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Index of all discussions

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Discussion of fracture paper #12 - Crack paths and fracture process region autonomy

Method for calculating G, G_I, and G_II to simulate crack growth in 2D, multiple-material structures, E.K. Oneida, M.C.H. van der Meulen, A.R. Ingraffea, Engineering Fracture Mechanics, Vol 140 (2015) pp. 106–126

Discussion of fracture paper #11 - Fracture processes and phase field modelling

A phase field method to simulate crack nucleation and propagation in strongly heterogeneous materials from direct imaging of their microstructure, T.T. Nguyen, J. Yvonnet, Q.-Z. Zhu, M. Bornert, C. Chateau, Engineering Fracture Mechanics, Vol 139 (2015) pp. 18–39.

Discussion of fracture paper #10 - Searching for the length scale of stress corrosion

Further study on crack growth model of buried pipelines exposed to concentrated carbonate-bicarbonate solution, B.T. Lu, Engineering Fracture Mechanics vol. 131 (2014) pp. 296-314. 

Discussion of fracture paper #9 - Crack tip modelling

Effect of a single soft interlayer on the crack driving force, M. Sistaninia and O. Kolednik, Engineering Fracture Mechanics, Vol. 130, 2014, pp. 21–41. 

Discussion of fracture paper #8 - Elastic follow-up

P.M. James: Re-derivation of plasticity interaction for combined loading under significant levels of elastic follow-up. Engineering Fracture Mechanics, Vol. 126, 2014, pp. 12–26.

Discussion of fracture paper #7 - Configurational force approach

K. Özenç, M. Kaliske, G. Lin, G. Bhashyam: Evaluation of energy contributions in elasto-plastic fracture: A review of the configurational force approach, Engineering Fracture Mechanics, 2014, Vol. 115, pp. 137-153.

Discussion of fracture paper #6 - Stress intensity factor for steep yield distribution

T. Yasuoka, Y. Mizutani, A. Todoroki: Applicable limit of the stress intensity factor for steep yield strength distribution, Engineering Fracture Mechanics, 2013, Vol. 110, pp. 1-11.

Discussion of fracture paper #5 - Yield ciriterion or failure criterion

Henrik Danielsson and Per Johan Gustafsson: A three dimensional plasticity model for perpendicular to grain cohesive fracture in wood, Engineering Fracture Mechanics Vol. 98 2013, pp.137–152.

Discussion of fracture paper #4 - Is paper ductile?

P. Mäkelä and S. Östlund: Cohesive crack modelling of thin sheet material exhibiting anisotropy, plasticity and large-scale damage evolution. Engineering Fracture Mechanics,Vol. 79, 2012 pp. 50-60.

Discussion of fracture paper #3 - Length scales in fracture

H. Krull and H. Yuan: Suggestions to the cohesive traction–separation law from atomistic simulations. Engineering Fracture Mechanics, Vol. 78, 2011, pp. 525-533.

Discussion of fracture paper #2 - The role of the T-stress

J.C. Sobotka, R.H. Dodds: Steady crack growth in a thin, ductile plate under small-scale yielding conditions: Three-dimensional modelling., Engineering Fracture Mechanics, Vol. 78, 2011, pp. 343-363; J.C. Sobotka, R.H. Dodds: T-stress effects on steady crack growth in a thin, ductile plate under small-scale yielding conditions: Three-dimensional modelling., Engineering Fracture Mechanics, Vol. 78, 2011, pp. 1182-1200. 

Discussion of fracture paper #1 - A contol volume model

Ehsan Barati, Younes Alizadeh, Jamshid Aghazadeh Mohandesi: J-integral evaluation of austenitic-martensitic functionally graded steel in plates weakened by U-notches, Engineering Fracture Mechanics, Vol. 77, Issue 16, 2010, pp. 3341-3358. 

A blog for discussing fracture papers

The aim of ESIS is not only to develop and extend knowledge in all aspects of structural integrity, 

but also to disseminate this knowledge world-wide by means of scientific publications and to educate young engineers and scientists. For these purposes, three Elsevier journals - Engineering Fracture Mechanics , Engineering Failure Analysis and  >> Read more

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