A review of mixed mode I-II fracture criteria and their applications in brittle or quasi-brittle fracture analysis

[1]  Xibing Li,et al.  Mixed mode fracture parameters and fracture characteristics of diorite using cracked straight through Brazilian disc specimen , 2022, Theoretical and Applied Fracture Mechanics.

[2]  F. Gong,et al.  Prediction of Mode I Fracture Toughness of Shale Specimens by Different Fracture Theories Considering Size Effect , 2022, Rock Mechanics and Rock Engineering.

[3]  M. Aliha,et al.  Development of maximum tangential strain (MTSN) criterion for prediction of mixed-mode I/III brittle fracture , 2022, International Journal of Solids and Structures.

[4]  Wenquan Zhang,et al.  A comprehensive study of abnormal roof water inrush in coal seam mining based on strata separation and wing crack initiation , 2022, Engineering Failure Analysis.

[5]  F. Berto,et al.  On the effects of higher order stress terms in pure mode III loading of bi‐material notches , 2022, Fatigue & Fracture of Engineering Materials & Structures.

[6]  Jian Liu,et al.  Experimental study on the quasi-static loading rate dependency of mixed-mode I/II fractures for marble rocks , 2022, Theoretical and Applied Fracture Mechanics.

[7]  M. Behnia,et al.  Analytical and experimental investigation on the effect of loading rate on the fracture toughness and fracture envelope in brittle rocks , 2022, Theoretical and Applied Fracture Mechanics.

[8]  W. Hua,et al.  Investigation of the compression–shear fracture propagation for rocks accounting for confining pressure and crack surface friction , 2022, Theoretical and Applied Fracture Mechanics.

[9]  L. Tutluoglu,et al.  Tensile mode fracture toughness experiments on andesite rock using disc and semi-disc bend geometries with varying loading spans , 2022, Theoretical and Applied Fracture Mechanics.

[10]  M. Fakoor,et al.  A Semi-theoretical criterion based on the combination of strain energy release rate and strain energy density concepts (STSERSED): Establishment of a new approach to predict the fracture behavior of orthotropic materials , 2022, Theoretical and Applied Fracture Mechanics.

[11]  H. Imtiaz,et al.  How to obtain a more accurate maximum energy release rate for mixed mode fracture , 2022, Forces in Mechanics.

[12]  Cungen Wang,et al.  Modified Generalized Maximum Tangential Stress Criterion for Simulation of Crack Propagation and Its Application in Discontinuous Deformation Analysis , 2021, Engineering Fracture Mechanics.

[13]  Licheng Guo,et al.  A modified G criterion considering T-stress and differentiating the separation and shear failure in crack propagation , 2021, International Journal of Solids and Structures.

[14]  Chang-yu Zhou,et al.  T-stresses solution and out-of-plane constraint for central cracked plate (CCP) with I-II mixed mode crack under uniaxial compression , 2021 .

[15]  Hongyan Liu,et al.  Study on the maximum tangential strain criterion for the initiation of the wing-crack under uniaxial compression , 2021, Theoretical and Applied Fracture Mechanics.

[16]  Liange Zheng,et al.  Evaluation of the fracture mechanisms and criteria of bedding shale based on three-point bending experiment , 2021 .

[17]  M. Mirsayar.  On the effective critical distances in three-dimensional brittle fracture via a strain-based framework , 2021 .

[18]  W. Hua,et al.  Numerical Investigation on Crack Propagation for a Central Cracked Brazilian Disk Concerning Friction , 2021, Applied Sciences.

[19]  M. Aliha,et al.  Influence of specimen geometry on mode I fracture toughness of asphalt concrete , 2021 .

[20]  M. Fakoor,et al.  Strain energy release rate in combination with reinforcement isotropic solid model (SERIS): A new mixed-mode I/II criterion to investigate fracture behavior of orthotropic materials , 2021 .

[21]  W. Hua,et al.  Analysis of Mixed-Mode I/II/III Fracture Toughness Based on a Three-Point Bending Sandstone Specimen with an Inclined Crack , 2021, Applied Sciences.

[22]  M. Ayatollahi,et al.  Theory and experiment on true mode II fracturing of rocks , 2020 .

