Page 150 - Chemical equilibria Volume 4
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126     Chemical Equilibria
                           NOTE  4.3.– it is important not to confuse the bond energy, which is  an
                           average value, with the energy of  dissociation of that bond, which is the
                           energy needed to break the bond in a given compound. For example, the
                           energy of dissociation of the C-H bond in methane is different depending on
                           whether we are talking about breaking the first C-H bond or breaking the
                           second, with the first already having been broken.
                           4.2.7.6. Estimation of the enthalpies of formation on the basis of the
                           bond energies
                             The enthalpy of formation of a compound can quickly be evaluated on
                           the basis of the bond energies; we  merely need to add together all of the
                           bond energies in the compound, which gives us the opposite of the enthalpy
                           of the reaction by which the compound is synthesized. Based on that
                           enthalpy of  synthesis, we are able  to work out  the standard energy of
                           formation (see section 4.2.7.1).


                           4.3. Reaction entropies

                             For the enthalpies, we have also managed to assign to each compound a
                           standard enthalpy by the standard enthalpies of formation, by arbitrarily giving
                           the value of zero to the enthalpy of formation of the simple substances at any
                           temperature. In the case of entropies, we shall construct a scale by deciding
                           that for all  solid  substances, the  entropy has the  same value at a  certain
                           temperature. Thus, we shall define an absolute scale of the entropies.



                           4.3.1. Planck’s hypothesis – calculation of the calorimetric
                           entropies

                             In 1911, Planck hypothesized that the entropies of all crystalline
                           substances tend toward zero as their temperature tends toward zero. Thus,
                           we write:
                                 s →  0  as T → 0                                         [4.32]
                                  T
                                 0
                             We deduce the same property for the standard entropy associated with the
                           reaction:

                                    0 ∑
                                 Δ s =   ν k s 0( ) k  = 0                               [4.33]
                                    0
                                            0
                                  r
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