1887
ASEG2004 - 17th Geophysical Conference
  • ISSN: 2202-0586
  • E-ISSN:

Abstract

Although gravity gradiometry was among the first geophysical methods used successfully in applied geophysics (Eotvos torsion balance), the technology fell from favour after the 1930s. Here we present a new analysis of torsion balance measurements that were made at this time to detect salt domes in the Northwest German Basin.

The study was aimed at assessing methods for interpretation of torsion balance observations. The approach is to synthesize classical procedures with computer based numerical methods, taking horizontal gradients Wxz and Wyz as input parameters. First we give an overview of torsion balance operational details and then discuss the interpretation of torsion balance data.

A total of 39 maps at 1:25,000 scale covering the Northwest German Basin have been digitised. These maps provide some 40,000 torsion balance measurements, but no field books or field forms are available. The gradients were digitised from old paper maps, then reprocessed and recalculated. 3D modelling of Wxz, Wyz and other components of the Eotvos tensor provides detailed insight into the geometry of salt domes and provides additional constraints for modelling the Bouguer gravity field.

3D forward modelling is conducted using the IGMAS program package. This package allows the calculation of potential, gravity and its components, and the Eotvos tensor components. Results show that knowledge of the second derivatives of the potential could fundamentally change the role of gravity field measurements in underground investigations, not only for resource exploration, but also for investigations of large fault systems like the Dead Sea Transform.

Loading

Article metrics loading...

/content/journals/10.1071/ASEG2004ab051
2004-12-01
2026-01-14
Loading full text...

Full text loading...

References

  1. Bell, R. E., Anderson, R. and Pratson, L., 1997, Gravity gradiometry resurfaces: The Leading Edge, 16, 55-59.
  2. Eotvos, R., 1908, Bestimmung der Gradienten der Schwerkraft und ihrer Niveauflachen mit Hilfe der Drehwaage: in: H. G. van de Sande Bakhuyzen (ed.), Verhandlungen der funfzehnten allgemeinen Konferenz der Allgemeinen Erdmessung, September 20-28, 1906, Budapest: Verlag von Georg Reimer, Berlin.
  3. Gotze, H.-J. and Lahmeyer, B., 1988, Application of three-dimensional interactive modelling in gravity and magnetics: Geophysics, 53, 1096-1108.
  4. Goltz, G., 2001, Lokale Schwerefeldbestimmung und modellierung mit Hilfe der Ableitungen des Schwerepotentials (Local determination of gravity field and modelling by the aid of the deviations of the gravity potential): Ph.D. Thesis, Freie Universitat Berlin, Berliner Geowissenschaftliche Abhandlungen, Reihe B, Bd. 39, 135 pages.
  5. Rummel, R., Balmino, G., Johannessen, F.J., Visser, P. and Woodworth, P., 2002, Dedicated gravity field missions -principles and aims: Journal of Geodynamics, 33, 3-20.
  6. Schmidt, S., Gotze, H.-J., Siehl, A. and Tašárová, Z., this volume, 3D gravity and magnetic modelling and integration of constraints using open GIS: the IGMAS software package.
  7. Talwani, M., DiFrancesco, D. and Feldmann, W., 2001, Time lapse gradiometry opens new possibilities: American Oil and Airborne Gravity Gradiometer for Mineral Exploration:Gas Reporter, 44, 101-108.
  8. Van Leeuwen, E. H., 2000, BHP Develops World’s First Airborne Gravity Gradiometer for Mineral Exploration: Preview, 86, 28-30.
/content/journals/10.1071/ASEG2004ab051
Loading
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