The numerical Green's function (NGF) technique, previously proposed by the present authors, is here extended to fracture mechanics problems involving Reissner's plate theory. The technique numerically produces a plate bending fundamental Green's function that automatically includes embedded cracks t
A numerical Green's function for multiple cracks in anisotropic bodies
β Scribed by W.T. Ang; J.C.F. Telles
- Book ID
- 111581213
- Publisher
- Springer
- Year
- 2004
- Tongue
- English
- Weight
- 122 KB
- Volume
- 49
- Category
- Article
- ISSN
- 0022-0833
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π SIMILAR VOLUMES
For two-dimensional anisotropic body with a parabolic boundary, the simple exphcit expressions of Green's functions are presented when a concentrated force f is applied at a point (x~, x Β°) in material for two kind boundary conditions, which are of free surJace and rigid surface, When parabolic curv
The Green's functions are determined for plane edge cracks which meet the free surface at an arbitrary angle. Modes I and II stress in~nsi~~tion factors are found for both normai and shear loading of the crack, since coupling is found to occur between each type of loading and the two possible modes