vsp multiple interferometry
DESCRIPTION
B. A. B. B. A. A. x. x. x. VSP Multiple Interferometry. 3x3 Classification Matrix. SSP. VSP. SWP. SSP. SSP. SSP. SSP. VSP. SSP. SWP. VSP. VSP. SSP. VSP. VSP. VSP. SWP. SSP. SWP. SWP. SWP. VSP. SWP. SWP. Interferometry Summary. G( A | x )*. G( B | x ). - PowerPoint PPT PresentationTRANSCRIPT
3x3 Classification Matrix3x3 Classification Matrix
SSPSSP VSPVSP SWPSWP
VSPVSP
SSPSSP
SWPSWP
SSPSSP SSPSSP SSPSSP SSPSSPVSPVSP SWPSWP
VSPVSP VSPVSP VSPVSP
SWPSWP SWPSWP SWPSWP
VSPVSP
SWPSWP
SWPSWP
VSPVSP
SSPSSP
SSPSSP
Interferometry SummaryInterferometry Summary
x
= G(= G(AA||BB)) G(G(AA||xx)*)* G(G(BB||xx))
BBAA
xx
BBAA
xx
BBAA
xx
kk
Key Point #2: Every Bounce Pt on Surface Acts a New Key Point #2: Every Bounce Pt on Surface Acts a New Virtual SourceVirtual Source
Key Point #1: Common Raypath CancelsKey Point #1: Common Raypath Cancels
Key Point #3: Summation over Sources Picks out Specular ContributionKey Point #3: Summation over Sources Picks out Specular Contribution
Key Point #4: Kills Source Statics and no need to know src location or excitation timeKey Point #4: Kills Source Statics and no need to know src location or excitation time
Key Point #5: Huge increase in Illumination AreaKey Point #5: Huge increase in Illumination Area
Correlation RedatumingCorrelation RedatumingVSP ->SSPVSP ->SSP
x
= G(= G(AA||BB)) G(G(AA||xx)*)* G(G(BB||xx))
Standard VSP PrimaryStandard VSP Primary VSP -> SSPVSP -> SSP
kk
AA
xx
Reciprocity Correlation EquationReciprocity Correlation Equation
BB
Given: VSP data G(Given: VSP data G(AA|x)|x)
Find: SSP data G(Find: SSP data G(AA||BB))
AA
xx
Reciprocity Correlation EquationReciprocity Correlation Equation
BB
SS oooo
SS oo
SS wellwell
Given: VSP data G(Given: VSP data G(AA|x)|x)
Find: SSP data G(Find: SSP data G(AA||BB))
AA
xx
Reciprocity Correlation EquationReciprocity Correlation Equation
BB
{ }{ }G(A|x)G(B|x) G(B|x) - G(A|x) d x
2= G(A|B) - G(B|A)n** ** **
S + S + SS + S + Swellwell oooooo
SS oooo
SS oo
SS wellwell
Given: VSP data G(Given: VSP data G(AA|x)|x)
Find: SSP data G(Find: SSP data G(AA||BB))
x
= Im[G(= Im[G(AA||BB)])] G(G(AA||xx)*)* G(G(BB||xx))kk
Reciprocity Correlation EquationReciprocity Correlation Equation
Given: VSP data G(Given: VSP data G(AA|x)|x)
Find: SSP data G(Find: SSP data G(AA||BB))
x
= Im[G(= Im[G(AA||BB)])] G(G(AA||xx)*)* G(G(BB||xx))kk
AA
xx
BBAA
xx
BB AA
xx
BB
G(G(A|A|xx)) G(G(BB||xx))** G(G(BB|A|A))
VSP => SSPVSP => SSP
ExamplesExamples
1. 2D Synthetic VSP Data1. 2D Synthetic VSP Data
2. 2D Field VSP Data2. 2D Field VSP Data
3. 3D VSP Data3. 3D VSP Data
Well
2
0D
epth
(k
m)
0 3X (km)
Receiver interval: 10 m
Receiver depth range: 0.1 -1 km
Receiver number: 91
Sample interval: 1 ms
Recording length: 3 s
Well location: (1.5 km, 0 km)
Source interval: 10 m
Source number: 256
Acquisition Parameters:
1 km
ImplementationImplementation
x
= Im[G(= Im[G(AA||BB)])] G(G(AA||xx)*)* G(G(BB||xx))kk
AA
xx
BBAA
xx
BB AA
xx
BB
VSP VSP SSPVSP VSP SSP
