Title of article :
Thermoelastic Fracture Parameters for Anisotropic Plates
Author/Authors :
Kebdani, S Laboratoire de Mécanique Appliquée - Université des Sciences et de la Technologie d’Oran , Alegria , Sahli, A Laboratoire de Mécanique Appliquée - Université des Sciences et de la Technologie d’Oran , Alegria - Laboratoire de Recherche des Technologies Industrielles - Université Ibn Khaldoun de Tiaret , Alegria , Sahli, S Laboratoire de Recherche des Technologies Industrielles - Université Ibn Khaldoun de Tiaret , Alegria
Abstract :
This paper deals with the determination of the effect of varying material
properties on the value of the stress intensity factors, KI and KII, for anisotropic
plates containing cracks and subjected to a temperature change. Problems
involving cracks and body forces, as well as thermal loads are analysed. The
quadratic isoperimetric element formulation is utilized, and SIFs may be
directly obtained using the „traction formula‟ and the „displacement formula‟.
Three cracked plate geometries are considered in this study, namely: (1) a plate
with an edge-crack; (2) a plate with a double edge-crack; (3) a plate with
symmetric cracks emanating from a central hole. Where appropriate, finite
element method (FEM) analyses are also performed in order to validate the
results of the BEM analysis. The results of this study show that, for all crack
geometries, the mode-I stress intensity factor, K∗I decreases as the anisotropy
of the material properties is increased. Additionally, for all these cases, K∗I
decreases as the angle of orientation of the material properties, , increases
with respect to the horizontal axis. The results also show that BEM is an
accurate and efficient method for two-dimensional thermoelastic fracture
mechanics analysis of cracked anisotropic bodies.
Keywords :
Boundary element method , Stress intensity factors , Anisotropy
Journal title :
Astroparticle Physics