Identification des mécanismes de fissuration dans un alliage d ...

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BIBLIOGRAPHIE 195 [28] P. J. E. Forsyth, A two stage process for fatigue crack growth, In : Crack Propagation : Proceedings of Cranfield Symposium, London, 1962, pp. 76– 94. [29] S. Pommier, Arching effect in elastic polycrystals : implications for the variability of fatigue lives, Fatigue and Fracture of Engineering Materials and Structures, 2001, vol. 25, pp. 331–348. [30] Y. H. Zhang, L. Edwards, On the blocking effect of grain boundaries on small crystallographic fatigue crack growth, Material Science and Engineering, 1994, vol. A188, pp. 121–132. [31] T. Zhai, A. J. Wilkinson, J. W. Martin, A crystallographic mechanism for fatigue crack propagation through grain boundaries, Acta Materialia, 2000, vol. 48, pp. 4917–27. [32] A. F. Gourgues, Electron backscatter diffraction and cracking, Material Science and Technology, 2002, vol. 18, pp. 119–133. [33] P. Wang, N. Bhate, K. S. Chan, K. S. Kumar, Colony boundary resistance to crack propagation in lamellar Ti-46al, Acta Materialia, 2003, vol. 51, pp. 1573–1591. [34] C. Blochwitz, J. Brechbül, W. Tirschler, Analysis of activated slip systems in fatigued nickel polycrystals using the ebsd technique in the scanning electron microscope, Material Science and Engineering, 1996, vol. A210, pp. 42–47. [35] C. Blochwitz, R. Richter, Plastic strain amplitude dependent surface path of microstructurally short cracks in face-centered cubic metals, Material Science and Engineering, 1999, vol. A267, pp. 120–129. [36] D. L. McDowell, An engineering modelfor propagation of small cracks in fatigue, Engineering Fracture Mechanics, 1996, vol. 56 (3), pp. 357–377. [37] J. C. Newman, A review of modelling small-crack behavior and fatiguelife predictions for alminium alloys, Fatigue and Fracture of Engineering Materials and Structures, 1994, vol. 17 (4), pp. 429–439. [38] W. L. Morris, M. R. James, O. Buck, Growth rate models for short surface cracks in Al 2219-t851, Metallurgica transaction, 1981, vol. 12A, pp. 57–64. [39] B. A. Bilby, A. H. Cottrell, K. H. Swinden, The spread of plastic yield from a notch, Proceedings of the Royal Society of London, 1963, vol. 272A, pp. 304–314. [40] A. Navarro, E. R. de los Rios, Short and long crack growth : a unified model, Philosophical magazine, 1988, vol. 57A (1), pp. 15–36. [41] J.-Y. Buffière, Habilitation à Diriger des Recherches, Lyon : Insa Lyon, 2002, 139 p.
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N o d’ordre : 05 ISAL 0002 Année
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ii TABLE DES MATIÈRES 3 Etude de l
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2 TABLE DES MATIÈRES
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4 Introduction et contexte industri
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6 Introduction et contexte industri
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8 Etat de l’art fatigue. La déso
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10 Etat de l’art seconde phase es
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12 Etat de l’art concentration de
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14 Etat de l’art La loi de Paris
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16 Etat de l’art 1.1.4 Le phénom
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18 Etat de l’art σ y répartitio
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20 Etat de l’art suivant. Mise en
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22 Etat de l’art le cas de l’al
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24 Etat de l’art le but étant al
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26 Etat de l’art f(ζ) donne le n
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28 Etat de l’art surface grain 1
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30 Etat de l’art fissures courtes
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32 Etat de l’art traçant par exe
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34 Etat de l’art Fig. 1.19: Effet
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36 Etat de l’art running conditio
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38 Etat de l’art a○ Q(t) b○ d
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40 Etat de l’art tout premiers st
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42 Etat de l’art 50 µm des grain
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44 Etat de l’art
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46 Méthodes et Techniques expérim
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72 Etude de la fissuration sous cha
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100 Etude de la fissuration sous ch
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142 Modélisation de la fissuration
Page 147 and 148: 144 Modélisation de la fissuration
Page 161 and 162: ◽ 158 Modélisation de la fissura
Page 165 and 166: ≪uses≫ 162 Modélisation de la
Page 197: 194 BIBLIOGRAPHIE [12] P. C. Paris,
Page 201 and 202: 198 BIBLIOGRAPHIE [71] D. R. Swalla
Page 203 and 204: 200 BIBLIOGRAPHIE [101] H. F. Bueck
Page 205 and 206: 202 Historique des découvertes en
Page 207 and 208: 204 Modélisation du fretting par
Page 221 and 222: 218 Calculs de cristallographie en
Page 223 and 224: 220 Calculs de cristallographie On
Page 225 and 226: 222 Calculs de cristallographie Cet
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