THESE DE DOCTORAT DE L'UNIVERSITE PARIS VI - LISMMA

BIBLIOGRAPHIEvisco.elastiques linaires & non linaires des elastomères. Proc. ESAIM :Fractional Differential Systems, vol. 5, p. 193-204, 1998.[Smart J. et al., 1972] Smart J. & Williams J. G., A comparison of singleintegralnon linear viscoelasticity theories, J. Mechanics Physics Solids vol.20, p. 313, 1972.[Spathis G., 1997] Spathis G., Non-linear constitutive equation for viscoélasticbehaviour of elastomers at large deformations, Polymer Gels & Networksvol. 5, , p. 55-68, Elsevier Science Limited Ed. 1997[Straganac T. W. et al., 1996] Straganac T. W., & Golden H. J., ’Predictionof nonlinear viscoelastic behavior using hybrid approach’, Int. J. SolidsStrucures Vol. 33 (30), p. 4651-4570, 1996.[Svetlana M., 2003] Svetlana M., Modélisation et simulation du comportementmécanique des composites textiles flexibles, Thèse de Doctorat, UniversitéPierre Marrie Curie, Janvier 2003.[Swallow W., 1939] , An improved method of damping panel vibrations, BritishPatnet Specification 513171, 1939.[Thomas W. S. et al., 1996] Thomas W. S. & Hunter J. G., Prediction ofnon linear viscoelastic behavior using a hybrid approach., Int. J. SolidsStructures, Vol. 33 N˚30, pp 4561-4570, 1996.[Tobolsky A. V., 1960] Tobolsky A. V., Properties & structure of polymers,John Wiley & Sons, 1960.[Treolor L. R. G., 1975] The physics of rubber elasticity, 3rd Edition, ClardonPress, Oxford 1975.[Tschoegl N. W., 1972] Tschoegl N. W., constitutive equations for elastomers,Rubber Chem. Technol. vol. 45, p. 60-70, 1972.[Ungar E. E. et al., 1962] Ungar E. E. & Kerwin E. M. Jr., Loss factors ofviscoelastic systems in terms of energy consepts, Journal of the AcousticSociety of America, vol. 34, p. 954-957, 1962.[Valanis K. C., 1966] Valanis K. C., J. Math. Phys., vol. 45 (2), p. 197, 1966.[Valanis K. C. et al., 1967] Valanis K. C. & Landel R. F., Large multiaxialdeformation behaviour of filled rubber. Transaction of the Society of Rheology,vol. 11 (2), p. 213-256, 1967.[vinh T., 1990] Vinh T., Non linear structural dynamics by non parametricmethod (Multidimensional signal processing volterra series, mathematicalmethods), Institut Supérieur de Mécanique de Paris, 1990.[Wineman A. S. & al., 2000] Wineman A. S.& Rajagopal K. R., Mechanicalresponse of polymers, Cambridge university Press 2000.139