Influence of crack closure for geometrically nonlinear plates bending problem
β Scribed by R.S. Alwar; S. Thiagarajan
- Publisher
- Elsevier Science
- Year
- 1990
- Tongue
- English
- Weight
- 443 KB
- Volume
- 37
- Category
- Article
- ISSN
- 0013-7944
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β¦ Synopsis
Cracked plates subjected to large deformations are analysed using the finite element technique. An important aspect of the cracked plate problem subjected to bending is the crack closure which takes place in the compression zone. This has been considered in this investigation. The numerical results regarding SIF are presented for cracked plates with and without crack closure. The constraint condition is taken in the form of line closure. Total Lagrangian approach is used for the formulation of the problem. It is observed that there is significant nonlinearity in the case of large deformation and the reduction in SIF due to closure is more than in the case of linear analysis.
π SIMILAR VOLUMES
Plates with centraI through cracks subjected to bending is analysed taking into account the closure of ihe crack faces on the compression side. A r~ee-dimension finite element method emplo~g t~ee~~ensjon~ degenerate SOB element is used for the amdysis. The crack faces have been mode&d such that they
In bending of a finite cracked plate, the stress intensity factor (SfF) at a cracked tip is usually negative. This means that the displacement at the vicinity of the crack tip is overlapped. However, this is not reasonable. In this paper a simple model is suggested. When the SIF is negative, some pa