1. FK Filter up and downgoing waves1. FK Filter up and downgoing waves
2. Correlation: 2. Correlation: (A,B,x) = (A,B,x) = G(G(AA||xx)*)* G(G(BB||xx))
3. Summation: 3. Summation: x
= Im[G(= Im[G(AA||BB)])] kk (A,B,x) (A,B,x)
4. Migration:4. Migration: M(x) = M(x) = Mig(G(Mig(G(AA|B|B))))
2.0
0.5
Dep
th (
km
)
0.5
Kirchhoff MigrationStatic Error: 0
X (km)
Static Error: 25 ms
2.5
Static Error: 50ms
2.52.5 0.5 0.5
2.0
0.5
Dep
th (
km
)
0.5
Crosscorrelation MigrationStatic Error: 0
X (km)
Static Error: 25ms
2.5
Static Error: 50 ms
2.52.5 0.5 0.5
Lesson: Immune to statics at wellLesson: Immune to statics at well
Velocity ModelVelocity Model
00
13001300
92592500 X (m)X (m)
Dep
th (
m)
Dep
th (
m)
19001900
40004000V (m/s)V (m/s)
Shots: 92; Receivers: 91 (50m -950 m)Shots: 92; Receivers: 91 (50m -950 m)
WellWell
CSG 51CSG 51
5050 950m950m 950m950m5050
Tim
e (s
)T
ime
(s)
33
00Ghost ComponentGhost Component
SS
GG
XX
AAWellWell
CSG 51CSG 51
5050 950m950m 950m950m5050
Tim
e (s
)T
ime
(s)
33
00Primary ComponentPrimary Component
SS
GG
XX
AAWellWell
X (m)X (m)00 925925
00
13001300
Dep
th (
m)
Dep
th (
m)
X (m)X (m) 92592500
PrimaryPrimary 1st-order multiple 1st-order multiple 8 Receivers8 Receivers
Lesson: Super-illuminationLesson: Super-illumination
ExamplesExamples
1. 2D Synthetic VSP Data1. 2D Synthetic VSP Data
2. 2D Field VSP Data:Friendswood Data2. 2D Field VSP Data:Friendswood Data
3. 3D VSP Data3. 3D VSP Data
5 24Trace No.
Tim
e (s
)
1.2
0.2 xcorr data (muted)
Tim
e (s
)
1.4
0.55 24Trace No.
Field Data (CSG 25)
Raw data (muted)
Master trace Master trace
ExamplesExamples
1. 2D Synthetic VSP Data1. 2D Synthetic VSP Data
2. 2D Field VSP Data:Middle East Data2. 2D Field VSP Data:Middle East Data
3. 3D VSP Data3. 3D VSP Data
A RealReal Walkaway VSP Experiment
00
0
15001500
1000010000Offset (m)Offset (m)
DepthDepth (m)(m)
wellwell
12 geophones at ~ 1400 - 1500 m depth12 geophones at ~ 1400 - 1500 m depth14001400
401 shots on a topographic surface401 shots on a topographic surface
A Common Receiver GatherA Common Receiver Gather
0.40.4
1.81.8
Time (s)Time (s)
00 1000010000Offset (m)Offset (m)
Work flowWork flow
Separate up and down going wavefieldsSeparate up and down going wavefields
Ray tracingRay tracing
Upgoing wavefieldUpgoing wavefield Downgoing wavefieldDowngoing wavefield
Pick first-breakPick first-break
Primaries migrationPrimaries migration Specular interferometrySpecular interferometry
Multiples migrationMultiples migration
StaticsStatics StaticsStaticsStaticsStatics
Standard vs Interferometry Mig VSP(Narrow vs Wide Illumination)
geophones
Tim
e (ms)
1600
100
500 m 1000 m
1500 m
VSP Interferometry Imaging
VSPPrimariesmigration
ExamplesExamples
1. 2D Synthetic VSP Data1. 2D Synthetic VSP Data
2. 2D Field VSP Data: GOM Data2. 2D Field VSP Data: GOM Data
3. 3D VSP Data3. 3D VSP Data
50005000
130001300000 5600056000X (ft)X (ft)
De
pth
(ft)D
ep
th (ft)
VSP Multiple (12 receivers 13 kft @ VSP Multiple (12 receivers 13 kft @ 30 ft spacing; 500 shots) 30 ft spacing; 500 shots)
