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Amit Suman and Tapan Mukerji 25th SCRF Annual Meeting May 9 – 11, 2012

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Presentation on theme: "Amit Suman and Tapan Mukerji 25th SCRF Annual Meeting May 9 – 11, 2012"— Presentation transcript:

1 Amit Suman and Tapan Mukerji 25th SCRF Annual Meeting May 9 – 11, 2012
Sensitivity Analysis of Rock Physics Parameters for Modeling Time-Lapse Seismic(4D) response of Norne Field Amit Suman and Tapan Mukerji 25th SCRF Annual Meeting May 9 – 11, 2012

2 Joint Inversion Loop Predicted flow and seismic response
Observed flow and seismic response Model Reservoir SCRF

3 Δ Pressure Δ Saturation Production data at time t
Motivation Dynamic modeling Δ Pressure Δ Saturation Production data at time t Rock physics modeling Velocity at time t Seismic data at time t Optimize mismatch Update parameters 3

4 Previous Work Last year we investigated parameter sensitivity for modeling time-lapse seismic and flow data of Norne field One of the investigated parameters was rock physics model We didn’t investigate sensitivity of varying rock physics parameters on modeling 4D response SCRF

5 Questions? “Should we investigate sensitive rock physics parameters in modeling 4D response?” “What are the sensitive rock physics parameters in modeling 4D response?” SCRF

6 Norne Field Segment E F1H E3H In this study well log data of two wells are used SCRF

7 Data Available Well logs (Sw, Sonic, Phi) Horizons Well data
- Oil , gas and water flow rate - BHP (Bottom hole pressure) SCRF

8 Rock Physics Modeling Near the Well Rock Physics Reservoir K and G
Well Logs K and G (All Brine) Vp and Vs (Initial) K and Phi G and Phi Sonic Sw, Phi Gassmann’s Substitution Calculate Vp and Vs (All Brine) K and G (All Brine) Facies classification K and G (at Reservoir) Populate K ,G based on Phi K : Bulk Modulus G: Shear Modulus SCRF

9 Facies Classification
Shale Brine Sand Vp / Vs Shaly Sand Oil Sand AI Vsh SCRF

10 Rock Physics Modeling Near the Well Rock Physics Reservoir K and G
Well Logs K and G (All Brine) Vp and Vs (Initial) K and Phi G and Phi Sonic Sw, Phi Gassmann’s Substitution Calculate Vp and Vs (All Brine) K and G (All Brine) Facies classification K and G (at Reservoir) Populate K ,G based on Phi K : Bulk Modulus G: Shear Modulus SCRF

11 Sensitivity Parameters in fluid substitution
Clay content Salinity Gas-oil ratio (GOR) Pore pressure The sensitivity of varying above parameters to variations in Response Response: Sum of seismic P-wave velocity after fluid substitution SCRF

12 Experimental Design Clay content (%) 20 40 Salinity (ppm) 150000
20 40 Salinity (ppm) 150000 155000 160000  GOR 175 200 225 Pressure (Mpa) 25 27 30 SCRF

13 Results of fluid substitution
Response Sensitivity to clay content Sensitivity to GOR Sensitivity to pore pressure Sensitivity to salinity 20 40 25 27 30 175 200 225 15000 15500 16000 Clay content and GOR are the first and second most sensitive parameters in fluid substitution

14 Rock Physics Modeling Near the Well Rock Physics Reservoir K and G
Well Logs K and G (All Brine) Vp and Vs (Initial) K and Phi G and Phi Sonic Sw, Phi Gassmann’s Substitution Calculate Vp and Vs (All Brine) K and G (All Brine) Facies classification K and G (at Reservoir) Populate K ,G based on Phi K : Bulk Modulus G: Shear Modulus SCRF

15 Varying clay content and GOR (9 cases)
Rock physics model Varying clay content and GOR (9 cases) SCRF

16 Constant cement model Clay content Cement fraction Coordination number

17 Fluid mixing Seismic velocities depend on fluid saturation as well as saturation scale Reservoirs with gas are very likely to show patchy behavior Sengupta ,2000 SCRF

18 Effective pressure model
Two effective pressure models are selected for sensitivity study SCRF

19 Sensitivity Parameters in modeling 4D response
Clay content Gas-oil ratio (GOR) Coordination number Cement fraction Effective pressure model Fluid mixing (Uniform or Patchy) The sensitivity of varying above parameters to variations in Response Response: L1 Norm of change in seismic P-wave impedance after 4 years

20 Effective pressure model
Experimental Design Clay content (%) 20 40 GOR 175 200 225 Coordination number 5 7 9 Cement fraction (%) 1 3 Effective pressure model Model 1 Model 2 Fluid mixing Uniform Patchy Total number of cases: 324

21 Methodology Dynamic modeling (1997-2001) Δ Pressure Δ Saturation
Rock physics modeling P-wave impedance in 1997 and 2001 Compare Difference in impedance SCRF 21

22 P-wave impedance change in 4 years (m/s.kg/m3)
Results P-wave impedance change in 4 years (m/s.kg/m3) Clay content = 0 % Clay content = 20 % SCRF

23 Results Response Sensitivity to clay content
Sensitivity to coordination number 20 40 5 7 9 175 200 225 1 3 Model 1 Model 2 Uniform Patchy Sensitivity to GOR Sensitivity to cement Response Sensitivity to effective pressure model Sensitivity to fluid mixing

24 Conclusions and Future Work
Clay content is the most sensitive parameter in fluid substitution Salinity and pore pressure have a lesser impact than clay content Coordination number is the most sensitive parameter in modeling 4D response of Norne field The result of this study will be used in joint inversion of time-lapse and production data of Norne field SCRF

25 Acknowledgement Statoil for data
Norwegian University of Science and Technology (NTNU) SCRF

26 Conclusions and Future Work
Clay content is the most sensitive parameter in fluid substitution Salinity and pore pressure have a lesser impact than clay content Coordination number is the most sensitive parameter in modeling the time lapse seismic signature of Norne field The result of this study will be used in joint inversion of time-lapse seismic and production data of Norne field SCRF


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