When a crack is lodged in an inclusion, the difference between the elastic modulus of the inclusion and matrix material will cause the near-tip stress intensity factor to be greater or less than that prevailing in a homogeneous material. A method is derived,for calculation of the near-tip stress intensity factor for the inclusion with arbitrary shape. The derivation of the fundamental formula is based on the transformation toughening theory. The equivalent transformation strain contributed from modulus difference between inclusion and matrix is calculated from Eshelby equivalent inclusion approach. As validated by numerical examples, the developed formula has excellent accuracy.
机构:
Pisarenko Institute of Problems of Strength, National Academy of Sciences of Ukraine, KievPisarenko Institute of Problems of Strength, National Academy of Sciences of Ukraine, Kiev
Stepanov G.V.
Babutskii A.I.
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机构:
Pisarenko Institute of Problems of Strength, National Academy of Sciences of Ukraine, KievPisarenko Institute of Problems of Strength, National Academy of Sciences of Ukraine, Kiev