[23]  T. Yin,et al.  Mixed-mode I + II tensile fracture analysis of thermally treated granite using straight-through notch Brazilian disc specimens , 2020 .

[24]  Yunpei Liang,et al.  Predicting hydraulic fracture propagation based on maximum energy release rate theory with consideration of T-stress , 2020 .

[25]  D. M. Imani,et al.  Effects of biocompatible Nanofillers on mixed-mode I and II fracture toughness of PMMA base dentures. , 2020, Journal of the mechanical behavior of biomedical materials.

[26]  M. Aliha,et al.  Sub-sized short bend beam configuration for the study of mixed-mode fracture , 2020 .

[27]  W. Hua,et al.  An extended maximum tangential strain energy density criterion considering T‐stress for combined mode I–III brittle fracture , 2020 .

[28]  D. M. Imani,et al.  On the use of edge cracked short bend beam specimen for PMMA fracture toughness testing under mixed-mode I/II , 2020 .

[29]  Hongyan Liu,et al.  A model for the wing crack initiation and propagation of the inclined crack under uniaxial compression , 2019, International Journal of Rock Mechanics and Mining Sciences.

[30]  A. Moniri,et al.  Using the generalized maximum tangential stress criterion to predict mode II fracture of hot mix asphalt in terms of mode I results – A statistical analysis , 2019, Construction and Building Materials.

[31]  M. Aliha,et al.  Aging effect on combined mode fracture resistance of bitumen , 2019, Fatigue & Fracture of Engineering Materials & Structures.

[32]  Zhiyong Wang,et al.  A generalized maximum energy release rate criterion for mixed mode fracture analysis of brittle and quasi-brittle materials , 2019, Theoretical and Applied Fracture Mechanics.

[33]  W. Hua,et al.  Experimental Study on Mixed Mode Fracture Behavior of Sandstone under Water–Rock Interactions , 2019, Processes.

[34]  Hongyan Liu.  Wing-crack initiation angle: A new maximum tangential stress criterion by considering T-stress , 2018, Engineering Fracture Mechanics.

[35]  P. Ranjith,et al.  A theoretical model for hydraulic fracturing through a single radial perforation emanating from a borehole , 2018 .

[36]  M. Ayatollahi,et al.  Statistical Analysis of Rock Fracture Toughness Data Obtained from Different Chevron Notched and Straight Cracked Mode I Specimens , 2018, Rock Mechanics and Rock Engineering.

[37]  M. Mirsayar.  On fracture analysis of dental restorative materials under combined tensile-shear loading , 2018 .

[38]  W. Dong,et al.  Effect of T-stress on the initial fracture toughness of concrete under I/II mixed-mode loading , 2017, Theoretical and Applied Fracture Mechanics.

[39]  F. Berto,et al.  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, Theoretical and Applied Fracture Mechanics.

[40]  F. Berto,et al.  EMTSN criterion for evaluating mixed mode I/II crack propagation in rock materials , 2017 .

[41]  T. Zhao,et al.  Fracture prediction of rocks under mode I and mode II loading using the generalized maximum tangential strain criterion , 2017 .

[42]  Chang-yu Zhou,et al.  In-plane and out-of-plane constraint for single edge notched bending specimen and cruciform specimen under uniaxial and biaxial loading , 2017 .

[43]  E. Mohtarami,et al.  Prediction of fracture trajectory in anisotropic rocks using modified maximum tangential stress criterion , 2017 .

[44]  M.R.M. Aliha,et al.  Fracture toughness determination of modified HMA mixtures with two novel disc shape configurations , 2017 .

[45]  Qingyuan Wang,et al.  Investigation on the correlation of mode II fracture toughness of sandstone with tensile strength , 2017 .

[46]  F. Berto,et al.  Mixed mode fracture analysis using generalized averaged strain energy density criterion for linear elastic materials , 2017 .

[47]  F. Berto,et al.  Investigation of fracture toughness for a polycrystalline graphite under combined tensile-tear deformation , 2017 .

[48]  Y. Matvienko,et al.  Two basic approaches in a search of the crack propagation angle , 2017 .

[49]  W. Hua,et al.  Mixed mode fracture analysis of CCBD specimens based on the extended maximum tangential strain criterion , 2017 .

