Abstract
The problem of the axisymmetric internal indentation of a penny-shaped crack by a rigid circular inclusion is discussed. The paper presents a comparison of analytical and boundary integral equation results for the stress intensity factor at the boundary of the penny-shaped crack indented by a smooth inclusion. Numerical results presented in the paper examines the influence of features such as adhesion at the inclusion-elastic medium interface and finite geometry of the elastic solid containing the penny shaped crack.
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