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    STP1244

    The Role of Geometry and Crack Growth on Constraint and Implications for Ductile/Brittle Fracture

    Published: 01 January 1995


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    Abstract

    A family of self-similar fields provides the two parameters required to characterize the full range of high- and low-triaxiality stress states that can exists near the tip of a mode I stationary crack. The two parameters, J and Q, have distinct roles: J sets the size scale of the zone of high stresses and large deformations, while Q scales the near-tip stress distribution relative to a high triaxiality reference stress state corresponding to a long crack in an infinitely large body.

    The evolution of mode I near-tip fracture states under plane strain conditions is addressed in two parts. We begin by discussing crack geometry and load effects on near-tip constraint for a non-growing crack. Details aside, increased loading (plastic deformation) in finite size geometries is accompanied by a steady loss of constraint. This behavior is explained and quantified relative to a high triaxiality reference stress state, or the Q=0 state, using results from several crack geometries.

    The second part of this work focuses on crack growth effects on constraint. Here steady-state crack growth provides a basic result. First, crack growth under well-contained yielding elevates near-tip constraint. Second, the maximum stress elevation due to growth is set by the steady-state high triaxiality stress state. The competing effects of constraint elevation due to crack growth and constraint loss due to increased plastic deformation in a finite size geometry offers insight into the transition to a brittle fracture mode after some amount of ductile tearing.

    Keywords:

    ductile fracture, cleavage fracture, fracture toughness, crack growth, stress triaxiality, constraint, finite elements


    Author Information:

    O'Dowd, NP
    Lecturer, Imperial College of Science, Technology & Medicine, London,

    Shih, CF
    Professor, Brown University, Providence, RI

    Dodds, RH
    Professor, University of Illinois, Urbana, IL


    Committee/Subcommittee: E08.06

    DOI: 10.1520/STP14634S