Fatigue Life Prediction of the Vulcanized Natural Rubber

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Fatigue lifetime prediction methodology of the vulcanized natural rubber was proposed by incorporating the finite element analysis and fatigue damage parameter determined from fatigue test. Finite element analysis of 3D dumbbell specimen of natural rubber was performed based on a hyper-elastic material model determined from the tension, compression and shear tests. Stroke controlled fatigue tests were conducted using fatigue specimens at different levels of mean strain. The Green-Lagrange strain at the critical location determined from the FEM was used for evaluating the fatigue damaged parameter of the natural rubber. It was shown that the maximum Green-Lagrange strain was proper damage parameter, taking the mean strain effects into account. Fatigue lives of the natural rubber are predicted by using the fatigue damage parameters at the critical location. Predicted fatigue lives of the natural rubber agreed fairly well the experimental fatigue lives a factor of two.

Info:

Periodical:

Key Engineering Materials (Volumes 297-300)

Edited by:

Young-Jin Kim, Dong-Ho Bae and Yun-Jae Kim

Pages:

16-21

DOI:

10.4028/www.scientific.net/KEM.297-300.16

Citation:

C. S. Woo et al., "Fatigue Life Prediction of the Vulcanized Natural Rubber ", Key Engineering Materials, Vols. 297-300, pp. 16-21, 2005

Online since:

November 2005

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Price:

$35.00

[1] A.N. Gent: Engineering with Rubber (Hanser Gardner, 2001).

[2] W.V. Mars and A. Fatemi.: A literature Survey on fatigue analysis approaches for rubber, International Journal of Fatigue Vol. 24 (2002), pp.949-961.

DOI: 10.1016/s0142-1123(02)00008-7

[3] G.J. Lake: Fatigue and fracture of elastomers, Rubber Chemistry and Technology Vol. 68 (1995), pp.435-460.

[4] R.C. Riu: Fatigue Design Handbook, 3rd ed., Warrendale: Society of Automotive Engineers (1997), pp.259-278.

[5] MSC Software Corporation: Nonlinear Finite Element Analysis of Elastomer (2000).

[6] W.D. Kim, etc.: Application of FEA to design of Rubber Component, KSME Vol. 38 No. 12 (2002), p.42.

[7] A.K. Mal and S.J. Singh: Deformation of Elastic Solids, Prentice Hall PTR (1990).

[8] J.R. Day and K.A. Miller: Equi-biaxial Stretching of Elastomeric Sheets, An Analytical Verification of Experimental Technique, ABAQUS User's Conference Proceedings (May 30 2000).

[9] MARC Analysis Research Corporation: Curve Fitting of Test Data, MRAC Ver. 7. 3 (1999).

[10] MARC user's manual: MARC Analysis Research Corporation (1996).

[11] J. De Eskinazi., K. Ishihara, H. Volk and T.C. Warholic: Towards predicting relative belt edge endurance with the finite element method, Tire Science and technology Vol. 18 (1990), pp.216-235.

DOI: 10.2346/1.2141701

[12] H.L. Oh: A fatigue-life model of a rubber bushing, Rubber Chemistry and Technology Vol. 53 (1980), pp.1226-1238.

DOI: 10.5254/1.3535090

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