[50]  Zhihua Wang,et al.  Investigation of the effects of confining pressure on SIFs and T-stress for CCBD specimens using the XFEM and the interaction integral method , 2017 .

[51]  L. Ren,et al.  Fracture Behavior Investigation of a Typical Sandstone Under Mixed-Mode I/II Loading Using the Notched Deep Beam Bending Method , 2017, Rock Mechanics and Rock Engineering.

[52]  Hamid Hashemolhosseini,et al.  Determination of crack initiation and propagation in two disc shaped specimens using the improved maximum tangential stress criterion , 2017 .

[53]  M. Aliha,et al.  The role of first non‐singular stress terms in mixed mode brittle fracture of V‐notched components: an experimental study , 2017 .

[54]  W. Hua,et al.  Experimental investigation on the effect of wetting-drying cycles on mixed mode fracture toughness of sandstone , 2017 .

[55]  P. Cao,et al.  Mixed mode fracture analysis of semi-circular bend (SCB) specimen: A numerical study based on extended finite element method , 2017 .

[56]  S. Tang,et al.  Brittle fracture of rock under combined tensile and compressive loading conditions , 2017 .

[57]  F. Berto,et al.  Review of local strain energy density theory for the fracture assessment of V-notches under mixed mode loading , 2017 .

[58]  Heping Xie,et al.  Maximum mean principal stress criterion for three-dimensional brittle fracture , 2016 .

[59]  A. R. Ranji.  Mixed-mode fracture criteria investigation in a rock , 2016 .

[60]  M. Mirsayar,et al.  Mixed Mode Brittle Fracture Analysis of High Strength Cement Mortar Using Strain-Based Criteria , 2016 .

[61]  Zhihua Wang,et al.  Determination of fracture parameters in center cracked circular discs of concrete under diametral loading: A numerical analysis and experimental results , 2016 .

[62]  Chong Wang,et al.  On the I–II mixed mode fracture of granite using four-point bend specimen , 2016 .

[63]  F. Berto,et al.  Geometry effects on fracture trajectory of PMMA samples under pure mode-I loading , 2016 .

[64]  S. Hashemi,et al.  A strain energy criterion based on grain dislodgment at borehole wall in poorly cemented sands , 2016 .

[65]  Filippo Berto,et al.  Rapid finite element evaluation of the averaged strain energy density of mixed-mode (I + II) crack tip fields including the T-stress contribution , 2016 .

[66]  M. Aliha,et al.  Mixed mode fracture toughness testing of PMMA with different three-point bend type specimens , 2016 .

[67]  F. Berto,et al.  Strain-based criteria for mixed-mode fracture of polycrystalline graphite , 2016 .

[68]  M. R. Ayatollahi,et al.  Mode I Fracture Analysis of Polymethylmetacrylate Using Modified Energy-Based Models , 2015, Physical Mesomechanics.

[69]  MirMilad Mirsayar,et al.  Mixed mode fracture analysis using extended maximum tangential strain criterion , 2015 .

[70]  Yu. G. Matvienko,et al.  The effect of out-of-plane constraint in terms of the T-stress in connection with specimen thickness , 2015 .

[71]  W. Hua,et al.  Experimental study on the fracture toughness of rust stone under mixed mode loading condition , 2015 .

[72]  W. Hua,et al.  T-stress for a centrally cracked Brazilian disk under confining pressure , 2015 .

[73]  F. Berto,et al.  A generalized strain energy density criterion for mixed mode fracture analysis in brittle and quasi-brittle materials , 2015 .

[74]  S. Tang.  The effect of T-stress on the fracture of brittle rock under compression , 2015 .

[75]  Y. Matvienko,et al.  The concept of the average stress in the fracture process zone for the search of the crack path , 2015 .

[76]  M. Ayatollahi,et al.  T-stress effects in mixed mode I/II/III brittle fracture , 2015 .

[77]  M. Sistaninia,et al.  Theoretical and experimental investigations on the mode II fracture toughness of brittle materials , 2015 .

[78]  Jizhou Song,et al.  Effect of Confining Pressure on Stress Intensity Factors for Cracked Brazilian Disk , 2015 .

