Page 328 - High Temperature Solid Oxide Fuel Cells Fundamentals, Design and Applications
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304  High Temperature Solid Oxide Fuel Cells: Fundamentals, Design and AppIications


          electrochemical reactions. These reactions are not always simple: methane fuel,
          for example, in the presence of steam may undergo steam reforming upstream of
          the electrode reaction  sites, so the  overall heat  generation  may  be  due to  a
          multitude of anode reactions such as
              H2 + 02- ---t  H20 + 2e-                                     (1 5a)








              CO+H2O  -+ C02+H2                                            (1 5d)

            The cathode reaction, on the other hand, has a single stoichiometry:
              1/202 + 2e-  + 02-                                           (1 5e)


            The heat source is related to the enthalpy change of  the reactions, and the
          free-energy  change  of  reactions  (15a)  and  (15b)  combined  with  (15e)
          determines the fuel cell Nernst potential. If  chemical equilibrium is achieved in
          the system, the fuel composition, heat generation, and Nernst potential can be
          determined  from thermodynamic  theory.  However,  chemical  equilibrium  is
          usually  not  attained. In  such cases, fuel composition and other  information
          cannot be rigorously determined and must be approximated. The details of the
          reaction mechanism are complicated and usually not well understood, both for
          electrochemical and chemical reactions.
            For  example,  anodic  hydrogen  oxidation  probably  involves  dissociative
          hydrogen  adsorption  on  the  electrocatalyst  (e.g.,  nickel)  surface,  surface
          diffusion of hydrogen adatoms, electron transfer under oxidation of H adatoms
          by  an oxide ion at an adjacent active reaction site, and desorption of  the H20
          molecule formed. Unstable and bulk unknown species such as OH may function
          as reaction intermediates. In chemical reactions, too, intermediates may play
          a role. Partial oxidation pathways for CH4 may exist: e.g., CH4+0 + CH20+H2
          and CH4+0 -+  CH30H, resulting in the formation of chemicals such as CH30H or
          CH2O  with  concomitant  energy  loss  for  the  SOFC.  Similarly,  reaction
          intermediates such as 0 adatoms or adions may play a role.
            Therefore, when equilibrium cannot be plausibly assumed, apparent kinetic
          parameters  (effective rate  constants)  must  be  used  to  express  the  reaction
          rate.  The parameters  that describe the electrochemical reaction  rate include
          the  above-mentioned  exchange  current  density, the  transfer  coefficient, the
          activation enthalpy, and the pre-exponential factor as well as the reaction order
          of  the species involved. These parameters are not necessarily related to a single
          rate-determining  step,  as  is  often  assumed  in  electrochemical  theory.  By
          investigating i-q  curves as functions of  electrode potential, temperature, and
          concentration  of  the reacting species, insight may be gained into the reaction
          mechanism and microscopic transport processes (such as surface diffusion) that
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