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Abstract
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The solution of axisymmetric Volterra climb and glide dislocations in an infinite
domain is obtained by means of the Hankel transforms. The distributed dislocation
technique is used to construct integral equations for a system of coaxial annular
cracks where the domain is under axisymmetric tensile load. These equations are
solved numerically to obtain the dislocation density on the surfaces of the cracks. The
dislocation densities are employed to determine stress intensity factors for annular
and penny-shaped cracks.
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Publication
Received: 5 July 2008
Accepted: 13 November 2008
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