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   <subfield code="a">Crack tip stress intensities in viscoelastic anisotropic bimaterials and the use of the M -integral</subfield>
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   <subfield code="c">[C. Atkinson, D. Eftaxiopoulos]</subfield>
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   <subfield code="a">The time evolution of the stress intensity factors (S.I.F's) at both tips of a finite crack lying near the interface of a viscoelastic anisotropic bimaterial, is studied. The simultaneous integral equations for the dislocation density of the crack developed in [2], are now used in the Laplace transformed domain. Their numerical solution and the solution via Neumann series are used for the determination of the Laplace trasformed S.I.F's. In the case of rectilinear anisotropies the latter are extracted from the M(p) integral which has been evaluated along a circle at infinity and along the interface. Numerical results for the real time dependence of the S.I.F's for two different anisotropies and geometries are also discussed.</subfield>
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