3D OBS->OBS Interferometry

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3D OBS->OBS 3D OBS->OBS Interferometry Interferometry Sherif Hanafy Sherif Hanafy February 2009 February 2009

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3D OBS->OBS Interferometry. Sherif Hanafy February 2009. Outline. Problem: Missing and sparse traces Theory: Interferometric interpolation and extrapolation Numerical results: SEG/EAGE model Conclusions and future work. Outline. Problem: Missing and sparse traces - PowerPoint PPT Presentation

Transcript of 3D OBS->OBS Interferometry

Page 1: 3D OBS->OBS Interferometry

3D OBS->OBS Interferometry3D OBS->OBS Interferometry

Sherif HanafySherif Hanafy

February 2009February 2009

Page 2: 3D OBS->OBS Interferometry

Outline

• Problem: Missing and sparse traces

• Theory: Interferometric interpolation and extrapolation

• Numerical results: – SEG/EAGE model

• Conclusions and future work

Page 3: 3D OBS->OBS Interferometry

Outline

• Problem: Missing and sparse traces

• Theory: Interferometric interpolation and extrapolation

• Numerical results: – SEG/EAGE model

• Conclusions and future work

Page 4: 3D OBS->OBS Interferometry

Problem

In marine surveys, receiver interval could be large (especially in cross line direction)

Solution: Use interferometric interpolation

Water

Water

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Outline

• Problem: Missing and sparse traces

• Theory: Interferometric interpolation and extrapolation

• Numerical results: – SEG/EAGE model

• Conclusions and future work

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Theory

G(x|A)Natural Green’s

function

SSP

Sea bed

Reflectors

Ocean Surface

xBA

G(x|B)Model based data

SSP

Sea bed

Ocean Surface

xBA

Virtual source

G(B|A)Interpolated data

SSP

Sea bed

Reflectors

Ocean Surface

xBA

Virtual receiver

SSP

o

S

SSP

o

SSPSSP

BAGdxBxGAxGikABGS

*2* )|( )|( )|( 2 )|(

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WorkflowInput Field Data

Water Layer Thickness

Generate GF for Water Multiples

Interpolate/Extrapolate Missing Data

Max. Itr (MF)

Get Virtual CSG

Max Iter Intr/Extr

Final CSGN

Matching Filter

N

YY

Tim

e (s

)T

ime

(s)

00

3.03.0X (km)X (km)00 4.54.5

Sea bed

Ocean Surface

x

Tim

e (s

)T

ime

(s)

00

3.03.0X (km)X (km)00 4.54.5

Tim

e (s

)T

ime

(s)

00

3.03.0X (km)X (km)00 4.54.5

Input Data

Unfiltered Virtual

Filtered Virtual

G(x|B)

G(B|A)

G(x|A)

SSP

o

S

SSP

o

SSPSSP

BAGdxBxGAxGikABGS

*2* )|( )|( )|( 2 )|(

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Outline

• Problem: Missing and sparse traces

• Theory: Interferometric interpolation and extrapolation

• Numerical results: – SEG/EAGE model

• Conclusions and future work

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SEG/EAGE Velocity Model

Velocity (m/s)1500 4500

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Acquisition Parameters

• Input– 8 Streamers

– Crossline offset is 30 m

– Inline offset is 12 m

– 170 receivers/streamer

– Total number of receivers 1360

• Goal– 22 Streamers

– Crossline offset is 10 m

– Inline offset is 4 m

– 508 receivers/streamer

– Total number of receivers 11176

Sparse geometry Dense geometry

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Scale

2 km0

21

0

8

Tim

e (s

)

Streamer21

SEG/EAGE Model – Input Data

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Scale

2 km0

212’1’

0

8

Tim

e (s

)

Streamer21 2’1’

SEG/EAGE Model – Virtual Data

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Scale

2 km0

SEG/EAGE Model – Real Data

0

8

Tim

e (s

)

Streamer41 32

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Outline

• Problem: Missing and sparse traces

• Theory: Interferometric interpolation and extrapolation

• Numerical results: – SEG/EAGE model

• Conclusions and future work

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Conclusions

• 3D marine SSP data can be interpolated with interferometry.

• Proposed approach is successfully tested on a synthetic model.

• Number of receivers can be increased 8 to 10 times by interferometry.

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Future Work

• Extrapolation of the data

• Test on field data, we need field data to complete this part

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Acknowledgement

We would like to thank the UTAM 2008 sponsors for their support.

Thank You