Comparison of two‐ and three‐dimensional analyses of interface fracture data obtained from Brazilian disk specimens

Author:

Banks‐Sills Leslie,Konovalov Natalie,Fliesher Adi

Abstract

PurposeFracture tests carried out on bimaterial Brazilian disk specimens have been reported elsewhere. Two material pairs are tested in which each of the constituents is linearly elastic, isotropic, and homogeneous. For this material type, the crack fields decouple into in‐plane and out‐of‐plane deformation. Hence, a two‐dimensional approach is taken to analyse the tests. The purpose of this paper is to examine the necessity of using a three‐dimensional approach to predict interface fracture when in‐plane loading is applied.Design/methodology/approachTo this end, the specimens are analysed by means of two‐ and three‐dimensional finite elements. The interaction energy or M‐integral is used to calculate the stress intensity factors.FindingsThe paper shows that the Mode III stress intensity factor KIII is not negligible near the specimen outer surfaces. Nevertheless, a two‐dimensional analysis will be seen to be sufficient to analyse these tests. This has implications for the practical engineer.Originality/valueThe paper offers a comparison between two‐ and three‐dimensional fracture criteria for a crack along the interface between two homogeneous, isotropic, linear elastic materials when in‐plane loading is applied to the body, and assesses the importance of the out‐of‐plane deformation.

Publisher

Emerald

Subject

Mechanical Engineering,Mechanics of Materials,Civil and Structural Engineering

Reference22 articles.

1. Banks‐Sills, L. and Ashkenazi, D. (2000), “A note on fracture criteria for interface fracture”, International Journal of Fracture, Vol. 103 No. 2, pp. 177‐88.

2. Banks‐Sills, L. and Dolev, O. (2004), “The conservative M‐integral for thermal‐elastic problems”, International Journal of Fracture, Vol. 125 Nos 1‐2, pp. 149‐70.

3. Banks‐Sills, L. and Sherman, D. (1992), “On the computation of stress intensity factors for three‐dimensional geometries by means of the stiffness derivative and J‐integral methods”, International Journal of Fracture, Vol. 53 No. 1, pp. 1‐20.

4. Banks‐Sills, L., Travitzky, N. and Ashkenazi, D. (2000), “Interface fracture properties of a bimaterial ceramic composite”, Mechanics of Materials, Vol. 32 No. 12, pp. 711‐22.

5. Banks‐Sills, L., Freed, Y., Eliasi, R. and Fourman, V. (2006), “Fracture toughness of the +45°/−45° interface of a laminate composite”, International Journal of Fracture, Vol. 141 Nos 1‐2, pp. 195‐210.

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