Abstract
An interfacial edge crack in two bonded dissimilar orthotropic quarter planes under antiplane loading is analyzed. The problem is formulated by Fourier integral technique, and reduced to a pair of integral equations. By solving the integral equations, the asymptotic stress field near the crack tip is determined, from which the stress intensity factor is obtained as a closed form. The solution can be used as a Green's function of different loading conditions.
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Choi, S.R., Chong, C.H. & Chai, Y.S. Interfacial edge crack in two bonded dissimilar orthotropic quarter planes under anti-plane shear. Int J Fract 67, 143–150 (1994). https://doi.org/10.1007/BF00019600
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DOI: https://doi.org/10.1007/BF00019600