Difference between revisions of "McCain Oil Formation Volume Factor equation"

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(Math & Physics)
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== Math & Physics ==
 
== Math & Physics ==
  
:<math>B_o = \frac{\rho_{STO}+1.22117R_s SG_g}{\rho_{oR}}</math><ref name=PracticalPVT/>
+
:<math>B_o = \frac{\rho_{STO}+1.22117\R_s\ SG_g}{\rho_{oR}}</math><ref name=PracticalPVT/>
  
 
== Example. Calculation of the oil density ==
 
== Example. Calculation of the oil density ==

Revision as of 10:47, 28 September 2020

McCain Oil Formation Volume Factor equation

McCain equation is determined from material material balance equation based on the definition of the oil formation volume factor[1].

File:McCain Oil Formation Volume Factor equation
McCain Oil Formation Volume Factor equation in the PVT Software

Math & Physics

B_o = \frac{\rho_{STO}+1.22117\R_s\ SG_g}{\rho_{oR}}[2]

Example. Calculation of the oil density

Example source [3]

Input data

R_s = 53.24 sm3/sm3
SG_o = 0.85 or 35 API
SG_g = 0.75
T = 90C or 363K
P = 10 MPa

Calculate oil density at p = 10 MPa?

Solution

\rho_o = 749.645 kg/m3

The solution is available in the online PVT calculator software model at www.pengtools.com

Application range

  2.35 \le R_s \le 322
  0.754 \le SG_o \le 0.989
  0.555 \le SG_g \le 1.245
  21.1 \le T, C \le 160

Nomenclature

 B_o = oil formation volume factor, rm3/sm3
 R_s = solution gas-oil ratio, sm3/sm3
 SG_g = gas specific gravity, dimensionless
 \rho_{oR} = oil density at reservoir conditions, kg/m3
 \rho_{STO} = stock tank oil density, kg/m3

References

  1. McCain, W.D. Jr. (1990). Properties of Petroleum Fluids (2 ed.). Oklahoma: PennWell Corp. ISBN 978-0878143351. 
  2. Afanasyev, Vitaliy; Moskvin, Igor; Wolcott, Ken; McCain, W.D. (2004). "Practical PVT Calculations for black oils". YUKOS publication. 
  3. Wolcott, Don (2009). Applied Waterflood Field DevelopmentPaid subscription required. Houston: Energy Tribune Publishing Inc.