Page 168 - Well Logging and Formation Evaluation
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158               Well Logging and Formation Evaluation

                                     Table 11.1.1
                                  Properties of gasses
                                      Molecular Mass
          Gas           Formula         (kg/kmol)        P c (N/m ) 2  T c (K)

          Methane        CH 4             16            4.61*10 6      191
          Ethane         C 2H 6           30            4.88*10 6      306
          Propane        C 3H 8           44            4.25*10 6      370
          Nitrogen       N 2              28             3.4*10 6      126



            T c = 100  +167* g                                      (11.1.7)


          where g is the specific gravity of the gas, defined as:

            g= (density of gas at standard conditions )
                (density of air at standard conditions ).           (11.1.8)


            Exercise 11.1. Density of Air


          Calculate the density of air at standard conditions: temperature = 15.5°C,
          pressure = 1atm. The molecular mass of air should be taken as 29kg/kmol.


            The gas expansion factor (E) relates the volume of a fixed number of
          moles of gas at standard conditions relative to reservoir conditions. It is
          defined as:

          E = volume at standard conditions  (15.5 ∞C,1.10325*10 5  N m 2 )
              volume at reservoir conditions.                       (11.1.9)

          Using equation 11.1.4, it can be shown that:

                     *
                             ( *
                 .
            E = 1 965 10 -4  P Z T)                                (11.1.10)
                          2
          where P is in N/m and T is in K. Very often you will see this equation in
          oilfield units, in which case it becomes:
                         Z T)
            E = 35 37* P  ( *                                      (11.1.11)
                  .
          where P is in bar and T is in Rankine (°R = °F + 460 = °K*1.8).
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