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Avo Inversion and Processing: Dedication and Integration Marcel Zwaan, Yvan Charreyron,  Dave Bateman Shell E&P Europe
Acknowledgments ,[object Object],[object Object],[object Object]
Signal processing Psdm  initial velocity model Psdm  Prio cube Velocity  model  updating Final Volume migration AI/EI/ AVO Inversion Discover Need for  Further processing A project is a series of “throwing over the fence exercises” petrophysics The “Problem”
[object Object],[object Object],[object Object],[object Object],[object Object],[object Object],The Background
Pre-processing Psdm  initial velocity model Psdm  Prio cube Velocity  model  updating Final Volume migration AI/EI/ AVO Inversion Inversion  Feasibility Identify  Post-processing steps Project integration is enabled  By a feasibility step in parallel to the depth migration cycle Petrophysics (QC) The “Solution”
[object Object],[object Object],[object Object],[object Object],[object Object],Overview
Some “Common” Words ,[object Object],[object Object],[object Object],[object Object],[object Object],[object Object]
Discovered 1974 - Sub Sea tie-back to Brent-C  - 65 km Production Flow-line Penguins Cluster Brent Charlie The Penguin Field Some facts
Penguin - Strategraphy and Main Inversion Objective Penguin A Jurassic intra-Kimmeridge Magnus sands  Penguin B Triassic sands  Penguin CDE classical middle Jurassic Brent reservoir sequence Fluids Penguin C,D - light oil Penguin E  - gas condensates ,[object Object],[object Object],[object Object],[object Object],[object Object],Base Heather Unconformity Base Brent Unconformity
Get the expectations right: Are Fluid and Litho discriminations possible?
SST versus Shale discrimination possible Vshale logs From top Brent  To TD Vshale coloured – Versus P-Impedance and S-Impedance Vshale logs From top Brent  Top Dunlin Shale Volume X-Plots IP IS IP IS
Logs with synthetics (Aki-Richards)  Synthetic: Left brine – Right gas condensate Brine and Hydrocarbon synthetics brine Gas condensate Offsets: 300 – 3000 m P-Sonic  Density  S-Sonic  Poisson’s  P-Son_chk
[object Object],[object Object]
Wavelet estimation and near far stack alignment Aim: check the alignment of the data
Wavelets estimated from the Near and Far seismic respectively Near wavelet Far wavelet Wavelets
Left: Near Right: far (Near and far wavelets estimated) Near match good – far match: misalignment – spectral balancing needed  near stack far stack Seismic to well tie – and Frequency contents Blue: synthetic Red: trace at well location P-Sonic  – S-Sonic  - Density P-Sonic  – S-Sonic  - Density
Conclusion: Near (mid) and far stacks need to be aligned And the spectra need to be balanced to a  common reference (mid stack)
Angle versus offsets How to compute the angle versus offsets QC of angle versus offsets  with angle versus offset in the well
Colour: Angle – every colour is an angle slot of 3 degrees. Angle versus offset functions at well location compared with angle vs offset relation from P-Sonic log Angles behave linear with offset offset time Angle values Colour 6 12 18 24 25 36 Angle versus offset Gathers
Relation between angle and offset Compute angles versus offset by the Walden approximation: (A.T. Walden: Geophysical Prospecting 39, pp. 915  942 1991) with  and  Snell’s law:  X Ttwt, Vrms Vint
Angles behave linear with offset Well: 211/14-2S1 ,[object Object],[object Object],[object Object],[object Object],[object Object],[object Object],[object Object],[object Object],[object Object],[object Object],[object Object],[object Object],[object Object],[object Object],[object Object],[object Object],[object Object],[object Object],[object Object],[object Object],[object Object],[object Object],offset time One angle versus offset gather
Pre- and Post stack diagnostics
The aim of these diagnostics is to assess whether the data –  be it pre stack data or near mid and far sub-stacks – satisfy the two term AVO behaviour: Where L is the intercept and M is the Gradient. Does the data obey the classical Aki and Richards Amplitude versus offset trend? (cf. “Making AVO Sections More Robust” by Andrew Walden, BP,  52 nd  EAGE Meeting Copenhagen, 1990 ).  Two term AVO equation - Diagnostics
Diagnostics on pre-stack data amplitude Fix a zero offset time –  Fit the Aki and Richards equation Output: L and M Compute the amplitude from  The Aki and Richards equation from the given L and M Subtract this amplitude from the  data amplitude and square it Sum (stack) this error data over The different sub-stack ranges –  e.g. near mid and far ranges Output: Error cubes Red=positive impedance Offset or angle offset Amplitude of real data Compute error Per sample error Compute the squared error amplitude
