Processing
This section provides an overview of the data quality control measures and inversions completed on the Mt. Isa data sets. The DC data is first discussed. The conductivity from those inversions are then used for IP inversions.
DCR Data
The ultimate goal is to generate a 3D subsurface conductivity model. However, we first carry out 2D inversions. The three main reasons for this are:
Data were collected in a 2D geometry, that is, the transmitter and receiver electrodes are along one line.
The geology is principally 2D so the inversion results will provide an approximate result and/or maybe a starting model for a subsequent 3D inversion.
2D inversions are quick to perform and can reveal possible issues with data (e.g., bad data points, incorrect normalizations, etc.)
Data Quality Control
As presented in the previous section, the MIMDAS system collects simultaneously a pole-dipole (P-DP) and a dipole-pole (DP-P) data configuration. Accordingly, the P-DP and DP-P data were inverted separately in 2D. The uncertainties are assigned as 5% of the data amplitude with a minimum floor value of 0.02 mV. The data were inverted and no noticeably bad data points were obvious in the data misfit maps. This also means that data were correctly normalized so they corresponded to a unit amplitude current in the transmitter. The figure below shows the observed and predicted data and recovered models for both configurations and for each of the ten 2D lines. There are some regions where there are significant differences in the conductivities obtained from the P-DP and DP-P configurations. Some of this might be attributable to the fact that the two surveys illuminate buried conductors quite differently due to current channeling. Overall, however the inversion results have the same general distribution of conductivity and there doesn not appear to be major issues with normalizations or bad electrodes.
As a final step of data quality control, the P-DP and DP-P configurations are merged (Fig. 450) and re-inverted in 2D to attempt to recover a single distribution of conductivity. In preparation for the 3D inversion, the individual 2D models are transferred onto a 3D mesh shown in Fig. 451. Since each 2D model is the result of an independent inversion, small-scale discrepancies are to be expected. We note, however, several features are recovered on all 10 lines, supporting the idea of a strongly north-south oriented “2D” earth. The two main anomalies consistent throughout the inversions are:
A resistive domain on the western edge of the survey, marked by a steeply dipping contact near location 11,300 m, which may correspond to the Surprise Creek Formation
A narrow, steeply dipping conductor near 12,300 m, adjacent to a more resistive unit, possibly the conductive Breakaway Shale within a resistive Native Bee Siltstone.
Consistent 2D inversions in good agreement with the known geology increases our confidence in the data.
3D Inversion
In preparation for the 3D inversion of the DCR data, locations were geo-referenced in planimetry to the local grid (Fig. 452). The vertical position of the electrodes were re-assigned based on a global DEM provided by Geoscience Australia to minimize topographic effects. A model mesh was constructed to discretize the subsurface into 25 x 50 x 15 m blocks. In total, 3678 P-DP and DP-P observations were inverted. Additional smoothing in the N-S orientation was applied in order to compensate for the 500-m line spacing. The initial inversion had 21 data outside a normalized misfit of 3, meaning that those predicted data were more than three times their uncertainties away from the observed data. They were removed and the data set was re-inverted.
The 3D model can be viewed through the animation video that slices vertically and then horizontally through the model. The main feature is the large steeply conductor on the eastern side. The final portion of the animation shows the conductivity as an iso-surface, using a threshold that progressively increases in magnitude. The final image shows only cells that have a conductivity greater than 1 S/m. There is a moderate conductivity feature to the west of the large conductor as well as a smaller conductor near the south-east corner. These are illustrated in the single image presented in Fig. 453. Overall, the 3D inversion confirms that the geology over the Cluny region is mostly 2D, with alternating regions of high and low conductivity trending north-south indicating a steeply dipping geology.
Animation of the recovered 3-D conductivity model.
IP Data
Our goal here is to generate a 3D subsurface chargeability model. 2D inversions are carried out for quality control purposes and to provide a first pass interpretation. The conductivity obtained from the 2D inversions above are used to generate sensitivities for the 2D IP inversions presented in the previous section.
Data Quality Control
As presented in the previous section, the MIMDAS system collects simultaneously a pole-dipole (P-DP) and a dipole-pole (DP-P) data configuration. Accordingly, the P-DP and DP-P data were inverted separately in 2D. As in the paper by Rutley et al, the uncertainties were assigned as 5% of the data amplitude with a minimum floor value of 2ms. The data are inverted, but the inversions struggled to reproduce the data and did not have any coherent model structure. The desired data misfit was increased by a factor of two. The data were re-inverted and the figure below shows the observed, predicted, and recovered models for both configurations and for each of the ten 2D lines. The increase of the desired misfit allowed more model regularization to produce a smoothly varying model with both the P-DP and DP-P configurations agreeing on the general distribution of chargeabilities.
As a final step of data quality control, the P-DP and DP-P configurations are re-merged and re-inverted in 2D to attempt to recover a single subsurface distribution of chargeability. In preparation for the 3D inversion, the individual 2D models are transferred onto a 3D mesh shown in Fig. 454. Since each 2D model is the result of an independent inversion, small-scale discrepancies are to be expected. We note, however, the sections vary smoothly from line to line.
3D Inversion
In preparation for the 3D inversion of the IP data, locations were geo- referenced in planimetry to the local grid (Fig. 452). The vertical position of the electrodes were re-assigned based on a global DEM provided by Geoscience Australia to minimize topographic effects. The model mesh constructed for the 3D DCR inversion was used as well as the 3D recovered conductivity model. In total, 3243 P-DP and DP-P observations were inverted. Additional smoothing in the N-S orientation was applied in order to compensate for the 500-m line spacing. The desired data misfit was set to two times the number of data as with the 2D inversions. The 3D model can be viewed through the animation video that slices vertically and then horizontally through the model. The final portion of the animation shows the chargeability as an iso- surface, using a threshold that progressively increases in magnitude. The final image shows only cells that have a chargeability greater than 50 msec. Sections through the recovered 3D chargeability model are presented in Fig. 455. Overall, the IP inversion shows a complex region of north-south trending chargeability in center of the volume but the linear chargeability feature that coincides with the region of moderate conductivity is of most interest.
Animation of the recovered 3-D chargeability model.