MastÃ¨re COMADIS Lois de comportement non linÃ©aires des matÃ©riaux

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154 Mécanique non linéaire des matériaux[TEO 93] C. TEODOSIU, J.L. RAPHANEL ET L. TABOUROT. Finite element simulation ofthe large elastoplastic deformation of multicrystals. In C. TEODOSIU, J.-L. RAPHA-NEL ET F. SIDOROFF, eds, 5th MECAMAT Int. seminar on Large Plastic Deformations :Fundamental Aspects and Applications to Metal Forming, Fontainebleau, France, pages153–168. MECAMAT’91, A.A. Balkema, 1993.[TEO 97] C. TEODOSIU, ed. Constitutive Modeling of Polycrystalline Metals at Large Strains,volume 376 of CISM Courses and lectures. Springer Verlag, 1997.[TOU 93] G. TOUZOT ET J. DABOUNOU. Intégration numérique de lois de comportementélastoplastique. Revue Européenne des Éléments Finis, 2(4) : p.465–494, 1993.[TRI 96] N. TRIANTAFYLLIDIS ET S. BARDENHAGEN. The influence of scale size on thestability of periodic solids and the role of associated higher order gradient continuummodels. J. Mech. Phys. Sol., 44 : p.1891–1928, 1996.[TRO 93] R. TROSTEL. Vektor– und Tensor– Algebra. Mathematische Grundlagen der technischenMechanik. I Beiträge zur theoretischen Mechanik, Vieweg, 1993.[TRU 60] C. TRUESDELL ET R. TOUPIN. The classical field theories, Handbuch der Physik,edited by S. Flügge, volume 3.1. Springer Verlag, 1960.[TRU 94] C. TRUESDELL ET W. NOLL. The non-linear field theories of mechanics. Handbuchder Physik, edited by S. Flügge, réédition Springer Verlag, 1994.[TVE 84] V. TVERGAARD ET A. NEEDLEMAN. Analysis of cup–cone fracture in a roundtensile bar. Acta Metall., 32 : p.157–169, 1984.[TVE 90a] V. TVERGAARD. Effect of fibre debonding in a whisker-reinforced metal. MaterialScience Engineering, A125 : p.203–213, 1990.[TVE 90b] V. TVERGAARD. Material failure by void growth to coalescence. Advances inAppl. Mech., 27 : p.83–151, 1990.[VAK 71] A.A. VAKULENKO ET M.L. KACHANOV. Continuum theory of medium withcracks. Mech. of Solids, english transl. of Mekhanika Tverdogo Tela (in Russian),6(4) : p.145–151, 1971.[VER 83] P.A. VERMEER. Frictional slip and non–associated plasticity. Scand. J. Metallurgy,12 : p.268–276, 1983.[VOY 93] G.Z. VOYIADJIS ET P. KATTAN. Damage of fiber reinforced composite materialswith micromechanical characterization. Int. J. Solids Structures, 30(20) : p.2757–2778,1993.[WIL 64] M.L. WILKINS. Calculation of elastic–plastic flow. Academic Press, New York,1964.[XIA 95] L. XIA, C.F. SHIH ET J.W. HUTCHINSON. A computational approach to ductilecrack growth under large scale yielding conditions. J. Mech. Phys. Sol., 43(3) : p.389–413, 1995.[YOD 84] P.J. YODER ET R.L. WHIRLEY. On the numerical implementation of elastoplasticmodels. J. of Applied Mechanics, 51(2) : p.283–287, 1984.[ZAO 85] A. ZAOUI. Approximate statistical modelling and applications. In E. SANCHEZ-PALENCIA ET A. ZAOUI, eds, Homogenization techniques for composite media, pages337–397, Lecture notes in physics, No. 272, 1985. Springer Verlag.[ZAO 93a] A. ZAOUI. Matériaux hétérogènes. Cours de l’Ecole Polytechnique, 1993.[ZAO 93b] A. ZAOUI ET J.L. RAPHANEL. On the nature of the intergranular accommodationin the modelling of elastoviscoplastic behaviour of polycrystalline aggregates. In J. L.RAPHANEL, C. TEODOSIU ET SIDOROFF F., eds, 5th MECAMAT Int. Seminar on LargePlastic Deformations, pages 27–38. MECAMAT’91, A.A. Balkema, 1993.
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