Page 67 - Advanced Gas Turbine Cycles
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Chapter 3.  Basic guas  turbine cycles         43

       3.4.  Computer calculations for open circuit gas turbines

         Essentially, the  analytical approach outlined above for the open circuit gas turbine
       plants is that used in modem computer codes. However, gas properties, taken from tables
       such as those of Keenan and Kaye [6], may be stored as data and then used directly in a
       cycle calculation. Enthalpy changes are then determined directly, rather than by mean
       specific heats over temperature ranges (and the estimation of n and n'), as outlined above.
         A series of calculations for open circuit gas turbines, with realistic assumptions for
       various parameters, have been made using a code developed by Young [7],  using real gas
       tables.  These  illustrate  how  the  analysis  developed  in  this  chapter  provides  an
       understanding of,  and  guidance to,  the  performance of  the  real  practical  plants.  The
       subscript G here indicates that the real gas effects have been included.


       3.4.1.  The [CBTIIG plant

         Fig.  3.13  shows  the  overall  efficiency  for  the  [CBTIIG plant  plotted  against  the
       isentropic temperature ratio for various maximum temperatures T3 (and 6 = T3/T,, with
       TI = 27°C (300 K)). The following assumptions are also made:
         polytropic efficiency, qp = 0.9 for compressor and turbine;
         pressure loss fraction in combustion 0.03;
         fuel (methane) and air supplied at  1 bar, 27°C (300 K).
         This figure may be compared with Fig. 3.3 (which showed the a/s efficiency of plant
       [CHT],  as  a  function  of  x  only)  and  Fig.  3.9  (which  showed  the  a/s  efficiency  of


             60


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             30
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           A
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             0
               1      I .5    2      2.5     3      3.5    4      4.5     5
                                 ISENTROPIC TEMPERATURE RATD
       Fig. 3.1 3.  Overall efficiency of [CBTIlo cycle as a function of pressure ratio r with 7'3  (and temperature ratio e) as
                                       a parameter.
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