Generally, the most frequently used structural materials are metals which have high strength and stiffness. However, there are many cases, when other important properties come to the fore as well as high deformation by elastic behavior, high viscosity namely good damping effect. Vehicle components made of rubber usually exhibit large deformations. One of the most important properties of rubber is the ability to withstand large strains without permanent fractures. This feature makes it ideal for many engineering applications. On the other hand, the task becomes more complicated because of some features of rubber parts. The temperature of rubber increases significantly after deformations. Material properties of rubber change after these above mentioned temperature changes. Thus it is necessary to understand the mechanics underlying the failure process. This paper summarizes the applied equations and the basic physical laws which are responsible for the theoretical background of the strain and temperature changes and the analysis approaches that are available for predicting fatigue life in rubber, especially in vehicle components made of rubber.
- Bonet, J., Wood, R. D.: Nonlinear Continuum Mechanics for Finite Element Analysis, Camebridge University Press (1997).
- Holzapfel, G. A.: Nonlinear Solid Mechanics, John Wiley&Sons, Chichester, (2000).
- Ogden, R. W., Large deformation isotropic elasticity: on the correlation of theory and experiment for incompressible rubberlike solids, Proc. Royal Society of London, Series A 326, pp. 565-584. (1972)
- Ogden, R. W., Elastic deformations of rubberlike materials, H.G.Hopkins and M.J. Sewell, eds., Mechanics of Solids, the Rodney Hill 60th Anniversary Volume, (Pergamon Press, Oxford), pp. 499-537, (1982).
- Reese S., Wriggers P.: A material model for rubber-like polymers exhibiting plastic deformation: computational aspects and a comparison with experimental results, Computer methods in applied mechanics and engineering, Vol 148, pp. 279-298, (1997).
- Böl, M., Reese, S.: Finite element modelling of rubber-like polymers based on chain statistics, International Journal of Solids and Structures, Vol 43, pp. 2-26, (2006).
- Pere, B.: Solution of Coupled Thermomechanical Problems Using p-FEM, 8th European Solid Mechanics Conference (ESMC2012), (CD-ROM, 2 pages), Graz, Austria, 9-13 July (2012).
- Holzapfel, G. A., Simo J., C.: Entropy elasticity of isotropic rubber-like solids at finite strains, Computer methods in applied mechanics and engineering, Vol 132, pp. 17-44. (1996).
- Égert J., Pere B.: Finite Element Analysis, Universitas Győr Nonprofit Kft., Hungary, Győr (2011).
- Lake GJ. Fatigue and fracture of elastomers. Rubber Chemistry and Technology 1995;68:435–60.
- Thomas AG. The development of fracture mechanics for elastomers. Rubber Chemistry and Technology 1994;67:G50–G60.
- Ellul MD. Mechanical fatigue. In: Gent A, editor. Engineering with rubber, How to design rubber components. Munich: Carl Hanser Verlag; 1992. [chapter 6].
- Lake GJ, Thomas AG. Strength. In: Gent A, editor. Engineering with rubber, How to design rubber components. Munich: Carl Hanser Verlag; 1992. [chapter 5].
- Lake GJ. Aspects of fatigue and fracture of rubber. Progress of Rubber Technology 1983;45:89–143.
- Gent AN. Strength of elastomers. In: Eirich FR, editor. Science and technology of rubber. New York: Academic Press; 1978. p. 419–54.
- Mars WV, Fatemi A. Factors that affect the fatigue life of rubber: a literature survey. Rubber Chemistry and Technology; in press.
- Wöhler A. Wöhler’s experiments on the strength of metals. Engineering 1867;2:160.
- Cadwell SM, Merrill RA, Sloman CM, Yost FL. Dynamic fatigue life of rubber. Industrial and Engineering Chemistry, Analytical Edition 1940;12:19–23.
- Gent AN, Lindley PB, Thomas AG. Cut growth and fatigue of rubbers. I. The relationship between cut growth and fatigue. Journal of Applied Polymer Science 1964;8:455– 66.
- Lee MP, Moet A. Analysis of fatigue crack propagation in NR/BR rubber blend. Rubber Chemistry and Technology 1993;66:304–16.
- Roberts BJ, Benzies JB. The relationship between uniaxial and equibiaxial fatigue in gum and carbon black filled vulcanizates. In: Proceedings of Rubbercon ’77, vol. 2.1. 1977. pp. 2.1–2.13.
- Roach JF. Crack growth in elastomers under biaxial stresses. Ph.D. Dissertation. USA: University of Akron; May 1982.
- Griffith AA. The phenomena of rupture and flow in solids. Philosophical Transactions of the Royal Society of London, Series A 1920;221:163–98.
- Mars WV, Fatemi A.A literature survey on fatigue analysis approaches for rubber. In: International Journal of Fatigue, Vol, pp. 949-961. 24., 2002.