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    Volume 7, Issue 3 (March 2010)

    A Non Local Multiaxial Fatigue Approach to Account for Stress Gradient Effect Applied to Crack Initiation in Fretting

    (Received 17 May 2009; accepted 22 December 2009)

    Published Online: 2010

    CODEN: JAIOAD

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    Abstract

    Although fatigue limits of smooth specimens under various complex loadings have been determined, few models have been proposed to predict well-known experimental results such as size effects and stress gradient effects. This paper addresses the stress gradient effect issue. A new non local multiaxial fatigue approach is proposed and applied to rotating bending and fretting experiments. The proposal takes as a starting point the rotating bending results and stress gradient analysis of a cylinder-plane contact in partial slip sliding regime. Both weight function and “process volume,” used to compute the mean value of the weight function, are introduced in a phenomenological way. The weight function reflects the experimental trend of fatigue limit under rotating bending whereas the connected process volume allows dealing with special stress gradient induced by cylinder-plane contact under partial slip. The proposal shows good capabilities to predict four-point rotating bending fatigue limit and crack initiation of a similar Inconel 718 cylinder/plane contact under partial slip regime.


    Author Information:

    Amargier, R.
    AirbusLTDS, Ecole Centrale de Lyon, ToulouseEcully,

    Fouvry, S.
    LTDS, Ecole Centrale de Lyon, Ecully,

    Poupon, C.
    Airbus, Toulouse,

    Chambon, L.
    EADS IW-Computational Structural Mechanics, Toulouse Cedex 03,


    Stock #: JAI102526

    ISSN: 1546-962X

    DOI: 10.1520/JAI102526

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    Author
    Title A Non Local Multiaxial Fatigue Approach to Account for Stress Gradient Effect Applied to Crack Initiation in Fretting
    Symposium Ninth International ASTM/ESIS Symposium on Fatigue and Fracture Mechanics (37th ASTM National Symposium on Fatigue and Fracture Mechanics), 2009-05-22
    Committee E08