Difference between revisions of "Water salinity from density equation"

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== References ==
 
== References ==
 
<references>
 
<references>
<ref name=Vogel>{{cite journal
+
<ref name=M1990>{{cite book
  |last1= Vogel |first1=J. V.
+
  |last1=McCain|first1=W.D. Jr.
  |title=Inflow Performance Relationships for Solution-Gas Drive Wells
+
  |title=Properties of Petroleum Fluids
  |journal=Journal of Petroleum Technology
+
|edition=2
  |volume=20
+
|date=1990
  |number=SPE-1476-PA
+
  |publisher=PennWell Corp.
  |date=1968
+
  |place=Oklahoma
 +
  |url=http://www.pennwellbooks.com/petroleum/oil-gas-production/the-properties-of-petroleum-fluids-2nd-edition/
 +
  |ISBN=978-0878143351
 +
}}</ref>
 
}}</ref>
 
}}</ref>
  

Revision as of 12:26, 30 September 2020

Water salinity from density equation

Water salinity from density equation

Math and Physics

 C_{mg/l} = 10e7 (SG_w - 1) / 7.8216

Nomenclature

 B = formation volume factor, bbl/stb
 J_D = dimensionless productivity index, dimensionless
 kh = permeability times thickness, md*ft
 \bar{P} = average reservoir pressure, psia
 P_{\bar{P}} = average reservoir pseudopressure, psia2/cP
 P_{wf} = well flowing pressure, psia
 P_{P_{wf}} = average well flowing pseudopressure, psia2/cP
 q = flowing rate, stb/d
 q_g = gas rate, MMscfd
 T = temperature, °R

References

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See also

141.2 derivation
Darcy's law
JD
Production Potential