Jiang Chi-ping. Longituanal Shear Problems of Collinear Rigid Line Inclusions in Anisotropic Materials[J]. Applied Mathematics and Mechanics, 1994, 15(2): 147-154.
Citation: Jiang Chi-ping. Longituanal Shear Problems of Collinear Rigid Line Inclusions in Anisotropic Materials[J]. Applied Mathematics and Mechanics, 1994, 15(2): 147-154.

Longituanal Shear Problems of Collinear Rigid Line Inclusions in Anisotropic Materials

  • Received Date: 1993-04-05
  • Publish Date: 1994-02-15
  • Longitudinal shear problems of collinear rigid line inclusions (sometimes called hard crack or inverse crack problems) in anisotropic materials are dealt with. By usingthe conplex variable method, we present the formulation of the general problem and the closed form solutions to some problems of practical importance, The atress distribution in the immediate vicinity of the rigid line end is examined. The corresponding formulation and solutions for isotropic materials can be arrived at from the special cases of those in the present paper, some of which are in agreement with the existing results[1].
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  • [1]
    Jiang Chi-ping,Zou Zhen-zhu, Wang Duo and Liu You-wen.A discussion about a class of stress intensity factors and its verification,Inf,J.F rocture,48(1991),141-157.
    [2]
    Lt,Q.Q, and T, C, T, Ting, Line inclusions in anisotropic elastic solids, J.Appl. Mech.,56 (1989), 556-563.
    [3]
    Hao, T.H, and Y.C.Wu,Elastic plane problem of collinear periodical rigid lines, Engng, Fracture Mech,33 (1989), 979-981.
    [4]
    Markenscoff, X, and J. Dundurs, Weight functions for rigid line inclusions,Proc, 7th Int. Conf, on Fracture, Houston, TX,(1989), 37-39.
    [5]
    Jiang Chi-ping and Liu Chun-tu, Stress distribution around a rigid line in dissimilar media, Engng, Fracture Mech.,42 (1992), 27-32.
    [6]
    Jiang C hi-ping, The plane problem of collinear rigid lines under arbitrary loads, Engng. Fracture Mech.,39(1991), 299-308.
    [7]
    Wang, Z.Y.,H, T, Zhang and Y, T.Chou, Stress singularity at the tip ofa rigid line inhomogeneity under antiplane shear loading, J.Appl. Mech.,53 (1986), 450-461.
    [8]
    Sih, G, C, and H, Liebowitz.Mathem atical theories of brittle fracture, Fracture, Vol.Ⅱ Ed, by H, Liebowitz, Academic Press, New York(1968).
    [9]
    樊大钧,《数学弹性力学》.新时代出版社(1983).
    [10]
    Мусхелишвили Н.И,《数学弹性理论的几个基本问题》,赵惠元译,科学出版社(1958).
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