Abstract
In most mature hydrocarbon provinces it is estimated that 40 per cent of the oil is found in stratigraphic traps, which are often very difficult to identify on seismic data directly. I suggest that the difficulty is caused by three related problems; deconvolution, multiple removal - especially in marine data and well ties. Each of these problems demands accurate knowledge of the wavelet for its solution. Flaws in the current approach to the problem of wavelet estimation are discussed briefly.
Since seismic waves are causal, the peak energy in the reflected signal arrives later than the reflection time. To identify the event correctly from well logs, it is convenient to process the data to zero-phase, for then the peak in the wavelet occurs at the reflection time. This correction to zero phase can be made only if the wavelet is known.
A related problem is to ensure that the wavelet remains constant across the seismic section. If the shot-to-shot variations in the wavelet are known and removed in processing by wavelet deconvolution, all lateral variations in the seismic data can be attributed to the earth. This process requires the wavelet to be known. If the data have also been processed such that most of the multiple energy has been removed, the reflections are essentially primaries only. With accurate well ties, made using the known zero-phase wavelet, individual stratigraphic units can be identified and followed laterally, and stratigraphic traps can be identified.
The goal is to determine the wavelet independent of the well logs, for then we may check our method using the wells. The synthetic seismogram, calculated using this known wavelet and the logs, should match the seismic data without any time-shifting or frequency-dependent phase shifting. If this can be done on a regular basis, the method can be relied upon to reveal the stratigraphy away from well control.
The first step in achieving this goal is to measure the source signature. Published methods for marine sources, dynamite, and Vibroseis are presented using examples from real data. Normally the source signature is not measured. However, existing data can be calibrated, and the source signature determined, by resurveying part of the existing survey, only this time measuring the source signature. The wavelet can then be computed from the source signature by including source and receiver ghosts and a filter to account for absorption. As a first step in processing, this wavelet should be compressed, by wavelet deconvolution, to a shorter signal with approximately the same amplitude spectrum, only smoother. The second step is to remove the multiples.
The principal source of multiple energy is the free surface of the earth. If the free surface were absent, the upgoing waves would not be reflected back down again. A wave theoretical method now exists to remove all the effects of the free surface in marine seismic data. It requires the source signature to be known. The method is illustrated with an example from real data.
Since the wavelet must be known throughout the processing sequence, no processes should be applied to the data that apply unpredictable changes to the wavelet, such as short gap predictive deconvolution. If seismic data processing has succeeded in achieving an accurately migrated section of primary reflections, a good tie can be expected with a synthetic seismogram calculated simply by convolving the wavelet with the reflectivity. Equally, the raw shot records at the well should match the offset-dependent synthetic seismogram calculated with the known source signature and the earth layer parameters known from the well logs. This is a much more rigorous test of the whole process and is illustrated with an example.
These methods can be applied to the deliberate search for stratigraphic traps. However, the interpretation of the geophysical data can proceed only if there is already in place a rigorous stratigraphic framework within which to work. An example from the Jurassic of the North Sea is used to illustrate this.
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