[79]  M. Ayatollahi,et al.  Maximum tangential strain energy density criterion for general mixed mode I/II/III brittle fracture , 2015 .

[80]  Rinze Benedictus,et al.  A review of T-stress and its effects in fracture mechanics , 2015 .

[81]  C. P. Goldin Priscilla,et al.  Assessment of leak before break by modified average stress criterion , 2015, Int. J. Comput. Aided Eng. Technol..

[82]  B. Shen,et al.  Modelling Fracture Propagation in Anisotropic Rock Mass , 2015, Rock Mechanics and Rock Engineering.

[83]  M.R.M. Aliha,et al.  Size-dependent fracture behavior of Guiting limestone under mixed mode loading , 2014 .

[84]  M. Ayatollahi,et al.  Experimental analysis of mixed mode crack propagation in brittle rocks: The effect of non-singular terms , 2014 .

[85]  B. Shen.  Development and applications of rock fracture mechanics modelling with FRACOD: a general review , 2014 .

[86]  Zhe-ming Zhu,et al.  Mixed-Mode Elastic-Plastic Fractures: Improved R-Criterion , 2014 .

[87]  M. Ayatollahi,et al.  Size effects in mode II brittle fracture of rocks , 2013 .

[88]  N. Benseddiq,et al.  Strain energy density prediction of crack propagation for 2D linear elastic materials , 2013 .

[89]  N. Fantuzzi,et al.  On mixed mode crack initiation and direction in shafts: Strain energy density factor and maximum tangential stress criteria , 2013 .

[90]  R. Leroy,et al.  COMPUTATIONAL CONTOUR OF MIXED MODE CRACK-TIP PLASTIC ZONE FOR ALUMINUM ALLOY 2024T351 , 2013 .

[91]  Y. Matvienko,et al.  Effect of nonsingular T-stress components on the plastic-deformation zones near the tip of a mode I crack , 2013, Russian Metallurgy (Metally).

[92]  Luiz Fernando Martha,et al.  On improved crack tip plastic zone estimates based on T-stress and on complete stress fields , 2013 .

[93]  M.R.M. Aliha,et al.  The effects of thickness and Poisson’s ratio on 3D mixed-mode fracture , 2013 .

[94]  Y. Feng,et al.  The initiation of I-II mixed mode crack subjected to hydraulic pressure in brittle rock under compression , 2013 .

[95]  Zheming Zhu,et al.  Investigation on the Applicability of Several Fracture Criteria to the Mixed Mode Brittle Fractures , 2013 .

[96]  Majid R. Ayatollahi,et al.  Size effects on fracture toughness of quasi-brittle materials – A new approach , 2012 .

[97]  M. Ayatollahi,et al.  Analysis of fracture initiation angle in some cracked ceramics using the generalized maximum tangential stress criterion , 2012 .

[98]  Yu. G. Matvienko,et al.  Maximum Average Tangential Stress Criterion for Prediction of the Crack Path , 2012, International Journal of Fracture.

[99]  Bo Zhang,et al.  A modified maximum tangential tensile stress criterion for three-dimensional crack propagation , 2012 .

[100]  Xian‐Fang Li,et al.  Kink angle and fracture load for an angled crack subjected to far-field compressive loading , 2012 .

[101]  M. Ayatollahi,et al.  Mode I fracture initiation in limestone by strain energy density criterion , 2012 .

[102]  H. Zuo,et al.  A Universal Crack Extension Criterion Based on the Equivalent Stress Gradient: I. Theory and Numerical Verification , 2012 .

[103]  Xin Wang,et al.  The Effect of T-stress on Crack Tip Plastic Zones under Mixed Mode Loading Conditions , 2011 .

[104]  M. Ayatollahi,et al.  Mode ІІ fracture study of rocks using Brazilian disk specimens , 2011 .

[105]  Filippo Berto,et al.  Mixed mode brittle fracture of sharp and blunt V-notches in polycrystalline graphite , 2011 .

[106]  Mario Guagliano,et al.  A Photoelastic Study of T‐stress in Centrally Cracked Brazilian Disc Specimen Under Mode II Loading , 2011 .

