A method is described for determining the fracture toughness of plain concrete from three-point bend specimens which accounts for the pre-peak crack growth that occurs upon loading. The fracture toughness so determined is shown not to depend on the size and geometry of the test specimen but on the m
An analytical approach of the fictitious crack model for concrete
β Scribed by Lin Gao; Qi Cong-Shan; Zhou Hong-Tao
- Publisher
- Elsevier Science
- Year
- 1994
- Tongue
- English
- Weight
- 819 KB
- Volume
- 47
- Category
- Article
- ISSN
- 0013-7944
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β¦ Synopsis
Abatrac-Equations
based on the fictitious crack model (FCM) for a mode I crack in concrete are developed. Once the material properties-the strain softening diagram-are evaluated through experiments, the length of the fracture process zone, the fracture stress and the stress distribution ahead of the crack tip corresponding to a preformed crack at the critical state of crack growth can be solved analytically. In this way, the computational effort.3 associated with the application of the FCM for analysing the crack formation and propagation in concrete can be greatly reduced. The above factors stimulate the implementation of the FCM in solving practical engineering problems. Typical examples are inch&d and variations of the length of process zone, the fracture stress and the equivalent fracture toughness with respect to the preformed crack length are thoroughly studied.
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