Explicit microscopic fatigue analysis of forged components
Marc Milesi, Yvan Chastel
, Marc Bernacki, Roland E. Logé, Pierre-Olivier Bouchard
CEMEF – ENSMP, Centre de Mise en Forme des Matériaux,,UMR CNRS 7635, BP 207, 06904 Sophia Antipolis Cedex, France.
DOI:
https://doi.org/10.7494/cmms.2007.4.0181
Abstract:
Numerical modelling of fatigue behavior for anisotropic structures has become critical for design applications. This is particularly true for forged components due to the intrinsic anisotropy of the material resulting from the process. The aim of this study is to relate the microstructure features to the process scale, i.e. the engineering scale. Anisotropy is induced by the forming process and the most relevant feature which results from forging, is the preferential orientation of structural defects and grains in the direction of the deformation. Grain flow is modelled using a fiber tensor at the level of the representative elementary volume. It can then be used to improve and refine the Papadopoulos fatigue criterion by taking into account fatigue limits for each direction of anisotropy. In practice, it is very tedious to determine precisely these fatigue limits and impossible to experimentally obtain all of them for each direction of uniaxial loading. To circumvent this difficulty, we simulate the problem at the microstructure scale by considering fiber tensor as the result of the inclusion and grain orientation. Microstructures are then precisely modelled using DIGIMICRO software. A representative elementary volume with several inclusions is meshed and high cycle fatigue simulation is performed.
Cite as:
Milesi, M., Chastel, Y., Bernacki, M. Logé, R., & Bouchard, P., (2007). Explicit microscopic fatigue analysis of forged components. Computer Methods in Materials Science, 7(4), 383 – 388. https://doi.org/10.7494/cmms.2007.4.0181
Article (PDF):

Keywords:
High cycle fatigue, Multiaxial criterion, Anisotropy, Critical plane approach, Fiber tensor, Digital material,
Multiscale approach
References:
Bernacki, M., Chastel, Y., Digonnet, H., Resk, H., Coupez, T. and Logé, R.E., 2007, Development of numerical tools for the multiscale modelling of recrystallization in metals, based on a digital material framework, Computer Methods in Materials Science, 7, 142-149.
Coupez, T., 1991, Grandes transformations et remaillage automatique, Thèse de doctorat de l'Ecole Nationale Supérieure des Mines de Paris.
Dang Van K., Griveau B., Message O., 1989, On a new multiaxial high cycle fatigue limit criterion: Theory and application, Biaxial and Multiaxial Fatigue, EGF 3, Mech. Engng Pub., London, 479-496.
Milesi, M., Chastel, Y., Bernacki, M., Logé, R.E., Bouchard, P.O., 2007, Multiaxial fatigue criterion accounting for grain flow orientation in forged components, Fatigue Design, Senlis, France.
Morel, F., Flaceliere, L., 2005, Data scatter in multiaxial fatigue: from the infinite to the finite fatigue life regime, Int. J. Fatigue, 27, 1089-1101.
Papadopoulos I.V., 1993, Fatigue limit of metals under multiaxial stress conditions: the microscopic approach, technical note no. N°I.93.101, Commission of the European Communities, Joint Research Centre, 46.
Pessart, E., Morel, F., Morel, A., 2007, Intégration de l'anisotropie dans un modèle de fatigue probabiliste, MECAMAT National Conference, Aussois.
Sethian, J.A., 1996, Level Set Methods and Fast Marching Methods, Cambridge University Press, Cambridge.
Temmel, C., Karlsson, B., Ingesten, N.G., 2006, Fatigue Anisotropy in Cross-Rolled, Hardened Medium Carbon Steel Resulting from MnS Inclusions, Metall. Mater. Trans. A, 37A, 2995-3007.