THESE DE DOCTORAT DE L'UNIVERSITE PARIS VI - LISMMA

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BIBLIOGRAPHIE[Ever B. J., 1998] Ever B. J., Introduction to composite materials design,Taylor & Francis, Philadelphia 1998.[Ferry J. D., 1980] Ferry, J. D., Viscoelastic properties of polymers, JohnWiley & Sons, 3rd ed. New York, 1980.[Adamou F. N. & al., 2003] ADAMOU F. N., Muller P. & Gautherin M.T., Évaluation de l’amortissement d’une plaque sandwich, acier-polymèreacier,Mécanique & Industries vol. 4 (2), p. 77-81, 2003.[Friaa A. & al., 1999] Friaa A. & Zenzri H. - Comportement élastoplastique(cours <strong>DE</strong>A) - Ecole Nationale d’Ingénieurs de Tunis, 1999.[Fujii T.,1993] Fujii T., Dynamic response of sandwich beams with an adhesivedamping layer (generalized Maxwell model for a viscoelastic adhesivelayer), International Journal of Adhesion & Adhesives, vol. 13 (3), p. 201-209, 1993.[Garibaldi L. & al., 1996] Garibaldi L. & Onah H. N., Viscoelastic materialdamping technology, Becchis Osiride edition 1996.[Gent A. N. & al., 1958] Gent A. N. & Thomas A. G., Forms for the storedenergy function for vulcanized rubber, J. Polymer Sci., vol. 28, p. 625-628,1958.[Germain P., 1973] Germain P., Mécanique de milieux continue, Tome 1,Masson & Cie 1973.[Golden H. J., 1996] Golden H. J., A test & analyseis protocol to rapidlycharacterize a non linear viscoelastic properties of balloon materials, 34thaerospace science meeting & exhibit renovation, 1996.[Golden H. J. & al., 1999] Golden H. J. & all, An approach to characterizenon linear viscoelastic material behavior using dynamic mechanical tests& analyses, Journal of Applied Mechanics vol. 66, p. 873, december 1999.[Harris J. & al., 1987] Harris J. & Stevenson A., On the role of non-linearityin the dynamic behaviour of rubber components. Internation Journal ofVehicle Design 8(4/5/6), p. 553-577, 1987.[Hart S., 1966] Hart S., Elasticity parametrers for finit deformations of rubberlike materials, Z. Angew. Math. Phys., vol. 17, p. 608-626, 1966.[Hart S., 1967] Hart S., Large elastic deformation of thin rubber membanes,Int. J. Engrg. Sci., vol. 5, p. 1-24, 1967.[Hassani S. & al., 1998] Hassani S. & al., A nonlinear viscoelastic model, Thepseudo-linear model, Eur. J. Mech. & Solids vol. 17 (4), p. 567-598, 1998.[Hausler K. & al., 1995] Hausler K. & Sayir B. , Non linear viscoelastic responseof carbon black reenforced rubber derived from moderately large134
BIBLIOGRAPHIEdeformation in torsion, J. Mech. Phys. Solids, vol. 43(2), p. 295-318, ElsevierScience Limited 1995.[Holzapfel G. A., 2000] Hlzapfel G.A. . Nonlinear solid mechanics. Wiley,2000.[Huber N. & al., 2000] Huber N., Tsakmakis C., Finit deformation viscoelasticitylaws, Mechanics of Materials, vol. 32, p. 1-18, 2000.[Huynh Kim Long A., 2005] Huynh Kim Long A., Analyse du ComportementDynamique d’un Elastomère, Modélisation & Identification. Thèsede Doctorat, Ecole Nationale des Ponts & Chaussées, Juin 2005.[Jean S., 1983] Jean S., Viscoélasticité, Presse de l’Ecole Normale des Ponts& Chaussé, 1983.[Jhon & Wiley] Engineering Material, Edition John & Wiley.[Kawabata Y. & al., 1992] Kawabata Y., Yamashita, Approximation form ofthe strain energy density function of carbon nlack filled rubbers for industrialapplications. J. Soc. Rubber Ind., Jpn vol. 65,p. 517-528, 1992.[Kerwin E. M. J., 1959] Kerwin E. M. J., Damping of flexural waves by aconstrained viscoelastic layer. Journal of the Acoustic Society of America,vol. 31, p. 952-962, 1959[Knauss W. G. et al., 1981] Knauss W. G. & Emri I. J., Non-Linear ViscoelasticityBased on Free Volume Consideration, Computers & Structures,123-128, 13, 1981.[Knauss W. G. et al., 1987] Knauss, W. G., & Emri, I., Volume Change &the Nonlinearly Thermo-Viscoelastic Constitution of Polymers, PolymerEngineering & Science, vol. 27, p. 86-100, A. Yee ed.1987.[Koeller K. C.,1984] Koeller K. C., Applications of fractional calculus to thetheory of viscoelasticity. Journal of Applied Mechanics, vol. 51, p. 299-307,1984.[Kurt A. & al., 1986] Kurt A. & Alfred W., Méthodes Numériques pour l’Ingénieur- Analyse Numérique, Presse Polytechnique Romande, 1986.[LAIARINANDRASANA L. & al., 2003] Visco-hyperelastic model with internalstate variables coupled with discontinuous damage concept undertotal Lagrangian formulation, International Journal of Plasticity, vol. 19,977-1000, (2003).[Lee H. H., 1998] Lee H. H., Non linear vibration of a multilayer sandwichbeam with viscoelastic layers, Jornal of Sound an Vibration vol. 216 (4),p. 601-621, 1998.135
