Exploration Geophysics - Volume 26, Issue 1, 1995
Volume 26, Issue 1, 1995
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The Global Positioning System (GPS) and its use in Geophysical Exploration
More LessAuthors W. E. FeatherstoneThe Global Positioning System (GPS) is a satellite-based positioning and navigation system that offers 24-hour, worldwide, three-dimensional positioning. Single point GPS positioning yields coordinates accurate to +/-100m, which are adequate for large-scale, low-accuracy applications. To achieve higher accuracy positioning, relative or differential GPS (D.GPS) is employed, which uses two or more GPS receivers simultaneously. Most geophysical exploration methods must be positioned using this approach, especially those that require subsequent data reduction or processing. The currently available GPS methodologies, their accuracy and suitability for positioning during geophysical exploration, are summarised. Finally, in order to integrate GPS-positioned data with existing data, coordinate transformations are necessary.
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A Review of the τ-p Transform, its Implementation and its Applications in Seismic Processing
More LessAuthors Jarrod Dunne and Greg BeresfordThe τ-p transform is a useful processing tool because it provides an increased separation between different seismic wave phenomena. Given that there is minimal deterioration of the data due to transform artefacts, a simplified interpretation of field records and better noise suppression can be obtained in the τ-p domain. Successful use of a τ-p processing application involves selecting a transform implementation and suppressing artefacts as appropriate to the problem at hand. In some cases, the transformation objective is to construct a plane-wave decomposition of the field record so that interpretation, deconvolution, inversion and/or stacking can be performed in the τ-p domain. Alternatively, the τ-p transform and its inverse can operate as a velocity filter to suppress strong coherent noise such as multiples, refractions and mode converted events. However, τ-p applications may not prove advantageous for coarsely sampled field records or for datasets that tend to produce persistent transform artefacts.
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Detailed Elastic Modelling to Characterise Noise Contributions to Seismic Data from the Gippsland Basin
More LessAuthors Jarrod Dunne, Greg Beresford and Brian KennettStrong noise contributions currently prevent adequate definition of deep exploration targets in marine seismic data from the Gippsland Basin. We computed an elastic synthetic seismogram (Kennett, 1979, 1980) from a highly detailed depth model to match the raw field records with considerable accuracy. As part of a sensitivity analysis, we computed additional synthetics to gauge the effects of poorly known parts of the depth model upon the elastic synthetic. These synthetics also helped us to identify noise events in the field records. Subsequent processing of the synthetics led to the identification of persistent noise contributions to stacked data from the Gippsland Basin.
Noise contributions in the target zone consist of "shear reflections" resulting from strong mode conversion occurring at the Miocene channels and the Latrobe Group coal/shale sequence. These formations then reconvert the S-waves to P-waves so that they are recorded by the hydrophones. The timing and curvature of the shear reflections is such that they strongly interfere with primary reflections in the target zone stack response. At greater depths, the stack response is dominated by long-period multiples associated with the coal sequence, the Miocene channels, the hard sea floor and the sea surface. Lateral variation of these noise interferences is due to structural variation in the Miocene channels and the lower part of the coal sequence. Strong interbed multiples (including mode converted peglegs) are generated in the coal sequence and constitute a second type of noise interference by preventing direct interpretation of the target zone primary reflections.
Our elastic synthetics also characterised shear refractions in the field data using a compactional trend to derive the shallow depth model. The modelled shear refractions were highly sensitive to the shallow shear velocity profile and this makes them an important elastic modelling constraint. Further variation of the shear velocity model also revealed the insensitivity of stacked elastic synthetics to our 'artificial Vs log’ based on approximate formation a values. The amplitude and timing of prominent reflections barely changed as we adjusted their formation a values.
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