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Fixed Pressure Factor Calculator

AGA Report No. 3 · AGA-7 · API MPMS 14.3

Gas Volume Correction Calculator
Calculates the Fixed Pressure Factor (FPF) to correct measured gas volumes to base (standard) conditions per AGA Report No. 3 and AGA-7. The FPF accounts for pressure, temperature, and compressibility differences between flowing and base conditions—essential for accurate custody transfer metering and sales accounting.

Base Conditions

psia
°F
-
Contract base: 14.73 psia @ 60°F (common US); 14.696 psia also used

Meter Conditions

psig
°F
Mcf
Tip: Enter flowing conditions measured at the meter location

Elevation & Corrections

ft
FPF = Fpv × Ftf × Fgr
(Pressure × Temperature × Supercompressibility)

About This Calculator

Calculates the Fixed Pressure Factor (FPF) to convert gas volumes measured at flowing conditions to standard base conditions per AGA Report No. 3 and AGA-7.

FPF Components:

  • Fpv (Pressure): Pf/Pb ratio correction
  • Ftf (Temperature): Tb/Tf absolute temp ratio
  • Fgr (Supercompressibility): Zb/Zf real gas correction

Common Base Conditions:

  • US Standard: 14.73 psia @ 60°F
  • Alt. Standard: 14.696 psia @ 60°F
  • Canada: 14.696 psia @ 15°C (59°F)

Frequently Asked Questions

What is the Fixed Pressure Factor (FPF) in gas measurement?

The Fixed Pressure Factor corrects gas volumes measured at flowing conditions to standard base conditions per AGA Report No. 3 and AGA-7. It combines pressure, temperature, and supercompressibility corrections into a single multiplier: FPF = Fpv × Ftf × Fgr.

What are the standard base conditions for gas measurement in the US?

The most common US base conditions are 14.73 psia at 60°F per AGA and GPSA conventions. An alternate standard of 14.696 psia at 60°F is also used. Canada typically uses 14.696 psia at 15°C (59°F).

What is the supercompressibility factor in gas volume correction?

The supercompressibility factor (Fgr or Fpv²) corrects for real gas behavior by accounting for the ratio of compressibility factors at base and flowing conditions (Zb/Zf). At higher pressures, this correction becomes increasingly significant for accurate volume measurement.

Why is elevation important for Fixed Pressure Factor calculations?

Elevation affects the atmospheric pressure used to convert gauge pressure readings to absolute pressure. At higher elevations, lower atmospheric pressure means a given gauge reading represents less absolute pressure, which directly impacts the pressure correction factor.