Finite element simulation of the tyre burst test

Proceedings of the Institution of Mechanical Engineers, Part D: Journal of Automobile Engineering

Volumn 218, Issue 11, 2004, Pages 1251-1258

  Bolarinwa, E O ^a   Olatunbosun, O A ^a  

^a UNIVERSITY OF BIRMINGHAM   (United Kingdom)

Author keywords

Burst pressure; Finite element method; Geometrical non linearity; Tyre

Indexed keywords

AUTOMOBILES; FINITE ELEMENT METHOD; GEOMETRY; NONDESTRUCTIVE EXAMINATION; OPTIMIZATION; PRESSURE CONTROL; PROBLEM SOLVING;

BURST PRESSURE; FINITE ELEMENT SOFTWARE; GEOMETRICAL NON-LINEARITY; TYRE;

TIRES;

EID: 10444225563     PISSN: 09544070     EISSN: None     Source Type: Journal    
DOI: 10.1243/0954407042580075     Document Type: Article

References (17)

1. Tseng, N. T., Pelle, R. G., Chang J. P. and Warholic, T. C. Finite-element simulation of destructive tire testing, Tire Sci. Technol., TSTCA, 1991, 19(1), 2-22.
2. Gough, V. E. Structures of the pneumatic tire. In Mechanics of Pneumatic Tires (Ed. S. K. Clark), 1981, pp. 203-248 (US Department of Transportation, Washington, DC).
3. Allen, J., Mc., Cuitino, A. M. and Sernas, V. Numerical investigation of the deformation characteristics and heat generation in pneumatic aircraft tires. Part I: mechanical modelling, Finite Elem. Anal. Des., 1996, 23, 241-263.
4. Takeyama, T., Matsui, J. and Hijiri, M. Tire cord and cord to rubber bonding. In Mechanics of Pneumatic Tires (Ed. S. K. Clark), 1981, pp. 37-121 (US Department of Transportation, Washington, DC).
5. Fritsch, J. F. Technical and cost optimization of textile constructions for advanced reinforcement of passenger and van tires. In International Rubber Conference, 2000, Helsinki, Finland, 2000, p. 16.
6. Burke, A. M. and Olatunbosun, O. A. Static tyre/road interaction, Meccanica, 1997, 32(5), 449-457.
7. Burke, A. M. and Olatunbosun, O. A. Material property derivation for finite element modelling of tyres. Presented at the 16th Annual Meeting of the Tire Society, 1997, p. 8.
8. Kennedy, R. H. and Mcminn, M. S. Tire temperature prediction during post cure inflation, Tire Sci. Technol., TSTCA, 2000, 28(4), 248-263.
9. Wu, G. Z. and He, X. M. Effects of aspect ratio on the stresses and deformations of radial passenger tires, Tire Sci. Technol., TSTCA, 1992, 20(2), 74-82.
10. Stechshulte, R. A. and Luchini, J. R. A laminated composite solid element and its application to tire analysis, Tire Sci. Technol., TSTCA, 1987, 15(1), 42-57.
11. Pelc, J. Static three-dimensional modelling of pneumatic tyres using the technique of element overlaying, J. Automob. Engng, 2002. 216(D), 709-716.
12. Olatunbosun, O. A. and Bolarinwa, E. O. Analysis of rolling tire dynamic response using a 3D finite element model.
13. In Twenty-first Annual Meeting and Conference on Tire Science and Technology, Akron, Ohio, USA, 2002, p. 12.
14. Bolarinwa, E. O. and Olatunbosun, O. A. On rubber material properties for FE tyre model. In Proceedings of the Ninth Annual Postgraduate Research Symposium, University of Birmingham, 2003, pp. 21-25 (University of Birmingham, UK).
15. ABAQUS/Standard User's Manual, vols I-III, 2002 (Hibbitt, Karlson and Sorenson Inc., USA).
16. Coppola, A. Design of experiments. In Total Quality Management Toolkit, 1993, pp. 75-93.
17. Bryne, D. M. and Taguchi, S. The Taguchi approach to parameter design. In Taguchi Methods: Applications in World Industry, 1989, IFS, pp. 57-76.