Crack-Propagating Direction of Tire Bead Rubber Determined by Jmax Criterion

Article Preview

Abstract:

Three-dimensional crack propagating path of tire bead rubber was the premise to study the crack propagation direction of bead. For this reason, Jmax Criterion was put forward. Utilized J integral maximum (Jmax) to determine the crack propagation direction of rubber. Calculated J-integral values of different preset directions by Abaqus built-in algorithm, obtained J (θ) curve which showed the Jmax and direction angle (θ) by fitting simulation data. Using Abaqus to set up two different crack model of bead rubber and simulate the crack propagation path, the results was consistent with the real crack propagation direction of specimen test, validated the applicability of Jmax Criterion..

You might also be interested in these eBooks

Info:

Periodical:

Pages:

628-632

Citation:

Online since:

December 2010

Export:

Price:

Permissions CCC:

Permissions PLS:

Сopyright:

© 2011 Trans Tech Publications Ltd. All Rights Reserved

Share:

Citation:

[1] Mars W V: Multiaxial fatigue of rubber. Toledo, University of Toledo (2001).

Google Scholar

[2] Xie D, Waas A. M, Shahwan K. W: Engineering Fracture Mechanics, Vol. 72 (2005), pp.2487-2504.

Google Scholar

[3] Saintier N, Cailletaud G, Piques R: International Journal of Fatigue. Vol. 28, no. 1 (2006), pp.61-72.

Google Scholar

[4] Miu Yadong, SU Jun, DAI Weiwei: China Elastomerics, Vol. 4(2006), pp.21-24.

Google Scholar

[5] Ebbott T G: Tire Science and Technol. Vol. 3 (1996), pp.220-235.

Google Scholar

[6] Lake G J: Rubber Chemistry and Technology. Vol. 2 (1995), p.435~460.

Google Scholar

[7] Lai zhuhan. Fracture Mechanics. Metallurgy Industry Press, Beijing (1990), pp.45-55.

Google Scholar

[8] Abaqus Operation Manual.

Google Scholar

[9] Wang guolin, Lin Bo, AN Deng-feng: Automotive Engineering. Vol. 4(2008), pp.354-356.

Google Scholar

[10] Miu Yadong: Jiangsu University (2006).

Google Scholar