Stress intensity factors and crack extension in a cracked pressurised cylinder
β Scribed by Ai-Min Yan; Hung Nguyen-Dang
- Publisher
- Elsevier Science
- Year
- 1994
- Tongue
- English
- Weight
- 468 KB
- Volume
- 1
- Category
- Article
- ISSN
- 1350-6307
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β¦ Synopsis
This paper considers the plane elastic problem corresponding to single or multiple radial cracks emanating from the internal boundary of a circular ring, under uniform external tension and internal pressure. The stress intensity factors are calculated by using the dual boundary element method with the J-integral technique. Accurate data are found for varying crack depths over a representative range of wall ratios for fracture mechanics applications to pressurised circular cylinders. The interaction of multiple cracks and crack extension are investigated in the case of an internal pressure loading condition. The analysis shows that, for a multi-cracked pressurised cylinder, it is sufficient to calculate the stress intensity of the main crack in isolation for the purposes of safety assessment.
π SIMILAR VOLUMES
Stress intensity factors for a long cylindrical crack in a long cylinder have been calculated using the energy release rate approach. The investigated loading cases include centrifugal forces (Mode I), radial surface forces (Mode I), forces parallel to the axis (Mode II), and twisting moments (Mode
The elasticity problem of a circular cylinder having a pair of radial cracks subject to mode I loading is studied in this article. Stress intensity factors of the cracked cylinder under mode I loading are systematically and effectively evaluated with use of an equivalent procedure established in thi
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