Failure criteria for brittle elastic materials

By Zohar Yosibash, A. Bussiba, I. Gilad. 2004

294 citations recorded by the source corpus.

Subfields: Materials Chemistry, Mechanics of Materials

View Paper: https://www.semanticscholar.org/paper/1accced6a062940a46c33ee4e96e1b31fb14ec39

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In Materials Chemistry

1. P. Lazzarin
2. Filippo Berto
3. A. Kazberuk
4. M. Savruk
5. M. Aliha
6. M. Ayatollahi
7. Ali Reza Torabi
8. M. Elices

In Mechanics of Materials

1. Filippo Berto
2. P. Lazzarin
3. F. J. Gómez
4. M. Elices
5. M. Aliha
6. Ali Reza Torabi
7. M. Ayatollahi
8. A. Kazberuk

Citations in the corpus

• Local strain energy to assess the static failure of U-notches in plates under mixed mode loading (2007, methodology): “The SED criterion states that brittle failure occurs when the mean value of the strain energy density over the semicircular sector of radius Rc is equal to a critical value Wc (Lazzarin and Zambardi 2001; Yosibash et al. 2004).”
• Two-dimensional fracture mechanics problems for solids with sharp and rounded V-notches (2010, background): “The first, based on Griffith’s (1921) strain energy release rate (Seweryn 1998; Leguillon 2001, 2002) and the other, known as local strain energy density criteria (Sih and Macdonald 1974; Kipp and Sih 1975; Gillemot 1976; Molski and Glinka 1981; Glinka 1985; Gillemot et al. 1985; Sih and Ho 1991; Cz”
• A failure criterion for brittle elastic materials under mixed-mode loading (2006, background): “A comparison of several of the presented failure criteria (and a newly proposed one) against experimental observations is presented in Yosibash et al (2004).”
• J-integral evaluation for U- and V-blunt notches under Mode I loading and materials obeying a power hardening law (2007, methodology): “By using the mean value of the strain energy density (SED), the static strength properties of brittle engineering components weakened by sharp V-notches (Lazzarin and Zambardi 2001; Yosibash et al. 2004) and blunt V-notches under Mode I or mixed (Mode I and Mode II) loading (Lazzarin and Berto 2005a”
• Edge Stress Intensity Functions in Polyhedral Domains and their Extraction by a Quasidual Function Method (2004, unknown): “[11, 18]).”
• Some Expressions for the Strain Energy in a Finite Volume Surrounding the Root of Blunt V-notches (2005, methodology): “Consequently, the radius Rc, evaluated by Equation (13) or Equation (14), was found to be 0.011 mm. A mean value of 0.016 mm has been recently reported by Yosibash et al. (2004) summarising data from different sets of PMMA specimens, mainly due to Dunn et al. (1997a).”
• Crack nucleation in variational phase-field models of brittle fracture (2018, unknown): “Similar experiments were performed in [38, 92] for three and four point bending experiments on PMMA and Aluminium oxyde-Zirconia ceramics samples.”
• Brittle fracture in rounded-tip V-shaped notches (2010, methodology): “[11, 12 ] are related to those notched specimens that only have small notch radii.”
• Application of an average strain energy density criterion to obtain the mixed mode fracture load of granite rock tested with the cracked asymmetric four-point bend specimens (2017, background): “Considering a plane-strain condition, the critical length, Rc, can be obtained using the following expression [37]:”