[107]  C. M. Sharanaprabhu,et al.  Mixed-mode (I/II) crack initiation direction for elastic-plastic materials based on crack-tip plastic zone , 2011 .

[108]  L. Vallejo.  Fracture Criteria for Fissured Clays under Mixed-Mode Loading , 2011 .

[109]  V. F. González-Albuixech,et al.  Influence of the t33-stress on the 3-D stress state around corner cracks in an elastic plate , 2011 .

[110]  K. Sedighiani,et al.  The effect of T-stress on the brittle fracture under mixed mode loading , 2011 .

[111]  Majid R. Ayatollahi,et al.  Crack tip plastic zone under Mode I, Mode II and mixed mode (I+II) conditions , 2010 .

[112]  C. M. Sharanaprabhu,et al.  On the relationship between stress intensity factor (K) and minimum plastic zone radius (MPZR) for four point bend specimen under mixed mode loading , 2010 .

[113]  M.R.M. Aliha,et al.  Geometry and size effects on fracture trajectory in a limestone rock under mixed mode loading , 2010 .

[114]  Filippo Berto,et al.  A review of the volume-based strain energy density approach applied to V-notches and welded structures , 2009 .

[115]  Xian‐Fang Li,et al.  Effects of T-stresses on fracture initiation for a closed crack in compression with frictional crack faces , 2009 .

[116]  Amir Reza Shahani,et al.  Effect of T-stress on the fracture of a four point bend specimen , 2009 .

[117]  C. M. Sharanaprabhu,et al.  Finite Element Analysis of Minimum Plastic Zone Radius criterion for crack initiation direction under mixed mode loading , 2009 .

[118]  M. Ayatollahi,et al.  On the use of Brazilian disc specimen for calculating mixed mode I–II fracture toughness of rock materials , 2008 .

[119]  M. Ayatollahi,et al.  Mixed mode fracture analysis of polycrystalline graphite – A modified MTS criterion , 2008 .

[120]  Filippo Berto,et al.  Some advantages derived from the use of the strain energy density over a control volume in fatigue strength assessments of welded joints , 2008 .

[121]  A. Carpinteri,et al.  Static crack extension prediction in aluminium alloy at low temperature , 2008 .

[122]  A. Nikoobin,et al.  Photoelastic study of a center-cracked plate – The lateral load effects , 2007 .

[123]  M.R.M. Aliha,et al.  Fracture toughness study for a brittle rock subjected to mixed mode I/II loading , 2007 .

[124]  Majid R. Ayatollahi,et al.  T-Stress Effects on Isochromatic Fringe Patterns in Mode II , 2007 .

[125]  B. Mohanty,et al.  Experimental Calibration of ISRM Suggested Fracture Toughness Measurement Techniques in Selected Brittle Rocks , 2007 .

[126]  M.R.M. Aliha,et al.  Mode I and Mode II Fracture Toughness Testing for a Coarse Grain Marble , 2006 .

[127]  Y. Mutoh,et al.  A general mixed-mode brittle fracture criterion for cracked materials , 2006 .

[128]  M. Ayatollahi,et al.  Mixed mode brittle fracture in PMMA—An experimental study using SCB specimens , 2006 .

[129]  P. Chan,et al.  An energy-based failure criterion for delamination initiation in electronic packaging , 2005 .

[130]  Wang Qi-zhi.  A FRACTURE CRITERION BASED ON THE DEVIATOR STRAIN ENERGY DENSITY FACTOR , 2005 .

[131]  Hans Albert Richard,et al.  Theoretical crack path prediction , 2005 .

[132]  K. S. Kim,et al.  The minimum plastic zone radius criterion for crack initiation direction applied to surface cracks and through-cracks under mixed mode loading , 2004 .

[133]  Xiaoyong Zhang,et al.  Comparison of energy release rate and minimum strain energy density for potential failure of composite with bi-material interface , 2004 .

[134]  Glaucio H. Paulino,et al.  A new approach to compute T-stress in functionally graded materials by means of the interaction integral method , 2004 .

[135]  Yang Wang,et al.  Stress intensity factors for central cracked circular disk subjected to compression , 2004 .

[136]  D. A. Zacharopoulos,et al.  Stability analysis of crack path using the strain energy density theory , 2004 .

