Page 184 - Advanced Gas Turbine Cycles
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150                        Advanced gas turbine cycles

          temperature  1 250°C  (after  turbine  cooling),  which  with  the  selected turbomachinery
          efficiencies leads to a recuperation temperature and a pressure level of about 600°C and
          15 bar,  respectively.  These  enable  the  molal  concentrations  after  reforming  to  be
          calculated, as explained in Section 8.5.2. a (the conversion rate) is determined as 0.373
          and p as 0.190, so the concentrations after reforming are as follows: CI-L,,  8.1 %; CO, 0.4%;
          H2, 19%; C02, 4.5%; H20, 68%. Thus, with 37.3% of the CH4 converted, it follows that
          the heat transferred from the exhaust gas is about  110 kJ  and the heating value of  the
          resultant reformed syngas is 0.164 [CV],  = 1.15 MJ, where [CV],  = 7.02 MJkg is the
          syngas calorific value. Calculation of the remaining part of the cycle is straightforward.
            The  heating  value  of  the  gas  supplied for combustion is enhanced by  about  10%
          (although the calorific value is substantially reduced compared to the methane supplied,
          from some 50 to 7 MJkg). This is mainly due to the large concentration of hydrogen, as
          indicated  in  the  equilibrium  concentrations  of  the  gases  following  the  reforming.
          However, the thermal efficiency of the cycle is given by the work output divided by the
          calorific value of the original methane fuel supplied and is 47.6%.
            Lloyd  carried  out  a  range  of  similar  calculations,  for  differing  thermodynamic
          parameters; the results are presented in Fig. 8.12 in comparison with those for a basic
          STIG cycle with the same parameters of pressure ratio and maximum temperature. There
          is indeed similarity between the two sets, with the TCR plant having a higher efficiency.
          It  is noteworthy that  both  cycles obtain high  thermal efficiency at  quite low pressure
          ratios  as  one  would  expect  for  what  are  essentially CBTX  recuperative gas  turbine
          cycles.
            Newby et al. [6] also studied a steaflCR cycle with similar parameters and steadair
          ratio. They calculated an efficiency of 48.7%, compared with 35.7% for a comparable CBT
          plant, 45.6% for a STIG plant and 56.8% for a CCGT plant, all for similar pressure ratios
          and top temperatures.
            Fig. 8.13 shows Cycle B2, a development of Lloyd’s simple steam!TCR cycle for C02
          removal, as proposed by Lozza and Chiesa [7]. However, this is a CCGT plant in which the
          syngas produced by  the steam reformer is cooled and then fed to a chemical absorption
          process. This enables both water and C02 in the syngas to be removed and a hydrogen rich
          syngas to be fed to the combustion chamber.
            After allowing for the performance penalties arising from the C02 removal, Lozza and
          Chiesa estimated  an  efficiency of  46.1%,  for  a  maximum  gas turbine temperature of
          1641 K and a pressure ratio of  15  (compared with the basic CCGT plant efficiency of
          56.1  %). They concluded that the plant cannot compete, in terms of electricity price, with a
          semi-closed combined cycle with C02 removal (Cycle A2).

          8.6.2.2. The Jlue gas thermo-chemically  recuperated  (FGITCR) cycle
            A second type of CRGT plant involving modification of  the fuel before combustion
          (Cycle B3) is shown in Fig. 8.14. Now some part of the exhaust from the turbine (which
          contains water vapour) is recirculated to the reformer where the fuel is modified. Thus this
          FG/TCR  cycle  has  an  element  of  the  semi-closed  cycle  plus  modification  of  the
          combustion process. The chemical process involved in this cycle has been described in
          Section 8.5.4, but there is now no simple comparison that can be made between the FG/
          TCR cycle and the basic STIG cycle, as described in Section 8.6.2. I.
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