1887
Volume 31, Issue 3
  • ISSN: 0812-3985
  • E-ISSN: 1834-7533

Abstract

New generation galvanic array tools can provide high-resolution resistivity logging data in conductive borehole environments. Fast and accurate interpretation of these array data is required for timely decisions on well completions. Due to the high nonlinearity between the galvanic data and the earth formation, inversion is necessary in interpreting resistivity logging data. A typical array tool data set, however, consists of several tens of measurements at each logging depth, acquired at a dense sampling of 4 cm. Such a large amount of data makes traditional inversion-based interpretation very slow and thus it is impossible to deliver the results to customers at the well site.

In this paper, we develop a quasi-2D wellsite deliverable inversion algorithm that utilises trained back-propagation (BP) neural networks as forward modelling engines. We first reduce the 2D data into quasi-1D data via numerical focusing. We further simplify the quasi-1D data by performing borehole correction. The numerically focused and borehole effect corrected data are then inverted to provide information about the 2D resistivity structure. Synthetic tool responses are first generated over a set of cylindrically 1D earth models covering a large range of resistivity contrasts and invasion lengths. The earth model parameters are input to the neural network as the stimuli while the associated responses are used as the desired neural network output. The neural network is then trained to model the tool response. After validation, the trained neural network is applied in an inversion algorithm as a forward modelling engine that combines the computation of the potentials and numerical focusing into a single step and allows the inversion to be performed at real time. We tested our inversion algorithm on both synthetic and field data. The numerical examples show that this fast inverse algorithm is a useful tool in providing information about the formation resistivity at wellsite.

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/content/journals/10.1071/EG00503
2000-06-01
2026-01-16
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References

  1. Baldwin, J.L., Bateman, R.M., and Wheatley, C.L., 1990, Application of a Neural Network to the Problem of Mineral identification from well logs: The log analyst, September-October, 279-293.
  2. Hakvoort, R.G., Fabris, A., Frenkel, M.A., Koelman, J.M.V.A., and Loermans, A.M., 1998, Field measurements and inversion results of the High-Definition Lateral Log: Paper C, SPWLA 39th Ann. Log. Symp., Keystone, CO.
  3. Manning, M., Frenkel, M.A., Fabris, A., and Zhou, Z., 1998, Synthetically focused resistivity: Baker Atlas internal report.
  4. Masters, T., 1993, Practical neural network recipes in C++: Academic press.
  5. McGillivray, P.R. and Oldenburg, D.W., 1990, Methods for calculating Frechet derivatives and sensitivities for the non-linear inverse problem: Geophys. Prospect., 38, 499–524.
  6. Poulton. M.M., Sternberg, B. K., and Glass, C.E., 1992, Location of subsurface targets in geophysical data using neural networks: Geophysics, 57, 1534–1544.
  7. Swiniarski, R.W., Hidalgo, H., and Gomez-Trevino, E., 1993, Neural network applied in the geophysical inversion problem: Proc. SPIE Ground Sensing, 151–158.
  8. Western Atlas, 1985, Log interpretation charts.
  9. Witte, L. de and Gould, R.W., 1959, Potential distribution due to a cylindrical electrode mounted on an insulating probe: Geophysics, 24, 566–579.
  10. Zhang L., Poulton, M.M., Zhang, Z., Mezzatesta, A., and Srinivasa C., 1999, Fast forward modeling simulation of resistivity well logs using neural networks: Expanded abstract of the 69th SEG annual meeting, 124–127.
  11. Zhang Z., Jervis, M.A., Chunduru, R.K., and Mezzatesta, M.G., 1999, Reconstruction of resistivity structure from 2-D inversions of resistivity logging data using equality and inequality constraints: Expanded abstract of the 69thSEG annual meeting, 128–131.
/content/journals/10.1071/EG00503
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  • Article Type: Research Article
Keyword(s): borehole; inversion; Neural network; nonlinear; resistivity logging

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