1887
Volume 29, Issue 3-4
  • ISSN: 0812-3985
  • E-ISSN: 1834-7533

Abstract

The induced magnetisation of a magnetic source is proportional to the ambient magnetic field and varies in response to natural geomagnetic variations, such as diurnal changes, storm fields and pulsations. In contrast, the remanent magnetisation is independent of changes in the ambient field. The local perturbation of the geomagnetic variations arising from a subsurface magnetic body can be determined by simultaneous monitoring of geomagnetic variations at two sites: one within the static magnetic anomaly associated with the body and another at a remote base station. Total field measurements can only provide a qualitative indication of the relative contributions of remanent and induced magnetisation to the anomaly. Monitoring of all three field components at the on-anomaly and base stations, however, allows the components of the second order gradient tensor of the anomalous pseudogravitational potential to be determined. This tensor depends only on the source geometry and the measurement location and is independent of the nature (remanent or induced), magnitude or direction of the source magnetisation.

, the Koenigsberger ratio (), the direction of remanence and the direction of total magnetisation can be obtained from the components of this tensor. This information can constrain magnetic modelling prior to drilling and remove a major source of ambiguity in magnetic interpretation. The direction to the centre of a compact source can be determined directly from diagonalisation of the tensor. Values of constrain the magnetic mineralogy of the source and the remanence direction can discriminate sources of different ages or geological histories. Thus the method can also alleviate the geological ambiguity that afflicts magnetic interpretation.

Field trials of differential vector magnetometry (DVM) at several sites, including the Tallawang magnetite deposit, New South Wales, have demonstrated the validity of the proposed method. However, a number of technical difficulties must be resolved before this method can be used routinely. Accurate characterisation of departures from mutual orthogonality of the components measured by each vector sensor, and the relative orientation of the anomaly and base station sensors, are crucial to the successful implementation of the method.

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/content/journals/10.1071/EG998312
1998-09-01
2026-01-20
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References

  1. Brown, W.F., 1962, Magnetostatic principles in ferromagnetism: North-Holland. Goldstein, N.E. and Ward, S.H., 1966, The separation of remanent from induced magnetism in situ: Geophysics, 31, 779–796.
  2. Gunn, PJ. and Dentith, M.C., 1997, Magnetic responses associated with mineral deposits: AGSO J. Geol. Geophys., 17, 145–158.
  3. Jaques, A.L., Wellman, P., Whitaker, A. and Wyborn, D., 1997, High-resolution geophysics in modem geological mapping: AGSO J. Geol. Geophys., 17,159–173.
  4. Parkinson, W.D., 1983, Introduction to geomagnetism: Scottish Academic Press. Parkinson, W.D. and Barnes, C.D., 1985, In situ determination of Koenigsberger ratio. Aust. J. Earth Sci., 32, 1–5.
  5. Schmidt, P.W., Clark, D.A., Coward, D.A. and Huddleston, M.P., 1993, Development and application of differential vector magnetometers: Expl. Geophys., 24, 123–126.
  6. Wanliss and Antoine, L., 1995, Geomagnetic micropulsations: implications for high resolution aeromagnetic surveys: Expl. Geophys., 26, 535–538.
  7. Ward, S.H. and Ruddock, K.A., 1962, A field experiment with a rubidium-vapor magnetometer: J. Geophys. Res., 67, 1889–1898.
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