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Module Properties of Natural Gas and Condensates (I) Volumetric Factors (B o and B g ) The formation volume factor of a natural gas (B g ) relates the volume of 1 lbmol of gas at reservoir conditions to the volume of the same lbmol of gas at standard conditions, as follows: (18.5) Those volumes are, evidently, the specific molar volumes of the gas at the given conditions. The reciprocal of the specific molar volume is the molar density, and thus, Equation (18.5) could be written: (18.6) Introducing the definition for densities in terms of compressibility factor, (18.7) Therefore, recalling that , [RCF/SCF](18.8) Gas formation volume factors can be also expressed in terms of [RB/SCF]. In such a case, 1 RB = 5.615 RCF and we write: [RCF/SCF](18.9) The formation volume factor of an oil or condensate (B o ) relates the volume of 1 lbmol of liquid at reservoir conditions to the volume of that liquid once it has gone through the surface separation facility.

Bo and Bg CALCULATIONS

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FUNCTION FOR FORMATION VOLUME FACTORS FOR OIL RESERVOIRS AND GAS RESERVOIRS

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Page 1: Bo and Bg CALCULATIONS

Module Properties of Natural Gas and Condensates (I)

Volumetric Factors (Bo and Bg)

The formation volume factor of a natural gas (Bg) relates the volume of 1 lbmol of gas at reservoir conditions to the volume of the same lbmol of gas at standard conditions, as follows:

(18.5)

Those volumes are, evidently, the specific molar volumes of the gas at the given conditions. The reciprocal of the specific molar volume is the molar density, and thus, Equation (18.5) could be written:

(18.6)

Introducing the definition for densities in terms of compressibility factor,

(18.7)

Therefore, recalling that ,

   [RCF/SCF](18.8)

Gas formation volume factors can be also expressed in terms of [RB/SCF]. In such a case, 1 RB = 5.615 RCF and we write:

  [RCF/SCF](18.9)

The formation volume factor of an oil or condensate (Bo) relates the volume of 1 lbmol of liquid at reservoir conditions to the volume of that liquid once it has gone through the surface separation facility.

(18.10)

The total volume occupied by 1 lbmol of liquid at reservoir conditions (Vo)res can be calculated through the compressibility factor of that liquid, as follows:

Page 2: Bo and Bg CALCULATIONS

   where n = 1 lbmol,(18.11)

Upon separation, some gas is going to be taken out of the liquid stream feeding the surface facility. Let us call “nst” the moles of liquid leaving the stock tank per mole of feed entering the separation facility. The volume that 1 lbmol of reservoir liquid is going to occupy after going through the separation facility is given by:

(18.12)

Here we assume that the last stage of separation, the stock tank, operates at standard conditions. Introducing Equations (18.12) and (18.11) into (18.10), we end up with:

(18.13)

or,

   [RB/STB](18.14)

Please notice that (Zo)sc — unlike Zsc for a gas — is never equal to one. Oil formation volume factor can be also seen as the volume of reservoir fluid required to produce one barrel of oil in the stock tank.