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Oil in place: Difference between revisions

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Oil in place (OIP), or oil-in-place (not to be confused with original oil-in-place) is the estimated amount of oil in a reservoir. A variety of techniques, combined with mathematical equations, is used to determine OIP. Only a fraction of the OIP, called the recovery factor, can be recovered from a reservoir.
[[Oil_in_place]] (OIP), or oil-in-place (not to be confused with original oil-in-place) is the estimated amount of oil in a reservoir. A variety of techniques, combined with mathematical equations, is used to determine OIP. Only a fraction of the OIP, called the recovery factor, can be recovered from a reservoir.


== Estimation of oil in place ==
== Estimation of oil in place ==
The technique used to estimate the OIP in a given reservoir depends on the type of reservoir and the stage of oil recovery.


===Volumetric balance equation===
The technique used to estimate the OIP in a given reservoir depends on the type of reservoir and the stage of oil recovery.
When fluids are withdrawn from a petroleum reservoir, the space left behind is filled partly by the expansion of the remaining fluids and rock and partly by the flood of water from an adjacent aquifer, if there is one. The volumetric balance equation (VBE) is an expression of this statement. In simplified form, the VBE states:  
 
=== Volumetric balance equation ===
 
When fluids are withdrawn from a petroleum reservoir, the space left behind is filled partly by the expansion of the remaining fluids and rock and partly by the flood of water from an adjacent aquifer, if there is one. The volumetric balance equation (VBE) is an expression of this statement. In simplified form, the VBE states:


:'''Z = AX = BY'''
:'''Z = AX = BY'''
Line 17: Line 19:
:'''Y= Water Influx function'''
:'''Y= Water Influx function'''


=== Statistical confidence intervals===
=== Statistical confidence intervals ===
 
=== Restored-state method ===


===Restored-state method===
=== Materials balance method ===


===Materials balance method===
=== Production decline curve method ===


===Production decline curve method===
=== Software ===


===Software===
== References ==


==References==
Use this section for citation of items referenced in the text to show your sources. [The sources should be available to the reader, i.e., not an internal company document.]
Use this section for citation of items referenced in the text to show your sources. [The sources should be available to the reader, i.e., not an internal company document.]


==Noteworthy papers in OnePetro==
== Noteworthy papers in OnePetro ==
 
Use this section to list papers in OnePetro that a reader who wants to learn more should definitely read
Use this section to list papers in OnePetro that a reader who wants to learn more should definitely read


==External links==
== External links ==
 
Use this section to provide links to relevant material on websites other than PetroWiki and OnePetro
Use this section to provide links to relevant material on websites other than PetroWiki and OnePetro


==See also==
== See also ==
 
Use this section for links to related pages within PetroWiki, including a link to the original PEH text where appropriate
Use this section for links to related pages within PetroWiki, including a link to the original PEH text where appropriate

Revision as of 18:45, 5 August 2015

Oil_in_place (OIP), or oil-in-place (not to be confused with original oil-in-place) is the estimated amount of oil in a reservoir. A variety of techniques, combined with mathematical equations, is used to determine OIP. Only a fraction of the OIP, called the recovery factor, can be recovered from a reservoir.

Estimation of oil in place

The technique used to estimate the OIP in a given reservoir depends on the type of reservoir and the stage of oil recovery.

Volumetric balance equation

When fluids are withdrawn from a petroleum reservoir, the space left behind is filled partly by the expansion of the remaining fluids and rock and partly by the flood of water from an adjacent aquifer, if there is one. The volumetric balance equation (VBE) is an expression of this statement. In simplified form, the VBE states:

Z = AX = BY

where:

Z= Total fluid withdrawals in MMRB
A= Original Active Oil=in-Place in MMRB
X= Unit Expansion
B= Water Influx Constant
Y= Water Influx function

Statistical confidence intervals

Restored-state method

Materials balance method

Production decline curve method

Software

References

Use this section for citation of items referenced in the text to show your sources. [The sources should be available to the reader, i.e., not an internal company document.]

Noteworthy papers in OnePetro

Use this section to list papers in OnePetro that a reader who wants to learn more should definitely read

External links

Use this section to provide links to relevant material on websites other than PetroWiki and OnePetro

See also

Use this section for links to related pages within PetroWiki, including a link to the original PEH text where appropriate