Normalised AVO ERROR – Near - Mid - Far  The relative high values of these maps are considered to correspond to large errors in the data AVO behaviour Error on Near – Mid – Far sub-stacks
Large residual move-out visible at top Brent (may become better after model update)  Red=positive impedance Error on Depth Migrated Gathers X-unconformity Top Brent Top Dunlin
PSDM Gather at locations of large error Interference/Noise Or residual move-out?  Red=positive impedance Error on Depth Migrated Gathers X-unconformity Top Brent Top Dunlin
PSDM Gather at locations of small error Reasonably flat top brent  Red=positive impedance Error on Depth Migrated Gathers X-unconformity Top Brent Top Dunlin
[object Object],[object Object],[object Object],[object Object],[object Object],[object Object],[object Object],[object Object]
Left: original – Right: pre-stack multiple removal (TX deconvolution) and  post-stack multiple removal Red=positive impedance Processing after Migration
[object Object],[object Object],[object Object],[object Object],[object Object],[object Object],[object Object],[object Object],[object Object],Diagnostics on post-stack data
M estimates. Left: from near and mid – Right: from near and far The Mid map shows larger M values as compared to far M (same colour-scale) M estimated on Near – Mid – Far sub-stacks
M Error maps. Signed error – negative means a flip in the sign of M Orange: sign flip The Sign Flip Diagnostics
Inspection of the stacks at the location of a sign-flip according to the error map Yellow Horizon: Top Brent Relation of Sign Flip with sub-stacks weak stronger weakest Red=positive impedance
Stacks at  low  error location – Near - Mid - Far  Yellow Horizon: Top Brent Relation of Sign Flip with sub-stacks weak stronger strongest Red=positive impedance
[object Object],[object Object],[object Object],[object Object]
After the inversion (Jason Rocktrace AVA inversion)
Vshale Review of computed line with lithology flag curve Only Brent interval Wells 13-6, 14-4RE, 141S2, 13-2, 14_3 Ip vs Is and computed distance from Vsh line V-shale cube computation Vsh estimate: Good sands in Brent Characterised by: Vsh est < .8 (< .75) Vshale logs Vshale distance from line
Review V-sh seismic vs wells  – well 13-2 – good Comparisons at full frequency and seismic frequency scale (not shown) QC of V-shale cube Lows and highs do match
V-shale QC  - wells: 13-2, 13-6.  V-shale from well log  and  seismic band-pass filtered (8 – 45 Hz) Excellent tie of 13-2 well. Good tie of 13-6 well over Brent sands, less convincing over Dunlin shales QC of V-shale cube – filtered to seismic scale
V-shale QC  - wells: 14-3 – 14-4RE  V-shale from well log and seismic band-pass filtered (8 – 45 Hz) Good ties over Brent sands. Reasonable tie over Dunlin. QC of V-shale cube – filtered to seismic scale
Porosity column from the reservoir model (left) compared with the one of the inverted cube (right).  The inversion result sows more detail at several locations.   Porosity Reservoir model vs Inversion result
NtG : Left reservoir model – Right Jason inversion – same colour-scale Note that the NtG from the reservoir model is more homogeneous than the Jason NtG Cross-section through the field NtG Reservoir model vs Inversion result High NtG High NtG
The horizontal C2 well (not indicated) encountered an up-thrown shale block in the reservoir section.  The vertical 211/13-2 well (indicated) shows a very thin Kimmeridge section of approximately 30 ft.  The V-shale cube from the inversion ties the well log very well over the reservoir section.   A similar story holds for the D1 well. “ Blind” Well Results Vshale Blue: low Red: high
“ Blind” Well Results The horizontal C2 well (not indicated) encountered an up-thrown shale block in the reservoir section.  The vertical 211/13-2 well (indicated) shows a very thin Kimmeridge section of approximately 30 ft.  The V-shale cube from the inversion ties the well log very well over the reservoir section.   A similar story holds for the D1 well. Shale: red – yellow Sand: blue
[object Object],[object Object],[object Object],[object Object],[object Object],[object Object],[object Object],[object Object],[object Object]
 

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Talk6 W5 Zwaan

  • 1. Avo Inversion and Processing: Dedication and Integration Marcel Zwaan, Yvan Charreyron, Dave Bateman Shell E&P Europe
  • 2.
