Difference between revisions of "Vogel's IPR"
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[[Vogel's IPR]] is the default [[IPR]] correlation for the '''oil wells''' in the [[:Category:PQplot|PQplot]]. | [[Vogel's IPR]] is the default [[IPR]] correlation for the '''oil wells''' in the [[:Category:PQplot|PQplot]]. | ||
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==Math and Physics== | ==Math and Physics== | ||
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===Combination single phase liquid and [[Vogel's IPR]]=== | ===Combination single phase liquid and [[Vogel's IPR]]=== | ||
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| + | == Why [[Vogel's IPR]]? == | ||
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| + | {{Quote| text = Vogel's IPR solution has been found to be very good and is widely used in prediction of IPR curves. | source = Kermit Brown et al<ref name=KermitBrown1984 />}} | ||
==IPR calculator software== | ==IPR calculator software== | ||
Revision as of 08:28, 5 April 2019
Contents
Vogel's Inflow Performance Relationship
Vogel's IPR[1]
Vogel's IPR is an empirical two-phase (oil + gas) inflow performance relationship correlation published in 1968 [1].
Vogel's IPR is based on computer simulations to several solution gas drive reservoirs for different fluid and reservoir relative permeability properties.
Vogel's IPR is the default IPR correlation for the oil wells in the PQplot.
Math and Physics
Vogel's IPR equation
Combination single phase liquid and Vogel's IPR
Why Vogel's IPR?
Vogel's IPR solution has been found to be very good and is widely used in prediction of IPR curves.— Kermit Brown et al[2]
IPR calculator software
- PQplot nodal analysis software is used to calculate the IPR curves. PQplot is available online at www.pengtools.com.
- Excel
- other
Nomenclature
= formation volume factor, bbl/stb
= dimensionless productivity index, dimensionless
= permeability times thickness, md*ft
= average reservoir pressure, psia
= average reservoir pseudopressure, psia2/cP
= well flowing pressure, psia
= average well flowing pseudopressure, psia2/cP
= flowing rate, stb/d
= gas rate, MMscfd
= temperature, °R
Greek symbols
= viscosity, cp
References
- ↑ 1.0 1.1 Vogel, J. V. (1968). "Inflow Performance Relationships for Solution-Gas Drive Wells". Journal of Petroleum Technology. 20 (SPE-1476-PA).
- ↑ Brown, Kermit (1984). The Technology of Artificial Lift Methods. Volume 4. Production Optimization of Oil and Gas Wells by Nodal System Analysis. Tulsa, Oklahoma: PennWellBookss.
