Page 273 - Handbook of Battery Materials
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9.2 Theory and Basic Principles  243

               Table 9.1  Thermodynamic data.

               Alloy             Phase       ∆H kJ/   ∆S JK −1  References
                                 conversion  mol H 2  mol −1  H 2


               MgH 2             β → α        77.1     137       [5]
               TiH 2             Ti → TiH 2  –123      –125      [3]
                                 α → δ       –206      –147      [3]
               LaH 2
               PdH .6            β → α        40.9      91.1     [4]
               Mg 2 NiH 4        β → α        64.2     122       [5]
               FeTiH x           γ → β        33.3     104       [6]
               FeTiH x           β → α        28.1     106       [6]
               LaNi 5 H x        β → α        30.0     108       [7]
                    a
               LaNi 5 H x        α → β       –29.4               [1]
               LaNi 4.6 Al .4 H x  β → α      36.3     109       [8]
               MmNi 5            β → α        20.9      96       [9]
                 b
               Mm Ni 3.55 Co .75 Mn .4 Al .3  β → α  29.7  100   [10]
               MmNi 3.55 Co .75 Mn .4 Al .3  β → α  41.5  117    [10]
               a
               Calorimetric measurement.
               b Mm is mischmetal. See Table 9.2.

               9.2.3
               Reaction Rules and Predictive Theories

               There have been numerous studies with the object of gaining an understanding
               of the factors that influence the stability, stoichiometry, and H site occupation in
               hydride phases. Stability has been correlated with cell volume [8] or the size of the
               interstitial hole in the metal lattice [13] and the free energy of the α ⇒ β phase
               conversion. This has been widely exploited to modulate hydride phase stability as
               discussed in Section 9.2.1.
                Westlake developed a geometric model which is fairly successful in predicting
               site occupation in AB 5 and AB 2 hydride phases [14]. It involves two structural
               constraints; that the minimum hole size necessary to accommodate a H atom has
               a radius of 0.40 ˚ A and that the minimum distance between two H occupied sites
               is 2.10 ˚ A. The former criterion was empirically derived from a survey of known
               hydride structures while the latter was suggested by Switendick based on electronic
               [15] band structure calculations.
                A relatively simple set of rules has been found to hold for all intermetallic
               hydrides useful for hydrogen storage [16]. They may be stated as follows:
               1) In order for an intermetallic compound to react directly and reversibly with
                  hydrogen to form a distinct hydride phase it is necessary that at least one of the
                  metal components be capable of reacting directly and reversibly with hydrogen
                  to form a stable binary hydride.
               2) If a reaction takes place at a temperature at which the metal atoms are mobile,
                  the system will assume its most favored thermodynamic configuration.
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