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Phase Behavior and ThermodynamicsFluid Properties

Standing Live Oil Density Correlation Formula

ρo=62.4γo+0.0136Rsγg0.972+0.000147(Rsγg/γo+1.25t)1.175\rho_o=\frac{62.4\gamma_o+0.0136R_s\gamma_g}{0.972+0.000147\left(R_s\sqrt{\gamma_g/\gamma_o}+1.25t\right)^{1.175}}

Standing Live Oil Density Correlation calculates live oil density for fluid properties workflows in phase behavior and thermodynamics.

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How engineers use this formula

Use this formula when the listed inputs (gamma_o, R_s, gamma_g, t) are known and the assumptions behind the cited fluid properties relationship match the engineering case being checked.

Assumptions

  • Input values are representative for the well, reservoir, fluid, or equipment case being evaluated.
  • The declared units match the field-unit constants used in the formula.
  • The cited formula applies to the selected petroleum engineering workflow.

Limitations

  • The calculation does not replace a full engineering model or operating procedure.
  • Accuracy depends on the source correlation, assumptions, input quality, and unit consistency.

Common mistakes

  • Mixing unit systems without converting the inputs.
  • Using default example values as field recommendations.
  • Applying the formula outside the source assumptions.

Default example

Using the default inputs, rho_o equals 44.001516 lb/ft^3.

gamma_odimensionless

0.85

R_sSCF/STB

600

gamma_gdimensionless

0.75

tF

180

Inputs

gamma_o

dimensionless

Stock-Tank Oil Specific Gravity

R_s

SCF/STB

Solution Gas-Oil Ratio

gamma_g

dimensionless

Gas Specific Gravity

t

F

Temperature

Outputs

rho_o

lb/ft^3

Live Oil Density

F_standing

dimensionless

Standing Correlating Parameter

B_o_standing

bbl/STB

Standing Oil Formation Volume Factor Term

Source and review

reviewed

Boyun Guo, William C. Lyons, and Ali Ghalambor. Petroleum Production Engineering: A Computer-Assisted Approach, Page 2/20.

Source

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