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[email protected] .edu Multiple attenuation in the image space Paul Sava & Antoine Guitton Stanford University SEP

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Page 1: Paul@sep.stanford.edu Multiple attenuation in the image space Paul Sava & Antoine Guitton Stanford University SEP

[email protected]

Multiple attenuation in the image space

Paul Sava & Antoine GuittonStanford University

SEP

Page 2: Paul@sep.stanford.edu Multiple attenuation in the image space Paul Sava & Antoine Guitton Stanford University SEP

[email protected]

Goal

• Method feasible in 3-D• Less expensive• Dense data requirement

• Exploit the data/imaging mismatch• Data: two-way propagation• Migration: one-way extrapolation

Page 3: Paul@sep.stanford.edu Multiple attenuation in the image space Paul Sava & Antoine Guitton Stanford University SEP

[email protected]

Key technology

• Migration by wavefield extrapolation (WEM)

• Angle-domain common-image gathers

• High resolution Radon Transforms

Page 4: Paul@sep.stanford.edu Multiple attenuation in the image space Paul Sava & Antoine Guitton Stanford University SEP

[email protected]

The big picture

WE prediction

S/N separation

S/N separation

Data

RT & Mute

Image

Data

NMO

RT & Mute

WE migration & ADCIG

Image

Page 5: Paul@sep.stanford.edu Multiple attenuation in the image space Paul Sava & Antoine Guitton Stanford University SEP

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Multiple attenuation by RTs

– Moveout analysis• NMO

– Moveout analysis• WE migration

– S/N separation• RT + Mute

– S/N separation• RT + Mute

Page 6: Paul@sep.stanford.edu Multiple attenuation in the image space Paul Sava & Antoine Guitton Stanford University SEP

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3-D depth imaging

• WE migration– Multi-arrival

• Angle-gathers– Single-valued

• Kirchhoff migration– Single-arrival

• Offset-gathers– Multi-valued

Biondi et al. (2003)Stolk & Symes (2002)

z

x

y

Page 7: Paul@sep.stanford.edu Multiple attenuation in the image space Paul Sava & Antoine Guitton Stanford University SEP

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Synthetic example: data vs. image

CMP CIG

Page 8: Paul@sep.stanford.edu Multiple attenuation in the image space Paul Sava & Antoine Guitton Stanford University SEP

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Which Radon transform?

2tan g

gqqz , Generic Radon Transform

2 gParabolic

Biondi & Symes (2003)

Tangent

q

g()

z

Page 9: Paul@sep.stanford.edu Multiple attenuation in the image space Paul Sava & Antoine Guitton Stanford University SEP

[email protected]

Synthetic example: RTs

TangentParabolic

2tan g 2 g

Page 10: Paul@sep.stanford.edu Multiple attenuation in the image space Paul Sava & Antoine Guitton Stanford University SEP

[email protected]

Synthetic example: S/N separation

primaries &multiples

primariesmultiplesART + muteART

Page 11: Paul@sep.stanford.edu Multiple attenuation in the image space Paul Sava & Antoine Guitton Stanford University SEP

[email protected]

BP synthetic example

Page 12: Paul@sep.stanford.edu Multiple attenuation in the image space Paul Sava & Antoine Guitton Stanford University SEP

[email protected]

primaries &multiples

primariesmultiplesART

BP synthetic example

Page 13: Paul@sep.stanford.edu Multiple attenuation in the image space Paul Sava & Antoine Guitton Stanford University SEP

[email protected]

primaries &multiples

primariesmultiples

BP synthetic example: stacks

Page 14: Paul@sep.stanford.edu Multiple attenuation in the image space Paul Sava & Antoine Guitton Stanford University SEP

[email protected]

GOM example

Page 15: Paul@sep.stanford.edu Multiple attenuation in the image space Paul Sava & Antoine Guitton Stanford University SEP

[email protected]

primaries &multiples

primariesmultiplesART + muteART

GOM example: CIG 1

Page 16: Paul@sep.stanford.edu Multiple attenuation in the image space Paul Sava & Antoine Guitton Stanford University SEP

[email protected]

GOM example

Page 17: Paul@sep.stanford.edu Multiple attenuation in the image space Paul Sava & Antoine Guitton Stanford University SEP

[email protected]

primaries &multiples

primariesmultiplesART + muteART

GOM example: CIG 2

Page 18: Paul@sep.stanford.edu Multiple attenuation in the image space Paul Sava & Antoine Guitton Stanford University SEP

[email protected]

GOM example

Page 19: Paul@sep.stanford.edu Multiple attenuation in the image space Paul Sava & Antoine Guitton Stanford University SEP

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GOM example: zoom 1

primaries & multiples

Page 20: Paul@sep.stanford.edu Multiple attenuation in the image space Paul Sava & Antoine Guitton Stanford University SEP

[email protected]

GOM example: zoom 1

primaries

Page 21: Paul@sep.stanford.edu Multiple attenuation in the image space Paul Sava & Antoine Guitton Stanford University SEP

[email protected]

GOM example: zoom 1

primaries & multiples

Page 22: Paul@sep.stanford.edu Multiple attenuation in the image space Paul Sava & Antoine Guitton Stanford University SEP

[email protected]

GOM example: zoom 1

multiples

Page 23: Paul@sep.stanford.edu Multiple attenuation in the image space Paul Sava & Antoine Guitton Stanford University SEP

[email protected]

GOM example

Page 24: Paul@sep.stanford.edu Multiple attenuation in the image space Paul Sava & Antoine Guitton Stanford University SEP

[email protected]

GOM example: zoom 2

primaries & multiples

Page 25: Paul@sep.stanford.edu Multiple attenuation in the image space Paul Sava & Antoine Guitton Stanford University SEP

[email protected]

GOM example: zoom 2

primaries

Page 26: Paul@sep.stanford.edu Multiple attenuation in the image space Paul Sava & Antoine Guitton Stanford University SEP

[email protected]

GOM example: zoom 2

primaries & multiples

Page 27: Paul@sep.stanford.edu Multiple attenuation in the image space Paul Sava & Antoine Guitton Stanford University SEP

[email protected]

GOM example: zoom 2

multiples

Page 28: Paul@sep.stanford.edu Multiple attenuation in the image space Paul Sava & Antoine Guitton Stanford University SEP

[email protected]

RT comparison

Image space RT Data space RT

Page 29: Paul@sep.stanford.edu Multiple attenuation in the image space Paul Sava & Antoine Guitton Stanford University SEP

[email protected]

Discussion

• PROs

– Cheap & robust– 3-D– Simple primaries

– Migration artifacts

• CONs

– Velocity model?

– Moveout function?– Interactive mute

– Inner angles– RT artifacts

Page 30: Paul@sep.stanford.edu Multiple attenuation in the image space Paul Sava & Antoine Guitton Stanford University SEP

[email protected]

Summary

WE prediction

S/N separation

S/N separation

Data

RT & Mute

Image

Data

NMO

RT & Mute

WE migration & ADCIG

Image

Page 31: Paul@sep.stanford.edu Multiple attenuation in the image space Paul Sava & Antoine Guitton Stanford University SEP

[email protected]

Summary

• Multiple attenuation after migration• WE migration• Angle gathers

• Cost/accuracy• Complex propagation• Cheap separation

• RT limitations • filtering approach