  • 3. Signal processing Psdm initial velocity model Psdm Prio cube Velocity model updating Final Volume migration AI/EI/ AVO Inversion Discover Need for Further processing A project is a series of “throwing over the fence exercises” petrophysics The “Problem”
  • 4.
  • 5. Pre-processing Psdm initial velocity model Psdm Prio cube Velocity model updating Final Volume migration AI/EI/ AVO Inversion Inversion Feasibility Identify Post-processing steps Project integration is enabled By a feasibility step in parallel to the depth migration cycle Petrophysics (QC) The “Solution”
  • 6.
  • 7.
  • 8. Discovered 1974 - Sub Sea tie-back to Brent-C - 65 km Production Flow-line Penguins Cluster Brent Charlie The Penguin Field Some facts
  • 9.
  • 10. Get the expectations right: Are Fluid and Litho discriminations possible?
  • 11. SST versus Shale discrimination possible Vshale logs From top Brent To TD Vshale coloured – Versus P-Impedance and S-Impedance Vshale logs From top Brent Top Dunlin Shale Volume X-Plots IP IS IP IS
  • 12. Logs with synthetics (Aki-Richards) Synthetic: Left brine – Right gas condensate Brine and Hydrocarbon synthetics brine Gas condensate Offsets: 300 – 3000 m P-Sonic Density S-Sonic Poisson’s P-Son_chk
  • 13.
  • 14. Wavelet estimation and near far stack alignment Aim: check the alignment of the data
  • 15. Wavelets estimated from the Near and Far seismic respectively Near wavelet Far wavelet Wavelets
  • 16. Left: Near Right: far (Near and far wavelets estimated) Near match good – far match: misalignment – spectral balancing needed near stack far stack Seismic to well tie – and Frequency contents Blue: synthetic Red: trace at well location P-Sonic – S-Sonic - Density P-Sonic – S-Sonic - Density
  • 17. Conclusion: Near (mid) and far stacks need to be aligned And the spectra need to be balanced to a common reference (mid stack)
  • 18. Angle versus offsets How to compute the angle versus offsets QC of angle versus offsets with angle versus offset in the well
  • 19. Colour: Angle – every colour is an angle slot of 3 degrees. Angle versus offset functions at well location compared with angle vs offset relation from P-Sonic log Angles behave linear with offset offset time Angle values Colour 6 12 18 24 25 36 Angle versus offset Gathers
  • 20. Relation between angle and offset Compute angles versus offset by the Walden approximation: (A.T. Walden: Geophysical Prospecting 39, pp. 915 942 1991) with and Snell’s law: X Ttwt, Vrms Vint
  • 21.
