Abstract
Based on the integral equation for resultant forces along a crack, a boundary integral equation method for the solution of kinked cracks in bonded half-planes is presented. The equation only contains a weak logarithmic singularity and is valid for every point along the crack lines. Numerical results are presented to illustrate the efficiency and reliability of the method.
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References
J.G. Goree and W.A. Venezia, International Journal of Engineering Science 15 (1977) 1–17.
J.G. Goree and W.A. Venezia, International Journal of Engineering Science 15 (1977) 19–27.
F. Erdogan, Journal of Applied Mechanics 30 (1963) 232–236.
G.C. Sih and J.R. Rice, Journal of Applied Mechanics 31 (1964) 477–482.
N.I. Ioakimidis and P.S. Theocaris, International Journal of Fracture 15 (1979) 299–309.
W.L. Zang and P. Gudmundson, International Journal of Fracture 38 (1988) 279–294.
Y.K. Cheung and Y.Z. Chen, Engineering Fracture Mechanics 28 (1987) 31–41.
W.L. Zang and P. Gudmundson, Engineering Fracture Mechanics 32 (1989) 889–897.
W.L. Zang and P. Gudmundson, International Journal of Fracture 46 (1990) 41–55.
N.I. Muskhelishvili, Some Basic Problems of Mathematical Theory of Elasticity, 4th edn., Noordhoff, Groningen, The Netherlands (1963).
J.W. Hutchinson, M.E. Mear and J.R. Rice, Journal of Applied Mechanics 54 (1987) 828–832.
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Zang, W.L., Gudmundson, P. Kinked cracks in bonded half-planes modeled by an integral equation method. Int J Fract 54, 65–77 (1992). https://doi.org/10.1007/BF00040856
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DOI: https://doi.org/10.1007/BF00040856