[137]  Marwan K. Khraisheh,et al.  A new criterion for mixed mode fracture initiation based on the crack tip plastic core region , 2004 .

[138]  Majid R. Ayatollahi,et al.  Evaluation of crack tip constraint using photoelasticity , 2003 .

[139]  Zhou Hongbin,et al.  Maximum twin shear stress factor criterion for sliding mode fracture initiation , 2002 .

[140]  M. Pavier,et al.  Mode I cracks subjected to large T-stresses , 2002 .

[141]  Christian Carloni,et al.  Crack initiation behaviour of orthotropic solids as predicted by the strain energy density theory , 2002 .

[142]  Zhao Yan-hua,et al.  THE MINIMUM J_2 CRITERION FOR I-II MIXED MODE BRITTLE FRACTURE , 2002 .

[143]  Paolo Lazzarin,et al.  A finite-volume-energy based approach to predict the static and fatigue behavior of components with sharp V-shaped notches , 2001 .

[144]  Theo Fett,et al.  Stress intensity factors and T-stress for internally cracked circular disks under various boundary conditions , 2001 .

[145]  M. Pavier,et al.  The role of T-stress in brittle fracture for linear elastic materials under mixed-mode loading , 2001 .

[146]  孙宗颀.  Is crack branching under shear loading caused by shear fracture? ——A critical review on maximum circumferential stress theory , 2001 .

[147]  S. M. Khan,et al.  Analysis of mixed mode crack initiation angles under various loading conditions , 2000 .

[148]  Kazuya Yasuhara,et al.  An Experimental Study on Strain-Based Failure Criteria of Brittle Materials , 2000 .

[149]  A. Bobet.  The initiation of secondary cracks in compression , 2000 .

[150]  Wasiluk,et al.  Prediction of crack growth direction under plane stress for mixed‐mode I and II loading , 2000 .

[151]  K. Golos,et al.  Role of plastic zone in crack growth direction criterion under mixed mode loading , 2000 .

[152]  R. Plank,et al.  Fatigue crack propagation under non-proportional mixed mode loading , 1999 .

[153]  J. Kodama,et al.  Examination of a Rock Failure Criterion Based on Circumferential Tensile Strain , 1998 .

[154]  Majid R. Ayatollahi,et al.  Determination of T-stress from finite element analysis for mode I and mixed mode I/II loading , 1998 .

[155]  R. J. Qian,et al.  Applying strain energy density factor theory to propagation estimating of surface crack in tubular T-joints , 1996 .

[156]  N. G. Shrive,et al.  Brittle fracture in compression: Mechanisms, models and criteria , 1995 .

[157]  X. Kong,et al.  Effect of triaxial stress on mixed-mode fracture , 1995 .

[158]  V. G. Ukadgaonker,et al.  A new criterion for fracture initiation , 1995 .

[159]  James D. Lee,et al.  Combination of finite element analysis and analytical crack tip solution for mixed mode fracture , 1995 .

[160]  Steven L. Crouch,et al.  Prediction of interfacial crack path: a direct boundary integral approach and experimental study , 1994 .

[161]  Y. Fujii,et al.  A Study on Tensile Strain Criterion. , 1994 .

[162]  Ove Stephansson,et al.  Modification of the G-criterion for crack propagation subjected to compression , 1994 .

[163]  A. Aydin,et al.  The maximum distortional strain energy density criterion for shear fracture propagation With applica , 1993 .

[164]  Du Shanyi,et al.  Mixed-mode fracture criteria for the materials with different yield strengths in tension and compression , 1992 .

[165]  Nakamura Toshio,et al.  Determination of elastic T-stress along three-dimensional crack fronts using an interaction integral , 1992 .

[166]  J. Koo,et al.  A NEW MIXED MODE FRACTURE CRITERION MAXIMUM TANGENTIAL STRAIN ENERGY DENSITY CRITERION , 1991 .

[167]  Thomas H. Hyde,et al.  Mixed mode fatigue crack growth at 550°c under plane stress conditions in Jethete M152 , 1991 .

[168]  Nabil A.B. Yehia,et al.  Distortional strain energy density criterion: the , 1991 .

