Page 166 - Thermodynamics of Biochemical Reactions
P. 166

9.5 Nitrogenase Reaction   165


         Table 9.4   Continued



                               GSSG2- + 2H'  + 2e-  = 2GS-
                             glutathioneox + 2e-  = 2glutathione,,,
         I=OM          - 0.1565    -0.2156     -0.2737     - 0.3243    - 0.3491
         I = 0.25 M    - 0.1692    -0.2280     - 0.2845    -0.3261     -0.3395
         I  = 0.25 M   - 0.1732    -0.2320     - 0.2876    - 0.3254    -0.3359
                                 TRox + 2e-  = TRre,H02-
                             Thioredoxinox + 2e-  = thioredoxinre,
         /=OM           - 0.1643   -0.2234     -0.281  5   -0.3323     -0.3570
         I  = 0.25 M    -0.1707    - 0.2296    -0.2871     -0.3325     - 0.3474
         I = 0.25 M     -0.1727    -0.2317     -0.2888     -0.3318     - 0.3438

         Source: With  permission  from  R. A. Alberty, Arch. Biochern. Biophys.  389, 94-109  (2001).
         Copyright Academic  Press.




            9.5  NITROGENASE REACTION

         The nitrogenase  reaction  (EC  1.18.6.1) involves  three  biochemical  reactions:  (1)
         the fixation of  molecular  nitrogen, (2) the hydrogenase reaction  when molecular
         nitrogen  is absent (EC 1.18.99.1), and (3) the hydrolysis of  ATP to ADP. About
         15 moles of ATP are hydrolyzed per mole of nitrogen fixed (Burris, 1991), but this
         amount  varies  with  the  pH  and  temperature.  This  is  why  it  is  not  based  on
         conservation of  atoms. It  has been  suggested  (Alberty,  1994) that the role of  the
         hydrolysis of ATP is to supply the hydrogen ions required in the fixation reaction
         so  that  the  catalytic  site  does  not  become  alkaline.  The  apparent  reduction
         potentials  in  the  nitrogenase  reaction  are  of  special  interest  because  of  the
         importance of  nitrogen  fixation and because of  the extraordinarily  large effect of
         pH  on  the  apparent  equilibrium  constant  for  the  fixation  of  nitrogen.  The
         chemical reaction for the fixation reaction is
                 N,(g  or aq) + 10H'  + 8Fd,,,  = 2NHl + H,(g  or as) + 8Fd0:   (9.5-1)

         where  Fd,,,  and  Fd,;  represent  the reactive  site  of  the  protein  ferredoxin. Note
         that  a  mole  of  H,  is  produced  for each  mole  of  N,  converted  to ammonia.  N,
         and H,  can be in gaseous or aqueous states. Strombaugh et al. (1976) found that
         the standard apparent reduction potentials  of  eight  ferredoxins at 298.15 K  and
         pH 7 ranged from  -0.377  V to -0.434  V, and so apparent equilibrium constants
         for biochemical reactions involving ferredoxin will depend on the ferredoxin used.
         The calculations here have been made with E'O  = - 0.403 V, which was obtained
         for Claustridium pasteurianum. Since other ferredoxins have different values of E'O,
         different  apparent  equilibrium  constants  will  be  obtained.  Since  E'O  for  this
         ferredoxin is independent of pH in the range 6.1 to 7.4 (Tagawa and Arnon, 1968),
         it is  assumed  that  there  are no acid  groups  in  the  reactive  site with  pKs in  the
         range considered here. Reaction  9.5-1 is referred  to as a reference reaction, and it
         can  be  balanced  with  NH,  rather  than NH;.  When  the  pH is in the neighbor-
         hood  of  9  and higher,  it  is  necessary  to include  the  acid  dissociation  of  NH;
          (pK  = 9.25) in calculating the equilibrium  composition.
             When the pH is specified, the fixation of molecular nitrogen is represented by
          the following biochemical reaction:
            N,(g  or as) + 8 ferredoxin,,,  = 2 ammonia + H,(g  or as) + 8 ferredoxin,,

                                                                          (9.5-2)
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