Periodic inner cracking problem of with an interface between two dissimilar graded layers of finite thickness
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    Abstract:

    The effect of weak-discontinuous interface on the periodic inner cracks in a laminated functionally graded composite is analyzed under anti-plane shear loads. Fourier transformation and dislocation density functions are employed to reduce the solution of the mixed-boundary value prob- lem for Hilbert- The effects of the type singular integral equation, which are solved by I,obatto-Chebyshevtechnique. FGM nonhomogeneity, the layers thickness, the distance between of cracks and the weak-diccnntinunua interface_ crack snacine on the fracture parameter are discussed in detail.

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WAN Jing-yan, HUO Hua-song, SHI Peng-peng. Periodic inner cracking problem of with an interface between two dissimilar graded layers of finite thickness[J].,2012,29(2):104-107

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History
  • Received:December 03,2011
  • Revised:
  • Adopted:
  • Online: January 12,2015
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