[169]  Xinming Li,et al.  Analysis and modification of fracture criteria for mixed-mode crack , 1989 .

[170]  Pericles S. Theocaris,et al.  Variations on the theme of fracture criteria , 1989 .

[171]  L. E. Vallejo,et al.  The brittle and ductile behavior of clay samples containing a crack under mixed mode loading , 1988 .

[172]  K. W. Bills,et al.  Modified maximum principal stress criterion for propellant liner bond failures , 1987 .

[173]  Yishu Zhao.  Griffith's criterion for mixed mode crack propagation , 1987 .

[174]  Mark S. Shephard,et al.  The NT-criterion for predicting crack growth increments , 1987 .

[175]  A. Kfouri.  Some evaluations of the elastic T-term using Eshelby's method , 1986 .

[176]  N. P. Andrianopoulos,et al.  On the use of the T-criterion in fracture mechanics , 1986 .

[177]  B. Parida,et al.  Determination of the size of crack-tip plastic zone in a thin sheet under uniaxial loading , 1985 .

[178]  S. K. Maiti,et al.  Comparison of the criteria for mixed mode brittle fracture based on the preinstability stress-strain field , 1984 .

[179]  S. K. Maiti,et al.  Criteria for brittle fracture in biaxial tension , 1984 .

[180]  S. K. Maiti,et al.  Comparison of the criteria for mixed mode brittle fracture based on the preinstability stress-strain field Part I: Slit and elliptical cracks under uniaxial tensile loading , 1983 .

[181]  N. P. Andrianopoulos,et al.  Failure theories for glassy polymers: the T-criterion for various yield loci , 1983 .

[182]  N. P. Andrianopoulos,et al.  The T-criterion applied to ductile fracture , 1982 .

[183]  N. P. Andrianopoulos,et al.  The mises elastic-plastic boundary as the core region in fracture criteria , 1982 .

[184]  T. R. Stacey.  A simple extension strain criterion for fracture of brittle rock , 1981 .

[185]  K. Fischer,et al.  On the formulation of a principal strain criterion in crack fracture mechanics , 1981, International Journal of Fracture.

[186]  Kaung Jain Chang.  On the maximum strain criterion—a new approach to the angled crack problem , 1981 .

[187]  Jehuda Tirosh,et al.  Mixed-mode fracture angle and fracture locus of materials subjected to compressive loading , 1981 .

[188]  Robert J. Sanford,et al.  A critical re-examination of the westergaard method for solving opening-mode crack problems , 1979 .

[189]  Chien H. Wu.  Fracture Under Combined Loads by Maximum-Energy-Release-Rate Criterion , 1978 .

[190]  Chien H. Wu.  Maximum-energy-release-rate criterion applied to a tension-compression specimen with crack , 1978 .

[191]  R. Nuismer.  An energy release rate criterion for mixed mode fracture , 1975 .

[192]  G. Sih,et al.  The strain energy density failure criterion applied to notched elastic solids , 1975 .

[193]  G. Sih.  Strain-energy-density factor applied to mixed mode crack problems , 1974 .

[194]  J. Whitney,et al.  Stress Fracture Criteria for Laminated Composites Containing Stress Concentrations , 1974 .

[195]  J. Rice,et al.  Limitations to the small scale yielding approximation for crack tip plasticity , 1974 .

[196]  Iain Finnie,et al.  A note on the angled crack problem and the directional stability of cracks , 1973, International Journal of Fracture.

[197]  A. J. Carlsson,et al.  Influence of non-singular stress terms and specimen geometry on small-scale yielding at crack tips in elastic-plastic materials , 1973 .

[198]  G. Sih.  SOME BASIC PROBLEMS IN FRACTURE MECHANICS AND NEW CONCEPTS , 1973 .

[199]  J. Williams,et al.  Fracture under complex stress — The angled crack problem , 1972 .

[200]  F. Erdogan,et al.  On the Crack Extension in Plates Under Plane Loading and Transverse Shear , 1963 .

[201]  M. Williams,et al.  On the Stress Distribution at the Base of a Stationary Crack , 1956 .

[202]  A. A. Griffith.  The Phenomena of Rupture and Flow in Solids , 1921 .