  • 22. Pre- and Post stack diagnostics
  • 23. The aim of these diagnostics is to assess whether the data – be it pre stack data or near mid and far sub-stacks – satisfy the two term AVO behaviour: Where L is the intercept and M is the Gradient. Does the data obey the classical Aki and Richards Amplitude versus offset trend? (cf. “Making AVO Sections More Robust” by Andrew Walden, BP, 52 nd EAGE Meeting Copenhagen, 1990 ). Two term AVO equation - Diagnostics
  • 24. Diagnostics on pre-stack data amplitude Fix a zero offset time – Fit the Aki and Richards equation Output: L and M Compute the amplitude from The Aki and Richards equation from the given L and M Subtract this amplitude from the data amplitude and square it Sum (stack) this error data over The different sub-stack ranges – e.g. near mid and far ranges Output: Error cubes Red=positive impedance Offset or angle offset Amplitude of real data Compute error Per sample error Compute the squared error amplitude
  • 25. Normalised AVO ERROR – Near - Mid - Far The relative high values of these maps are considered to correspond to large errors in the data AVO behaviour Error on Near – Mid – Far sub-stacks
  • 26. Large residual move-out visible at top Brent (may become better after model update) Red=positive impedance Error on Depth Migrated Gathers X-unconformity Top Brent Top Dunlin
  • 27. PSDM Gather at locations of large error Interference/Noise Or residual move-out? Red=positive impedance Error on Depth Migrated Gathers X-unconformity Top Brent Top Dunlin
  • 28. PSDM Gather at locations of small error Reasonably flat top brent Red=positive impedance Error on Depth Migrated Gathers X-unconformity Top Brent Top Dunlin
  • 29.
  • 30. Left: original – Right: pre-stack multiple removal (TX deconvolution) and post-stack multiple removal Red=positive impedance Processing after Migration
  • 31.
  • 32. M estimates. Left: from near and mid – Right: from near and far The Mid map shows larger M values as compared to far M (same colour-scale) M estimated on Near – Mid – Far sub-stacks
  • 33. M Error maps. Signed error – negative means a flip in the sign of M Orange: sign flip The Sign Flip Diagnostics
  • 34. Inspection of the stacks at the location of a sign-flip according to the error map Yellow Horizon: Top Brent Relation of Sign Flip with sub-stacks weak stronger weakest Red=positive impedance
  • 35. Stacks at low error location – Near - Mid - Far Yellow Horizon: Top Brent Relation of Sign Flip with sub-stacks weak stronger strongest Red=positive impedance
  • 36.
  • 37. After the inversion (Jason Rocktrace AVA inversion)
  • 38. Vshale Review of computed line with lithology flag curve Only Brent interval Wells 13-6, 14-4RE, 141S2, 13-2, 14_3 Ip vs Is and computed distance from Vsh line V-shale cube computation Vsh estimate: Good sands in Brent Characterised by: Vsh est < .8 (< .75) Vshale logs Vshale distance from line
  • 39. Review V-sh seismic vs wells – well 13-2 – good Comparisons at full frequency and seismic frequency scale (not shown) QC of V-shale cube Lows and highs do match
  • 40. V-shale QC - wells: 13-2, 13-6. V-shale from well log and seismic band-pass filtered (8 – 45 Hz) Excellent tie of 13-2 well. Good tie of 13-6 well over Brent sands, less convincing over Dunlin shales QC of V-shale cube – filtered to seismic scale
  • 41. V-shale QC - wells: 14-3 – 14-4RE V-shale from well log and seismic band-pass filtered (8 – 45 Hz) Good ties over Brent sands. Reasonable tie over Dunlin. QC of V-shale cube – filtered to seismic scale
  • 42. Porosity column from the reservoir model (left) compared with the one of the inverted cube (right). The inversion result sows more detail at several locations. Porosity Reservoir model vs Inversion result
  • 43. NtG : Left reservoir model – Right Jason inversion – same colour-scale Note that the NtG from the reservoir model is more homogeneous than the Jason NtG Cross-section through the field NtG Reservoir model vs Inversion result High NtG High NtG
  • 44. The horizontal C2 well (not indicated) encountered an up-thrown shale block in the reservoir section. The vertical 211/13-2 well (indicated) shows a very thin Kimmeridge section of approximately 30 ft. The V-shale cube from the inversion ties the well log very well over the reservoir section. A similar story holds for the D1 well. “ Blind” Well Results Vshale Blue: low Red: high
  • 45. “ Blind” Well Results The horizontal C2 well (not indicated) encountered an up-thrown shale block in the reservoir section. The vertical 211/13-2 well (indicated) shows a very thin Kimmeridge section of approximately 30 ft. The V-shale cube from the inversion ties the well log very well over the reservoir section. A similar story holds for the D1 well. Shale: red – yellow Sand: blue
  • 46.
  • 47.