Page 55 - Chemical equilibria Volume 4
P. 55

the condition [2.17] is always satisfied because the molar fraction is always
                           less than 1.              Properties of States of Physico-Chemical Equilibrium     31
                             On the other hand, if:

                                  i ∑
                                 ν <    ν j                                              [2.19]
                                       j
                             The system evolves in the direction of consumption of the product added
                           only if condition [2.14] is satisfied. On the other hand, if condition [2.14] is
                           not fulfilled, the system  reacts in the opposite direction, meaning that it
                           produces the component added.

                             This case is encountered during the synthesis of ammonia by the reaction:
                                 N + 3H =  2NH 3                                         [2R.1]
                                        2
                                  2
                           because in this case, we have:
                                 ∑ ν =− 2
                                    j
                                  j
                             If we add hydrogen, the equilibrium always shifts to the right. However,
                           if we add nitrogen, the equilibrium shifts to the right only in the case where,
                           in the initial equilibrium state, according to relation [2.14], we have a molar
                           fraction of nitrogen less than 0.5.


                             Third case: if we have:
                                 ∑ ν > 0                                                 [2.20]
                                    j
                                  j
                             – if the component added is a reagent, its algebraic stoichiometric number
                           is negative, and relation [2.14] leads to ℜ> if:
                                                                '0
                                ν
                                  i  < ∑ ν                                               [2.21]
                                 x      k
                                  i   k
                             This condition is always satisfied because we have:

                                ν < 0 ,  x >   and   ∑ ν > 0
                                           0
                                                      j
                                  i
                                        i
                                                   j
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