Quasi-static deformation of a viscoelastic half-space by a displacement dislocation

Details Quasi-static deformation of a viscoelastic half-space by a displacement dislocation Quasi-static deformation of a viscoelastic half-space by a displacement dislocation

Feb 1974

adsabs.harvard.edu/cgi-bin/nph-data_query?bibcode=1974pepi....8...87s&link_type=abstract

Physics of the Earth and Planetary Interiors, Volume 8, Issue 1, p. 87-101.

Physics

7

Scientific paper

The correspondence principle is used to get the Laplace transformed solution of the problem of the quasi-static deformation of a viscoelastic half-space by a shear displacement dislocation from the corresponding static elastic results. The transformed solution is inverted for the Voigt and the Maxwell viscoelastic models. It is shown that, for a vertical dip-slip fault, the surface displacements for the viscoelastic case are identical with the elastic displacements. In the case of a vertical strike-slip fault, detailed numerical results are obtained for both a point source and a finite rectangular source. It is found that the results for the viscoelastic models differ significantly from the corresponding elastic results.

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