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122                        Advanced gas turbine cycles

          7.5.2. Regenerative feed heating

             For a comprehensive discussion on feed heating in a CCGT plant, readers may refer to
          Kehlhofer’s excellent practical book on CCGTs [2]; a summary of this discussion is given
          below.
             Kehlhofer  takes  the  gas  turbine  as  a  ‘given’ plant  and  then  concentrates  on  the
          optimisation of the steam plant. He discusses the question of the limitation on the stack and
          water entry temperatures in some detail, their interaction with the choice of p, in a single
          pressure steam cycle, and the choice of two values of pc in a dual pressure steam cycle.
          Considering the economiser of the HRSG he also argues that the dewpoint of the gases at
          exhaust from the HRSG must be less than the feed-water entry temperature; for sulphur
          free fuels the water dewpoint controls, whereas for fuels with sulphur a ‘sulphuric acid’
          dewpoint (at a higher temperature) controls. Through these limitations on the exhaust gas
          temperature, the choice of fuel with or without sulphur content (distillate oil or natural gas,
          respectively) has a critical influence ab initio on the choice of the thermodynamic system.
             For the simple single pressure system with feed heating, Kehlhofer first points out that
          the amount of steam production (M,) is controlled by the pinch point condition if the steam
          pressure  (p,) is  selected,  as  indicated  earlier  (Eq. (7.21)).  However,  with  fuel  oil
          containing sulphur, the feed-water temperature at entry to the HRSG is set quite high (Tb is
          about 130°C), so the heat that can be extracted from the exhaust gases beyond the pinch
          point [M,(h, - hb)] is limited. As shown by Rufli, the condensate can be brought up to Tb
          by  a  single stage of  bled  steam heating, in  a direct contact heater, the  steam tapping
          pressure being set approximately by the temperature Tb.
             Kehlhofer then suggests that more heat can be extracted from the exhaust gases, even if
          there is a high limiting value of Tb (imposed by use of fuel oil with a high sulphur content).
          It is thermodynamically better to do this without regenerative feed heating, which leads to
          less work output from the steam turbine. For a single pressure system with a pre-heating
          loop, the extra heat is extracted from the exhaust gases by steam raised in a low pressure
          evaporator  in  the  loop  (as  shown  in  Fig.  7.8,  after  Wunsch  [ll]). The  evaporation
          temperature will be set by the ‘sulphuric acid’ dewpoint (and feed water entry temperature
          Tb  = 130°C). The irreversibility involved in raising the feed water to temperature Tb is
          split between that arising from the heat transfer from gas to the evaporation (pre-heater)
          loop  and  that  in  the  deaeratodfeed  heater.  It  is  shown  in  Ref.  [I]  that  the  total
          irreversibility is just the same as that which would have occurred if  the water had been
          heated from condenser temperature entirely in the HRSG. Thus, the simple method of
          calculation described at the beginning of Section 7.5.1  (with no feed water heating and
          Tb = T,) is valid.
            Kehlhofer explains that the pre-heating loop must be designed so that the heat extracted
          is sufficient to raise the temperature of the feed water flow from condenser temperature T,
          to T,! (see Fig. 7.6). The available heat increases with live steam pressure (pc), for selected
          Tb(=  T,) and given gas turbine conditions, but the heat required to preheat the feed water is
          set by (T,! - T,). The live steam pressure is thus determined from the heat balance in the
          pre-heater if the heating of the feed water by bled steam is to be avoided; but the optimum
          (low) live steam pressure may not be achievable because of  the requirement set by this
          heat balance.
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