2007
DOI: 10.1016/j.engfracmech.2006.12.005
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On internal cone cracks induced by conical indentation in brittle materials

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Cited by 15 publications
(10 citation statements)
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“…For RCs and HPCs, the polar coordinates are q and j, respectively-it is expected that along the circular crack front, the SIF is a function of q or j. For brittle materials upon indentation, elasticperfectly plastic model is often used to describe its constitutive property, which could effective describe the permanent penetration (Sun et al 1995;Care & Fischer-Cripps 1997;Chen et al 2004bChen et al , 2005Yan et al 2007b). Indeed, compression tests on many brittle ceramic-like materials show that these materials can be approximated by the ideal elastic perfectly-plastic behaviour (Francois et al 1988;Rabier & Demenet 2000;Gei et al 2004;Jiang et al 2006;Yao et al 2006).…”
Section: Model and Computation Methodsmentioning
confidence: 99%
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“…For RCs and HPCs, the polar coordinates are q and j, respectively-it is expected that along the circular crack front, the SIF is a function of q or j. For brittle materials upon indentation, elasticperfectly plastic model is often used to describe its constitutive property, which could effective describe the permanent penetration (Sun et al 1995;Care & Fischer-Cripps 1997;Chen et al 2004bChen et al , 2005Yan et al 2007b). Indeed, compression tests on many brittle ceramic-like materials show that these materials can be approximated by the ideal elastic perfectly-plastic behaviour (Francois et al 1988;Rabier & Demenet 2000;Gei et al 2004;Jiang et al 2006;Yao et al 2006).…”
Section: Model and Computation Methodsmentioning
confidence: 99%
“…Most brittle ceramics and glasses can be assumed isotropic and homogeneous and, in this paper, the material's Young's modulus is E and the yield stress is s y ; the plastic behaviour is characterized by the von Mises yield criterion and with the elastic-perfectly plastic behaviour. The Poisson ratio n, which is a minor factor during indentation cracking Yan et al 2007b), is set to be 0.2, a typical value for brittle materials. We do not consider residual stress in the specimen prior to indentation although that could affect the indentation behaviour Zhao et al 2006b).…”
Section: Model and Computation Methodsmentioning
confidence: 99%
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