Stone Three-Phase Relative Permeability
Spreadsheet
24 rows x 4 columns
| A | B | C | D | |
|---|---|---|---|---|
| 1 | Stone Three-Phase Model | |||
| 2 | Two-Phase Parameters | |||
| 3 | Swi | 0.2 | fraction | |
| 4 | Sorw | 0.25 | fraction | |
| 5 | Sgc | 0.05 | fraction | |
| 6 | Slc | 0.3 | fraction | |
| 7 | Som (Stone I only) | 0.1 | fraction | |
| 8 | ||||
| 9 | Corey Parameters | |||
| 10 | No (oil) | 2.5 | - | |
| 11 | Nw (water) | 2 | - | |
| 12 | Ng (gas) | 2 | - | |
| 13 | ||||
| 14 | Test Point | |||
| 15 | Sw | 0.35 | fraction | |
| 16 | Sg | 0.15 | fraction | |
| 17 | So | 0.5 | fraction | |
| 18 | ||||
| 19 | Two-Phase Curves | Krow | Krw | Krog |
| 20 | At test saturations | 0.4510692842 | 0.02603305785 | 0.65 |
| 21 | ||||
| 22 | Three-Phase Results | |||
| 23 | Stone I Kro | 0.1675400198 | - | |
| 24 | Stone II Kro | 0.15335905 | - |
Description
Calculate three-phase oil relative permeability using Stone I and Stone II models. These models combine two-phase water-oil and gas-oil data to predict oil mobility when all three phases are present.
Key Differences:
- Stone I: Requires minimum oil saturation (Som) parameter
- Stone II: Self-predicting - no Som required, uses water and gas rel perm directly
Assumptions:
- Krw in three-phase = Krw from two-phase water-oil system
- Krg in three-phase = Krg from two-phase gas-oil system
- Only Kro is modified by three-phase interactions
How to use this blueprint
- In Excel, go to the Petroleum Office ribbon tab and click Blueprint Manager
- Search for Stone Three-Phase Relative Permeability
- Click on the blueprint to preview
- Click Insert to place it into your worksheet. Modify the input values to match your data.