2015
DOI: 10.1016/j.euromechsol.2014.06.009
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Stress-based criteria for brittle fracture in key-hole notches under mixed mode loading

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Cited by 50 publications
(22 citation statements)
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“…However some other researchers have demonstrated that by considering more precise description for the crack tip stress/strain field, more accurate theoretical predictions can be obtained for combined mode fracture of brittle materials . For instance, taking into account the influence of first nonsingular stress term (often called T ‐stress) in addition to K I and K II via the generalized MTS criterion proposed first by Smith et al can reduce significantly the difference between the test data and theoretical predictions of combined mode I + II fracture in several engineering brittle materials . The practical ability of such theoretical frameworks has rarely been investigated till now for crack growth behaviour of aged and unaged bitumen and binder.…”
Section: Resultsmentioning
confidence: 99%
“…However some other researchers have demonstrated that by considering more precise description for the crack tip stress/strain field, more accurate theoretical predictions can be obtained for combined mode fracture of brittle materials . For instance, taking into account the influence of first nonsingular stress term (often called T ‐stress) in addition to K I and K II via the generalized MTS criterion proposed first by Smith et al can reduce significantly the difference between the test data and theoretical predictions of combined mode I + II fracture in several engineering brittle materials . The practical ability of such theoretical frameworks has rarely been investigated till now for crack growth behaviour of aged and unaged bitumen and binder.…”
Section: Resultsmentioning
confidence: 99%
“…The critical stress c  for brittle materials has been successfully shown in the literature to be equal to the tensile strength of material (Ayatollahi & Torabi, 2010a, 2010bTorabi, 2013d;Torabi et al, , 2014dTorabi & Amininejad, 2015aTorabi & Pirhadi 2015;Torabi & Abedinasab, 2015a. In order to eliminate c  from Eq.…”
Section: The Umts Criterionmentioning
confidence: 99%
“…Moreover, because EMC acts as a bridge between the linear elastic and elastic-plastic analyses, it is expected that it can basically be linked to various brittle fracture criteria, e.g. the maximum tangential stress (MTS) and mean stress (MS) (Ayatollahi & Torabi, 2010a, 2010bTorabi, 2013d;Ayatollahi et al, 2011aAyatollahi et al, , 2011bAliha & Ayatollahi 2013;Mirsayar et al 2014;Torabi et al, , 2014dTorabi & Amininejad, 2015aTorabi & Pirhadi 2015;Torabi & Abedinasab, 2015a criteria, the averaged strain energy density (ASED) criterion (Lazzarin & Zambardi, 2001;Berto & Lazzarin, 2014;Torabi et al, , 2015cBerto & Barati, 2011;Gomez et al, 2007Gomez et al, , 2009aGomez et al, , 2009bBerto et al, 2007Berto et al, , 2012Berto & Ayatollahi, 2011;Berto & Lazzarin, 2009;Aliha et al 2016), the cohesive zone model (CZM) (Gomez et al, 2000(Gomez et al, , 2006Gomez & Elices, 2003;Cendon 42 et al, 2015) and the finite fracture mechanics (FFM) (Sapora et al, 2013(Sapora et al, , 2015Cornetti et al, 2012Cornetti et al, , 2014Weißgraeber & Becker, 2013;Carpinteri et al, 2008) etc. under different in-plane loading conditions.…”
Section: Introductionmentioning
confidence: 99%
“…Moreover, Kullmer and Richard [62] published a paper related to keyhole notches in which the fracture loads for the compact-tension-shear-notch (CTSN) specimens made of PMMA have been estimated well by means of a stress-based failure criterion. Three recent papers have also been published on brittle fracture of keyhole notches under pure mode I loading by Torabi and Abedinasab [63] and mixed mode I/II loading by Torabi and Pirhadi [64] and Torabi et al [65].…”
Section: Introductionmentioning
confidence: 96%