1887
Volume 24, Issue 3-4
  • ISSN: 0812-3985
  • E-ISSN: 1834-7533

Abstract

A study of the seismic reflection process in anisotropic media showed a number of results which have direct consequences in an exploration context. Using laminated blocks of an anisotropic material to simulate shale-type layering, the seismic wave propagation was observed to be dependent upon the lamination orientation and, hence, on the shale layering orientation in an exploration sense.

The seismic waves were demonstrated to travel at a faster velocity in the direction parallel to the layering orientation. Stacks of conventionally recorded seismic lines parallel and across the layering resulted in a two-way travel time mis-tie at their tie-point. Time to depth conversion indicated that a severe depth mis-tie would occur. The implication for exploration is that mis-ties in 2-D land and marine data may indicate the presence of anisotropy, while 3-D land and marine data do not. 2-D recording is therefore a necessary requirement to indicate the presence of anisotropy prior to 3-D recording.

Numerical modelling of equivalent seismic data showed that commercially available numerical modelling software is inadequate for modelling the effects of anisotropy.

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/content/journals/10.1071/EG993725
1993-09-01
2026-01-13
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References

  1. Berryman, J.G. (1979), ‘Long-wave elastic anisotropy in transversely isotropic media’, Geophysics44, 896–917.
  2. Byun, B.S. (1984), ‘Seismic parameters for transversely isotropic media’, Geophysics49, 1908–1914.
  3. Crampin, S., Chesnokov, E.M. and Hipkin, R.G. (1984), ‘Seismic anisotropy - the state of the art’, First Break2, 9–18.
  4. Fagin, S.W. (1991), ‘Seismic modelling of geologic structure’, In pp. 12–16. Application to exploration problems. Society of Exploration Geophysicists, Tulsa.
  5. Postma, G.W. (1955), ‘Wave propagation in stratified medium’, Geophysics20, 780–806.
  6. Thomsen, L. (1986), ‘Weak elastic anisotropy’, Geophysics51, 23–48.
  7. Uren, N.F. (1989), ‘Processing of seismic data in presence of elliptical anisotropy’, Ph.D thesis, Department of Geosciences, University of Houston, University Park, Houston, Texas (unpubl.).
  8. Uren, N.F., Gardner, G.H.F. and Mcdonald, J.A. (1991), ‘Anisotropic wave propagation and zero-offset migration’, Explor. Geophys.22, 405–410.
/content/journals/10.1071/EG993725
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  • Article Type: Research Article
Keyword(s): anisotropic; mis-tie; modelling.

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