TLE, Jiang et al., 2005TLE, Jiang et al., 2005
50005000
130001300000 5600056000X (ft)X (ft)
De
pth
(ft)D
ep
th (ft)
Surface SeismicSurface Seismic
TLE, Jiang et al., 2005TLE, Jiang et al., 2005
50005000
130001300000 5600056000X (ft)X (ft)
De
pth
(ft)D
ep
th (ft)
VSP Multiple (12 receivers 13 kft @ VSP Multiple (12 receivers 13 kft @ 30 ft spacing; 500 shots) 30 ft spacing; 500 shots)
TLE, Jiang et al., 2005TLE, Jiang et al., 2005
ExamplesExamples
1. 2D Synthetic VSP Data1. 2D Synthetic VSP Data
2. 2D Field VSP Data: GOM Data2. 2D Field VSP Data: GOM Data
3. 3D VSP Data: Synthetic3. 3D VSP Data: Synthetic
VSP Multiples MigrationVSP Multiples Migration
( CourtesyCourtesy of P/GSI: ~¼ million traces, ~3 GB memory, ~4 hours on a PC )
Stack of 6 receiver gathersStack of 6 receiver gathers
(He, 2006)(He, 2006)
ExamplesExamples
1. 2D Synthetic VSP Data1. 2D Synthetic VSP Data
2. 2D Field VSP Data: GOM Data2. 2D Field VSP Data: GOM Data
3. 3D VSP Data: GOM BP Data3. 3D VSP Data: GOM BP Data
Survey GeometrySurvey Geometry
Each geophone groupEach geophone grouphas 12 geophones.has 12 geophones.
~ 11 km~ 11 km
~ 11 km~ 11 km
~ 5 km deep~ 5 km deep
3 similar spirals,3 similar spirals,each correspondingeach correspondingto an offset-edto an offset-edgeophone group.geophone group.
3D WEIM Result3D WEIM ResultMigration of only one receiver gatherMigration of only one receiver gather
Slice of 3D WEIM ResultSlice of 3D WEIM ResultWhy was the 2D mirror migration good out to 50,000 feet offset?Why was the 2D mirror migration good out to 50,000 feet offset?
VSP->SSP SummaryVSP->SSP Summary
x
= G(= G(AA||BB)) G(G(AA||xx)*)* G(G(BB||xx))
BBAA
xx
BBAA
xx
BBAA
xx
kk
Key Point #2: Every Bounce Pt on Surface Acts a New Key Point #2: Every Bounce Pt on Surface Acts a New Virtual SourceVirtual Source
Key Point #1: Common Raypath CancelsKey Point #1: Common Raypath Cancels
Key Point #3: Summation over Sources Picks out Specular ContributionKey Point #3: Summation over Sources Picks out Specular Contribution
Key Point #4: Kills Source Statics and no need to know src location or excitation timeKey Point #4: Kills Source Statics and no need to know src location or excitation time
Key Point #5: Huge increase in Illumination AreaKey Point #5: Huge increase in Illumination Area
VSP->SSP CaveatsVSP->SSP Caveats
x
= G(= G(AA||BB)) G(G(AA||xx)*)* G(G(BB||xx))
BBAA
xx
BBAA
xx
BBAA
xx
kk
1. Infinitely source wide aperture. Artifacts must be recognized/fixed)1. Infinitely source wide aperture. Artifacts must be recognized/fixed)
2. No attenuation assumed (remedy: attenuation compensation)2. No attenuation assumed (remedy: attenuation compensation)
3. Be careful beneath salt domes (extra bounces get double defocused3. Be careful beneath salt domes (extra bounces get double defocused
by salt).by salt).3. Violation of assumptions seems ok for kinematics, not amplitudes3. Violation of assumptions seems ok for kinematics, not amplitudes