs
    Publication statusPublished - 2015

    Keywords

    • Frictional contact
    • Large sliding contact
    • Finite element
    • Non-smooth complementarity equation
    • Generalized Newton

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