System and method for automatic local grid refinement in reservoir simulation systems

Patent metadata

Field	Value
Publication number	US-9753181-B2
Application number	US-201214389685-A
Country	US
Kind code	B2
Filing date	Mar 30, 2012
Priority date	Mar 30, 2012
Publication date	Sep 5, 2017
Grant date	Sep 5, 2017

Abstract

A system and method of automatic local grid refinements in reservoir simulation systems is described. In one aspect of the disclosure, a method is directed to a computer-implemented method of modeling a formation. The method includes applying a coarse grid to a geologic formation of interest, the coarse grid having a plurality of coarse grid blocks and identifying a structure of interest disposed in the formation. Further, the method includes determining a fine grid zone around the structure based upon a time period for flow simulation of the geologic formation and a geologic characteristic of the geologic formation in a local region adjacent the structure and applying a fine grid to the coarse grid blocks encompassed by the fine grid zone.

First claim

What is claimed is:

1. A computer-implemented method of modeling a formation, comprising:
applying a coarse grid to a geologic formation of interest, the coarse grid having a plurality of coarse grid blocks;
identifying a structure of interest disposed in the geologic formation;
determining a fine grid zone around the structure based upon a time period for flow simulation of the geologic formation and an average permeability and an average porosity of the geologic formation in a local region adjacent the structure; and
applying a fine grid to the coarse grid blocks encompassed by the fine grid zone,
wherein determining the fine grid zone includes calculating a distance Xval away from the structure at which the fine grid zone terminates, the calculating based upon the time period for flow simulation and the average permeability and the average porosity of the geologic formation in the local region adjacent the structure, and
wherein the calculating the distance X val is in accordance with the equation:

X
val

=

10
a

*

time
*
k

por

,

wherein time=the time period for simulation, k=average permeability for the local region adjacent the structure, por=average porosity of the local region adjacent the structure, and a=an empirical constant determined through calibration simulation of a linear subset of the geologic formation.

2. The computer-implemented method of claim 1 , wherein the fine grid zone is defined by the coarse grid blocks within the distance X val in a direction away from the structure.

3. The computer-implemented method of claim 2 , wherein the fine grid zone includes all coarse grid blocks having a center point that is less than the distance X val in the direction away from the structure.

4. The computer-implemented method of claim 1 , wherein the fine grid zone is defined by the coarse grid blocks within the distance X val away from the structure in any direction.

5. The computer-implemented method of claim 1 , further including defining the local region adjacent the structure based on the distance between the structure and adjacent structures in the formation.

6. The computer-implemented method of claim 5 , wherein the local region is defined by coarse grid blocks within a distance approximately equal to halfway between the structure and an adjacent structure.

7. The computer-implemented method of claim 6 , wherein the average permeability and the average porosity of the geologic formation in the local region adjacent the structure is defined as the average permeability and the average porosity of the coarse grid blocks encompassed by the local region.

8. The computer-implemented method of claim 1 , where the structure is a fracture and the geologic formation is a reservoir.

9. The computer-implemented method of claim 8 , wherein the geologic formation is an extremely low permeability shale gas reservoir.

10. The computer-implemented method of claim 1 , wherein applying the fine grid includes applying a local grid refinement having geometrically spaced fine grid blocks to the coarse grid blocks encompassed by the fine grid zone.

11. A computer-implemented reservoir simulation system, the system comprising:
a processor;
a non-transitory, computer-readable storage medium accessible by the processor; and
software instructions stored on the storage medium and executable by the processor for:
applying a coarse grid to a reservoir, the coarse grid having a plurality of coarse grid blocks;
identifying a fracture of interest disposed in the reservoir;
determining an average permeability and an average porosity for a local region adjacent the fracture;
determining a fine grid zone around the fracture based upon a time period for flow simulation of the reservoir and the average permeability and the average porosity of the local region adjacent the fracture, the determining including:
calculating a distance X val away from the fracture at which the fine grid zone terminates based upon the time period for simulation and the average permeability and the average porosity of the local region adjacent the fracture; and
defining the fine grid zone by the coarse grid blocks within the distance X val in a direction away from the structure; and
applying a local grid refinement (“LGR”) to the coarse grid blocks encompassed by the fine grid zone,

wherein the calculating the distance X val is in accordance with the equation:

X
val

=

10
a

*

time
*
k

por

,

wherein time=the time period for flow simulation, k=average permeability for the local region adjacent the fracture, por=average porosity of the local region adjacent the fracture, and a=an empirical constant determined through calibration simulation of a linear subset of the reservoir.

12. The computer-implemented reservoir simulation system of claim 11 , wherein determining the average permeability and the average porosity for the local region includes:
defining the local region by selecting coarse grid blocks within a distance approximately halfway between the fracture and an adjacent fracture; and
averaging the average permeability and the average porosity of each coarse grid block encompassed by the local region.

13. A computer-implemented reservoir simulation system, the system comprising:
a processor;
a non-transitory storage medium accessible by the processor; and
software instructions stored on the storage medium and executable by the processor for:
applying a coarse grid to a reservoir, the coarse grid having a plurality of coarse grid blocks;
identifying a fracture of interest disposed in the reservoir;
determining a fine grid zone around the fracture based upon a time period for simulation of the reservoir, porosity of a region adjacent the fracture and permeability of the region adjacent the fracture; and
applying a fine grid to the coarse grid blocks encompassed by the fine grid zone,
wherein determining the fine grid zone includes calculating a distance X val away from the fracture in accordance with the equation:

X
val

=

10
a

*

time
*
k

Assignees

• Gorell Sheldon
• Kumar Amit
• Landmark Graphics Corp

Inventors

• Gorell Sheldon
• Kumar Amit

Classifications

• G01V1/302

  in 3D data cubes · CPC title

• G06F30/20

  Design optimisation, verification or simulation (optimisation, verification or simulation of circuit designs G06F30/30) · CPC title

• G01V2210/66

  Subsurface modeling · CPC title

• G01V9/005

  by thermal methods, e.g. after generation of heat by chemical reactions · CPC title

• G01V1/30 Primary

  Analysis (G01V1/50 takes precedence) · CPC title