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Abnormally Pressured Gas Reservoirs

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Presentation on theme: "Abnormally Pressured Gas Reservoirs"— Presentation transcript:

1 Abnormally Pressured Gas Reservoirs
A New p/z Approach for the Analysis Abnormally Pressured Gas Reservoirs Ronald G. Gan Thomas A. Blasingame Texas A&M University

2 Objective To present a new technique to calculate
gas-in-place for abnormally pressured gas reservoirs using only average reser- voir pressure and cumulative production data.

3 Outline Introduction Overview of Existing Methods New Method
Field Examples Conclusions

4 p/z schematic for a normally-pressured volumetric gas reservoir
Introduction p/z schematic for a normally-pressured volumetric gas reservoir p/z Gp GIP

5 Abnormally-Pressured Gas Reservoir
Introduction Abnormally-Pressured Gas Reservoir p/z Gp GIP

6 Introduction Reasons for the non-linear p/z behavior :
Rock and water compressibility effects — “rock collapse theory” (Hawkins, 1969) Shale water influx (Bourgoyne, 1989)

7 Existing Methods Methods Based on Presumed Knowledge
of System Compressibility: Hammerlindl (Constant Compressibility), 1971 Ramagost & Farshad (Constant Comp.), 1981 Yale et. al. (Variable Compressibility), 1993

8 Methods Based on a Knowledge of System Compressibility (continued)
Fetkovich, Reese, and Whitson - Derived General Material Balance Eq. - Define cumulative effective compressibilty, - ce represents the cumulative change in hydrocarbon PV caused by compressi- bility effects and encroaching water.

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11 Existing Methods (Continued)
Methods Which Do Not Require a Prior Knowledge of System Compressibility Roach - Very sensitive to Initial Pressure. - Method sometimes exhibits a negative intercept, which is not possible. Bernard - Uses Least Squares approach. - Very sensitive to data scatter. Ambastha: Type Curve Approach - Non-uniqueness problems

12 New Method Uses general material balance equation
(proposed by Fetkovich et. al.) Rearranging, we obtain

13 New Method Calculate the ce(pi-p) function for
each p/z versus Gp trend: ce(pi-p) = ??? p/z ce(pi-p) = ??? GIP Gp GIPapp

14 New Method For early time data (1st straight line) :
For late time data (2nd straight line) : where : A is the inflection point

15 New Method Plot of log ce(pi-p) versus (p/z)/(pi/zi): log ce(pi-p)
inflection point inflection point

16 New Method Data required for analysis: Fluid property data
Initial Reservoir p/T Pressure and Gp data

17 New Method Computer program: Visual Basic Application in MS Excel
Only requires MS Excel Easy to use — especially for analysis

18 Input Data Sheet

19 Calculation Sheet

20 Data Analysis Sheet

21

22 Example 1: GIP is too low

23 Example 1: GIP is too high

24 Example 1: Correct GIP Case

25 Example 2: GOM reservoir

26 Conclusions A type-curve matching procedure has
been developed to analyze production data from abnormally pressured gas reservoirs. The proposed method determines the gas-in-place without using system compressibility data. Only pressure, Gp, and fluid property data are required.

27 Conclusions (continued)
It may be possible to calculate rock compressibility or acquifer size (i.e., the M value) using pressure and Gp data.


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