4.5 Silver Clusters Reacting with Halogen
67
where Eq. (4.13) is responsible for the formation of [AgCl 2 ]
– , while Eqs. (4.14) and
(4.15) indicate likely pathways in forming [Ag n Cl 2 ]
– and [Ag n Cl]
– ; also an additional
arrow in each equation indicates possible successive reactions. Note that the [Ag n Cl]
–
and [Ag n Cl 2 ]
– species appearing in the larger mass range (8 ≤ n ≤ 14) display an odd–
even alternation. This agrees with previous theoretical findings that the calculated
incremental binding energies, spin excitation energies, and HOMO–LUMO gaps
of [Ag n ]
– clusters all display an even/odd oscillation, which corresponds to their
even/odd selective reactivity [94]. As found, the intensity ratio of [Ag 8 Cl]
– to [Ag 8 ]
–
is larger than that of the other observed [Ag n Cl]
– clusters and their correlated [Ag n ]
–
product clusters when 8 ≤ n ≤ 14. In view of the atomic electron configurations,
Ag:[Kr]4d
10 5s
1 , the Ag 8
– cluster exhibits 9 valence electrons and the delocalized
nearly free electron gas (NFEG) orbitals are described as |1S
2 | 1P
2 | 1P
4 | 2S
1 |.
Therefore, it is expected that Ag 8
– will behave similar to an alkali-metal atom and
hence their reactivity towards chlorine is expected to follow the “harpoon model”
[95, 96] with products of “Ag 8 Cl
–
+ Cl”. The well-known example of harpoon
mechanism was proposed to explain the reaction of K atoms with Br 2 where the K
atom plucks a Br atom out of the Br 2 molecule. An electron leaps from the metal atom
(i.e., a harpoon) to the halogen, resulting in a coulomb attraction between the metal
and halogen, and hence the cross section is extended for their reactive encounter
[96–101]. This will be discussed in Chap. 11 [102].
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