Title of article :
Fracture Parameters for Cracked Cylindrical Shells
Author/Authors :
Kadri, M Laboratoire de Mécanique Appliquée - Université des Sciences et de la Technologie d’Oran , Algeria , Sahli, A Laboratoire de Recherche des Technologies Industrielles - Université Ibn Khaldoun de Tiaret, Algeria , Sahli, S Université d'Oran 2 Mohamed Ben Ahmed, Algeria
Abstract :
In this paper, 2D boundary element stress analysis is carried out to
obtain the T-stress for multiple internal edge cracks in thick-walled
cylinders for a wide range of cylinder radius ratios and relative crack
depth. The T-stress, together with the stress intensity factor K, provides
a more reliable two-parameter prediction of fracture in linear elastic
fracture mechanics. T-stress weight functions are then derived from the
T-stress solutions for two reference load conditions corresponding to
the cases when the cracked cylinder is subject to a uniform and to a
linear applied stress variation on the crack faces. The derived weight
functions are then verified for several non-linear load conditions. Using
the BEM results as reference T-stress solutions; the T-stress weight
functions for thick-walled cylinder have also been derived. Excellent
agreements between the BEM results and weight function predictions
are obtained. The weight functions derived are suitable for obtaining Tstress
solutions for the corresponding cracked thick-walled cylinder
under any complex stress fields. Results of the study show that the two
dimensional BEM analysis, together with weight function method, can
be used to provide a quick and accurate estimate of T-stress for 2-D
crack problems.
Keywords :
Fracture mechanics , T-stress , Contour integral approach , Thick-walled cylinders , Boundary element method
Journal title :
Astroparticle Physics