2016
DOI: 10.1007/s00603-016-1083-0
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A New Rock Strength Criterion from Microcracking Mechanisms Which Provides Theoretical Evidence of Hybrid Failure

Abstract: A proper criterion describing when material fails is essential for deep understanding and constitutive modeling of rock damage and failure by microcracking. Physically, such a criterion should be the global effect of local mechanical response and microstructure evolution inside the material. This paper aims at deriving a new mechanisms-based failure criterion for brittle rocks, based on micromechanical unilateral damage-friction coupling analyses rather than on the basic results from the classical linear elast… Show more

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Cited by 21 publications
(3 citation statements)
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“…5), although angles of internal friction may vary widely for σ n ≥ 0 (Gudmundsson, 2011). Issues with the transition from hybrid failure to pure shear failure have been discussed by various authors (some examples are Secor, 1965;Phillips, 1972;Engelder, 1999;Ramsey & Chester, 2004;Zhu, 2017), but details of hybrid failure are not the main focus of this paper.…”
Section: A1 Mohr-coulomb-griffith Theory For Failurementioning
confidence: 99%
“…5), although angles of internal friction may vary widely for σ n ≥ 0 (Gudmundsson, 2011). Issues with the transition from hybrid failure to pure shear failure have been discussed by various authors (some examples are Secor, 1965;Phillips, 1972;Engelder, 1999;Ramsey & Chester, 2004;Zhu, 2017), but details of hybrid failure are not the main focus of this paper.…”
Section: A1 Mohr-coulomb-griffith Theory For Failurementioning
confidence: 99%
“…To address these problems, modifications to the tension-shear region have been considered from mathematical methods and experimental methods. For the former, several known curves, such as parabolic curves and hyperbolic curves, are regarded as nonlinear failure envelopes in the tension-shear region (Abbo and Sloan 1995;Singh and Rao 2005a ;Singh and Singh 2005b;Singh et al 2011;You 2009You , 2011Abbo et al 2011;Barsanescu et al 2015;Zhu 2017). This method can be easily implemented in numerical simulations.…”
Section: Introductionmentioning
confidence: 99%
“…Researchers around the world have extensively investigated rock fractures and the detection of cracks inside rocks using both mathematical modelling and physical experiments. Zhu (2017) mathematically analyzed various modes of fractures based on a fracture criterion for brittle rocks and redefined the crack tensor using the normalization approach, based on which they described the crack distribution characteristics relatively well. Fathi et al (2016) proposed a new method for characterizing fracture toughness.…”
Section: Introductionmentioning
confidence: 99%