Migration Deconvolution vs. Least Squares Migration

Post on 15-Jan-2016

49 views 0 download

Tags:

description

Migration Deconvolution vs. Least Squares Migration. Jianhua Yu University of Utah. Outline. Motivation MD vs. LSM Numerical Tests Conclusions. Amplitude distortion. Footprint. Migration noise and artifacts. Migration Noise Problems. Limited Resolution. Migration Problems. Aliasing. - PowerPoint PPT Presentation

Transcript of Migration Deconvolution vs. Least Squares Migration

Migration Deconvolution vs. Least Squares

Migration

Jianhua YuUniversity of Utah

OutlineOutline• MotivationMotivation

• MD vs. LSMMD vs. LSM

• Numerical TestsNumerical Tests

• ConclusionsConclusions

Migration Noise ProblemsMigration Noise Problems

Migration noise and artifacts

Footprint Amplitude distortion

Migration ProblemsMigration Problems

AliasingAliasing

Limited ResolutionLimited Resolution

MotivationMotivation

Investigate MD and LSM:

Improving resolution

Suppressing migration noiseComputational cost

Robustness

OutlineOutline• MotivationMotivation

• MD vs. LSMMD vs. LSM

• Numerical TestsNumerical Tests

• ConclusionsConclusions

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

Least Squares Migration

Reflectivity

Modeling operator

Seismic data

Migration operator

TTmm = ( = (L LL L ) m’ ) m’

-1-1

ReflectivityReflectivity

MD deblurring operator

Migration SectionMigration Section

Migration Deconvolution

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

OutlineOutline• MotivationMotivation

• MD vs. LSMMD vs. LSM

• Numerical TestsNumerical Tests

• ConclusionsConclusions

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

Scatterer Model Kirchhoff MigrationD

epth

(k

m)

1.8

01.00 1.00

MD LSM Iter=15D

epth

(k

m)

1.8

01.00 1.00

• 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

KM

Dep

th (

km

)

4.5

00 7.0

0 7.0

X (km)

X (km)

4.5

0

LSM 10

KM

Dep

th (

km

)

4.5

00 7.0

0 7.0

X (km)

X (km)

4.5

0

LSM 15

KM

Dep

th (

km

)

4.5

00 7.0

0 7.0

X (km)

X (km)

4.5

0

MD

Dep

th (

km

)

4.5

00 7.0

0 7.0

X (km)

X (km)

4.5

0

MD

LSM 15

LSM 15

MD

KM2

3.5

Dep

th (

km

)

LSM 192

3.5

Dep

th (

km

)Zoom View

Dep

th (

km

)

4.5

00 7.0

Why does MD perform better than LSM ?

4.5 MD

LSM 19

0

X (km)

OutlineOutline• MotivationMotivation

• MD vs. LSMMD vs. LSM

• Numerical TestsNumerical Tests

• ConclusionsConclusions

ConclusionsConclusions

Efficiency MD >> LSM

FunctionFunction PerformancPerformanceeResolutionResolution MD = LSMMD = LSM

.

Suppressing noise MD > LSM

Robustness MD < LSM

AcknowledgmentsAcknowledgments

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