The interaction between a penny-shaped crack and a spherical inclusion under torsion
โ Scribed by Yuri A. Godin
- Publisher
- Springer
- Year
- 1995
- Tongue
- English
- Weight
- 563 KB
- Volume
- 46
- Category
- Article
- ISSN
- 0044-2275
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๐ SIMILAR VOLUMES
Three-dimensional stress investigation on the interaction between a penny-shaped crack and an expanding spherical inclusion in an infinite 3-D medium is studied in this paper. The spherical transformation area (the inclusion) expands in a self-similar way. By using the superposition principle, the o
## Ahatmct-A transient problem of propagation of a penny-shaped crack in the plane interface between two different media is solved. The body is twisted by a torque at infinity that tends to shear the bond between the two media. A small initial flaw is assumed to expand uniformly in the plane of th
The general solution of the stress intensity factor of a finite cylinder containing a concentric penny-shaped crack under torsion is obtained by use of the Hankel transform and Fourier series in this paper. It is easily verified that the results of a penny-shaped crack in an infinite long cylinder a
An analytical approach to calculate the stress of an arbitrary located penny-shaped crack interacting with inclusions and voids is presented. First, the interaction between a penny-shaped crack and two spherical inclusions is analyzed by considering the three-dimensional problem of an infinite solid