To avoid the well-known drawbacks of the classical continuum damage theory when localization occurs, an isotropic gradient-enchanced damage model is proposed in which the loading function not only depends on the damage value, but also on its Laplacian. The initial boundary value problem obtained ado
Influence of damage and disorder on structural response of quasi-brittle materials
โ Scribed by Alberto Carpinteri; Francesco Ciola
- Publisher
- John Wiley and Sons
- Year
- 2000
- Tongue
- English
- Weight
- 95 KB
- Volume
- 5
- Category
- Article
- ISSN
- 1082-5010
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โฆ Synopsis
The tensile mechanical behaviour of quasi-brittle materials, such as concrete, has been the subject of numerous studies from which there has unequivocally emerged the centrality of the cracking phenomenon. The present study highlights this aspect by evaluating the tensile structural response of an in"nite plate with an in"nite set of collinear cracks that are spaced at a constant distance apart and are of variable length according to a distribution of self-similarity. The "rst part of this paper describes the general features of the method of the pseudo-tractions used to determine the stress-intensity factors, which is based on the application of the principle of superposition. Subsequently, by means of a numerical simulation, in which account is taken of crack propagation and coalescence (excluding overlapping), the link is obtained between critical tensile stress and the incremental displacement due to the damage present in the material, accounting for typical aspects of structural response, such as the strain-softening phenomenon.
๐ SIMILAR VOLUMES
Non-local and gradient enhanced damage models are able to properly model localization phenomena in quasi-brittle materials. By the introduction of an internal length scale they avoid mesh-size sensitivity in finite element calculations and are capable of describing size effects. To experimentally de
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