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Page 1: Migration Deconvolution vs. Least Squares Migration

Migration Deconvolution vs. Least Squares

Migration

Jianhua YuUniversity of Utah

Page 2: Migration Deconvolution vs. Least Squares Migration

OutlineOutline• MotivationMotivation

• MD vs. LSMMD vs. LSM

• Numerical TestsNumerical Tests

• ConclusionsConclusions

Page 3: Migration Deconvolution vs. Least Squares Migration

Migration Noise ProblemsMigration Noise Problems

Migration noise and artifacts

Footprint Amplitude distortion

Page 4: Migration Deconvolution vs. Least Squares Migration

Migration ProblemsMigration Problems

AliasingAliasing

Limited ResolutionLimited Resolution

Page 5: Migration Deconvolution vs. Least Squares Migration

MotivationMotivation

Investigate MD and LSM:

Improving resolution

Suppressing migration noiseComputational cost

Robustness

Page 6: Migration Deconvolution vs. Least Squares Migration

OutlineOutline• MotivationMotivation

• MD vs. LSMMD vs. LSM

• Numerical TestsNumerical Tests

• ConclusionsConclusions

Page 7: Migration Deconvolution vs. Least Squares Migration

m = (m = (L L L L )) L L ddTTTT -1

Least Squares Migration

Reflectivity

Modeling operator

Seismic data

Migration operator

Page 8: Migration Deconvolution vs. Least Squares Migration

TTmm = ( = (L LL L ) m’ ) m’

-1-1

ReflectivityReflectivity

MD deblurring operator

Migration SectionMigration Section

Migration Deconvolution

Page 9: Migration Deconvolution vs. Least Squares Migration

Solutions of MD vs. LSMSolutions of MD vs. LSM

m = (m = (L L L L )) L L ddTTTT -1LSM:

TTmm = ( = (L LL L ) ) mm’’

-1-1 MD:

Migrated image

Data

Page 10: Migration Deconvolution vs. Least Squares Migration

OutlineOutline• MotivationMotivation

• MD vs. LSMMD vs. LSM

• Numerical TestsNumerical Tests

• ConclusionsConclusions

Page 11: Migration Deconvolution vs. Least Squares Migration

Numerical TestsNumerical Tests

• Point Scatterer ModelPoint Scatterer Model

• 2-D SEG/EAGE overthrust model 2-D SEG/EAGE overthrust model poststack MD and LSMpoststack MD and LSM

Page 12: Migration Deconvolution vs. Least Squares Migration

Scatterer Model Kirchhoff MigrationD

epth

(k

m)

1.8

01.00 1.00

Page 13: Migration Deconvolution vs. Least Squares Migration

MD LSM Iter=15D

epth

(k

m)

1.8

01.00 1.00

Page 14: Migration Deconvolution vs. Least Squares Migration

• Point Scatterer ModelPoint Scatterer Model

• 2-D SEG/EAGE Overthrust Model 2-D SEG/EAGE Overthrust Model Poststack MD and LSMPoststack MD and LSM

Numerical TestsNumerical Tests

Page 15: Migration Deconvolution vs. Least Squares Migration

KM

Dep

th (

km

)

4.5

00 7.0

0 7.0

X (km)

X (km)

4.5

0

LSM 10

Page 16: Migration Deconvolution vs. Least Squares Migration

KM

Dep

th (

km

)

4.5

00 7.0

0 7.0

X (km)

X (km)

4.5

0

LSM 15

Page 17: Migration Deconvolution vs. Least Squares Migration

KM

Dep

th (

km

)

4.5

00 7.0

0 7.0

X (km)

X (km)

4.5

0

MD

Page 18: Migration Deconvolution vs. Least Squares Migration

Dep

th (

km

)

4.5

00 7.0

0 7.0

X (km)

X (km)

4.5

0

MD

LSM 15

Page 19: Migration Deconvolution vs. Least Squares Migration

LSM 15

MD

KM2

3.5

Dep

th (

km

)

LSM 192

3.5

Dep

th (

km

)Zoom View

Page 20: Migration Deconvolution vs. Least Squares Migration

Dep

th (

km

)

4.5

00 7.0

Why does MD perform better than LSM ?

4.5 MD

LSM 19

0

X (km)

Page 21: Migration Deconvolution vs. Least Squares Migration

OutlineOutline• MotivationMotivation

• MD vs. LSMMD vs. LSM

• Numerical TestsNumerical Tests

• ConclusionsConclusions

Page 22: Migration Deconvolution vs. Least Squares Migration

ConclusionsConclusions

Efficiency MD >> LSM

FunctionFunction PerformancPerformanceeResolutionResolution MD = LSMMD = LSM

.

Suppressing noise MD > LSM

Robustness MD < LSM

Page 23: Migration Deconvolution vs. Least Squares Migration

AcknowledgmentsAcknowledgments

• Thanks to 2001 UTAM sponsors Thanks to 2001 UTAM sponsors for their financial supportfor their financial support