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THESE DE DOCTORAT DEL’UNIVERSITE
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Je remercie M. PASQUET T., de la so
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concernant la caractérisation et l
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the study of industrial problems. W
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2.4.3 Prévision du comportement à
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2.11 Courbe maîtresse : Courbe cla
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GLOSSAIREa σ : Facteur de pondéra
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INTRODUCTION0.1 Contexte de l’ét
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0.2 Plan du mémoire([Ever B. J., 1
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Chapitre 1ETUDE BIBLIOGRAPHIQUECe p
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1.1 propriétés générales des é
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1.2 Comportement hyperélastique de
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1.3 Comportement Visco-élastique d
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1.4 ConclusionLe coefficient de rec
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Chapitre 2MODELE GENERAL ET PREVISI
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2.2 Résultats expérimentauxFig. 2
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2.3 Modèle général en viscoélas
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2.4 Prévision du comportement à l
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Page 87 and 88: 2.5 Conclusionsessais de fluage pen
Page 89 and 90: Chapitre 3COUPLAGE VISCOELASTICITEH
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Page 95 and 96: 3.3 Module tangent( B est le tenseu
Page 97 and 98: 3.3 Module tangent3.3.1 Précharge
Page 99 and 100: 3.3 Module tangentR 1111 = Φ 11pq
Page 101 and 102: 3.3 Module tangentFig. 3.2 - Superp
Page 103 and 104: 3.3 Module tangent⎧Q 1 = 2 λ 2
Page 105 and 106: Chapitre 4APPLICATION AUMULTICOUCHE
Page 107 and 108: 4.1 Problématique poséeFig. 4.2 -
Page 109 and 110: 4.2 Dispositif expérimental et ess
Page 111 and 112: 4.3 Modélisationcisaillement impos
Page 113 and 114: 4.3 Modélisationmodélisation du c
Page 115 and 116: 4.3 Modélisation⎧u y (z (n) ) =
Page 117 and 118: 4.3 ModélisationLes équations 4.1
Page 119 and 120: 4.3 Modélisation˜R 0 (ω) = 2[2 j
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Page 125 and 126: CONCLUSION GENERALEET PERSPECTIVESL
Page 127 and 128: 4.4 Conclusionle module de relaxati
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Page 131 and 132: Bibliographie[Aklonis J. et al., 19
Page 133: BIBLIOGRAPHIE[Chevalier Y. & al., 2
Page 137 and 138: BIBLIOGRAPHIE[Meo S., 2000] Meo S.
Page 139 and 140: BIBLIOGRAPHIEvisco.elastiques linai
Page 141 and 142: Annexe AANNEXESA.1 Expériences fon
Page 143 and 144: A.2 Identification des fonctions g
Page 145 and 146: A.3 Intégration d’un modèle rh
Page 147 and 148: A.4 Module complexeA.4 Module compl
Page 149 and 150: A.4 Module complexeFig. A.6 - Modul
Page 151 and 152: A.5 Modèle rhéologique générali
Page 153 and 154: A.6 Modèles aux dérivées fractio
Page 155 and 156: A.7 Dispositif de montage d’épro
Page 157: A.7 Dispositif de montage d’épro
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THESE DE DOCTORAT DE L'UNIVERSITE PARIS VI - LISMMA

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