1887
ASEG2009 - 20th Geophysical Conference
  • ISSN: 2202-0586
  • E-ISSN:

Abstract

Introduction

Most magnetic field interpretation is based on the assumption that magnetization is in the same direction as the ambient geomagnetic field, and there is a widely held suspicion that anomalies cannot be inverted without this assumption. In this paper we aim to establish that the problems of uncertain magnetization direction can be largely overcome utilising both staged inversion and magnetic moment analysis (MMA).

Induced magnetization has a single, known direction. Not only may a remanent magnetization direction be unknown, but it may also be variable across a wide range of scales. Palaeomagnetic studies address this variability with collection of multiple samples from multiple sites (generally outcrops, quarries or road-cuts) for hierarchical statistical analysis. For rapidly cooled volcanic or sub-volcanic bodies, magnetization directions may vary due to short-term changes in the geomagnetic field. For deeper, more slowly cooled bodies, or for bodies formed by multi-phase intrusions, magnetization direction may vary due to apparent polar wander. Furthermore, remanent magnetization of rocks with a complex thermal history may include over-prints of components of different direction acquired at different times, with variable contributions to the overall magnetization in different samples. Magnetization directions may also vary due to any post-acquisition tectonic rotations. The magnetic field generated by a body depends on the resultant of induced and remanent magnetizations, determined by the Koenigsberger (or “Q”) ratio, which generally is also highly variable across a wide range of scales. To properly incorporate remanent magnetizations in a magnetic field interpretation we can not expect to just replace the geomagnetic field direction of an induced magnetization with a predetermined remanent magnetization direction. Rather, the interpretation of anomalies caused in substantial part by remanent magnetization requires flexible and adaptive methods.

In this paper we firstly review the derivation of magnetization direction by MMA of vector components and the gradient tensor of the magnetic field. Then we investigate the combination of inversion and MMA in a study of the Newcastle Range Volcanics in north-west Queensland. This volcanic province has bodies with a wide range of shapes, sizes, complexities and settings, many with magnetizations dominated by remanence. Each anomaly presents an opportunity to determine magnetization direction with its own particular challenges. A palaeomagnetic study of the same rocks by Anderson (2003) provides data with which to validate and classify magnetization directions derived from the magnetic field interpretation.

Loading

Article metrics loading...

/content/journals/10.1071/ASEG2009ab112
2009-12-01
2026-01-24
Loading full text...

Full text loading...

References

  1. Andersen, F.H. and L.B. Pedersen. 1979. Some relations between potential fields and the strength and center use of their sources, Geophysical Prospecting 27, 761-774.
  2. Anderson, K.L., M. A. Lackie, D.A. Clark and P.W. Schmidt, 2003. Palaeomagnetism of the Newcastle Range, northern Queensland: Eastern Gondwanain the Late Palaeozoic, J, Geophys. Res. 108(B6), 2282-2297.
  3. Blakely, R.J., 1995. Potential Theory In Gravity and Magnetic Applications, Cambridge University Press, Cambridge and New York, 441pp.
  4. Caratori Tontini, F. and L.B. Pedersen, 2007. The use of moments for interpretation of magnetic sources, EGM 2007 International Workshop, Capri, April 15-18.
  5. Helbig, K., 1963. Some integrals of magnetic anomalies and their relation to the parameters of the disturbing body, Zeitschrift für Geophysik 29, 83-96.
  6. Foss, C.A. and K.B. McKenzie, 2006. Inversion of anomalies due to remanent magnetization – an example from the Black Hill Norite of South Australia, Paper presented at the ASEC 2006 and ASEG 2006 Conference, Melbourne.
  7. Medeiros, W.E. and J.B.C. Silva, 1995. Simultaneous estimation of total magnetization direction and spatial orientation, Geophysics 60, 1365-1377.
  8. Oversby, B. and D. MacKenzie, 1995. Geology of the Late Palaeozoic ignimbrites and associated rocks in the Georgetown Region, northeastern Queensland, AGSO Record 1994/20, 1-78.
  9. Phillips, J.D., 2005. Can we estimate magnetization directions from aeromagnetic data using Helbig’s integrals? Earth, Planets and Space 57. 681-689.
  10. Phillips, J.D., M.N. Nabighan, D.V. Smith and Y. Li, 2007. Estimating locations and total magnetization vectors of compact magnetic sources from scalar, vector, or tensor magnetic measurements through combined Helbig and Euler analysis, Paper presented at the SEG San Antonio 2007 Annual Meeting, 770-774.
  11. Schmidt, P.W. and D.A. Clark, 1997. Directions of magnetization and vector anomalies derived from total field surveys, Preview 70, 30-32, 1997.
  12. Schmidt, P.W. and D.A. Clark, 1998. The calculation of magnetic components and moments from TMI: A case study from the Tuckers igneous complex, Queensland, Exploration Geophysics 29, 609-614.
  13. Valyashko, G.M., A.N. Ivanenko, G.E. Czemiawski and S.V. Lukyanov, 1995. Interpretation Procedure of Marine Magnetic Data: Topical Problems, in Anomalous Magnetic Field of the World Ocean, pp 21-66, A.M. Gorodnitsky (Ed.), CRC Press.
/content/journals/10.1071/ASEG2009ab112
Loading
  • Article Type: Research Article
Keyword(s): inversion; magnetic moment; Queensland; remanent magnetization; volcanics
This is a required field
Please enter a valid email address
Approval was a Success
Invalid data
An Error Occurred
Approval was partially successful, following selected items could not be processed due to error