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Figure a shows the estimated primaries when the 312#312-norm
is used to compute the shaping filters. Figure b displays
the estimated internal multiples. As expected, because of the amplitude
differences between the signal (primaries) and the noise (multiples), the
adaptive subtraction fails and we retrieve the behavior explained in the preceding
section with the 1D example. Now, in Figure , we see the
beneficial effects of the 1#1-norm. Figure a shows
the estimated primaries and Figure b the estimated
multiples. The noise subtracted almost perfectly matches the
internal multiple model in Figure b, as anticipated.
interl2
Figure 8 (a) The estimated primaries
with the 312#312-norm. (b) The estimated internal multiples with the
312#312-norm. Ideally, (b) should look like Figure b,
but it does not.
interl1
Figure 9 (a) The estimated primaries
with the 1#1-norm. (b) The estimated internal multiples with the
1#1-norm. Beside some edge-effects, (b) resembles
closely Figure b. The adaptive subtraction worked
very well.
Next: Poststack land data multiple
Up: Attenuation of internal multiples
Previous: Adaptive filtering with non-stationary
Stanford Exploration Project
6/7/2002