Velarde solution gas oil ratio correlation
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Contents
Brief
Velarde correlation is the fitting equation of the classic Standing and Katz [1] gas compressibility factor correlation.
Math & Physics
where:
A0 = 1.8653e-4
A1 = 1.672608
A2 = 0.929870
A3 = 0.247235
A4 = 1.056052
B0 = 0.1004
B1 = -1.00475
B2 = 0.337711
B3 = 0.132795
B4 = 0.302065
C0 = 0.9167
C1 = -1.48548
C2 = -0.164741
C3 = -0.09133
C4 = 0.047094
Discussion
Why the Velarde correlation?
Workflow
To solve the Dranchuk equation use the iterative secant method.
To find the pseudo critical properties from the gas specific gravity [1]:
Application range
and
Nomenclature
- = coefficients
- = reduced density, dimensionless
- = pressure, psia
- = pseudo critical pressure, psia
- = pseudoreduced pressure, dimensionless
- = gas specific gravity, dimensionless
- = temperature, °R
- = pseudo critical temperature, °R
- = pseudoreduced temperature, dimensionless
- = oil API gravity, dimensionless
- = gas compressibility factor, dimensionless
References
- ↑ 1.0 1.1 Standing, M. B.; Katz, D. L. (December 1942). "Density of Natural Gases". Transactions of the AIME. Society of Petroleum Engineers. 146 (SPE-942140-G).
- ↑ 2.0 2.1 2.2 Dranchuk, P. M.; Abou-Kassem, H. (July 1975). "Calculation of Z Factors For Natural Gases Using Equations of State". The Journal of Canadian Petroleum. 14 (PETSOC-75-03-03).