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

Abstract

Electrical and electromagnetic (EM) geophysical data from a line or grid are usually converted into two- or three-dimensional resistivity models of the Earth. In regions of relatively uniform geology, variability of measurements are assumed to be random and Gaussian, such that the Earth models are found from a maximum likelihood approach. In this paper, we show that such variability is not Gaussian, and has a scale-length dependence, expressed as a fractal dimension. We argue that the fractal dimension of electrical and EM data is causally determined from Earth heterogeneity, which provides a link with hydraulic conductivity in porous and fractured media that also has a fractal dimension.

This paper presents initial analyses of data from two sites within South Australia. NanoTEM time domain electromagnetic (TEM) data were collected at Tunkillia in the Gawler Craton with a target of identifying palaeochannels for gold exploration. Analysis of survey data revealed a good correlation between regions of low resistivity and high fractal dimension. On the other hand, a river-borne NanoTEM survey of the River Murray sediments showed much lower correlation. We conclude that analysis of the variability of EM data may provide useful additional constraints on subsurface properties.

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2004-12-01
2026-01-23
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References

  1. Barrett, B.E., 2003, Water-borne geophysics for Murray River salt-load detection: M.Sc. thesis, University of Adelaide.
  2. Everett, M.E., and Weiss, C.J., 2002, Geological noise in near-surface electromagnetic induction data: Geophysical Research Letters 29(1), 1010.
  3. Fardin, N, Stephansson, O., and Jing, L., 2001, The scale dependence of rock joint surface roughness: International Journal of Rock Mechanics and Mining Sciences 38, 659-669.
  4. Maclnnes, S., and Raymond, M., 2001, STEMINV documentation - smooth-model TEM inversion, version 3.00: Zonge Engineering and Research Organisation Inc.
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  • Article Type: Research Article
Keyword(s): electrical geophysics; electromagnetics; fractal dimension; resistivity
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