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- Canales, L. L., 1984, Random noise reduction: 54th Annual Internat. Mtg., Soc. Expl. Geophys., Expanded Abstracts, Session: S10.1.
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- Chase, M. K., 1992, Random noise reduction by 3-D spatial prediction filtering: 62nd Annual Internat. Mtg., Soc. Expl. Geophys., Expanded Abstracts, Session: SP3.4.
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yplanesld
Figure 4
A comparison of smearing on with one- and two-pass t-x prediction.
The top cube is the input,
the middle cube is the result of a one-pass three-dimensional t-x prediction,
and the bottom cube is the result of two passes of one-dimensional
t-x prediction in the inline and crossline directions.
The one-pass result shows no smearing of the fault; the two-pass result
shows a smeared fault image.
Arcoorig
Figure 5
The input to the t-x and f-x predictions.
A significant amount of noise is seen here.
Arcofx2d
Figure 6
The result of two passes of two-dimensional f-x prediction processing.
While this result is an improvement over the input, some of the details
is seen to be lost when compared to the three-dimensional f-x prediction.
Arcofx3d
Figure 7
The result of three-dimensional f-x prediction processing.
This result preserves the details lost in the two-dimensional f-x prediction.
Arcotx2d
Figure 8
The result of two passes of two-dimensional t-x prediction processing.
While this result is an improvement over the input, some of the details
is seen to be lost when compared to the three-dimensional t-x prediction.
More noise has been attenuated than with the two-dimensional f-x prediction.
Arcotx3d
Figure 9
The result of three-dimensional t-x prediction processing.
This result preserves the details lost in the two-dimensional t-x prediction.
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Stanford Exploration Project
11/16/1997