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bind to soft bases to give FMO-controlled (covalent) complexes. These interac-
tions are dominated by the energies of the participating FMOs, the HOMO, and
the LUMO.
In other words, hard acid-hard base interactions are predominantly electrostatic
and soft acid-soft base interactions are predominantly covalent.
The main contribution of Klopman theory is that the contributing aspects of
charge-controlled and FMO-controlled Lewis acid-base complexation are separated
and quantified.
Based on the research of Klopman, and Parr and Pearson (Klopman 1968; Parr
and Pearson 1983), Pearson described the absolute hardness (η) quantitatively as
being proportional to the difference between I (ionization potential) and A (electron
affinity) of the species (Pearson 1988). Absolute softness is defined as η -1 . The abso-
lute electronegativity (χ) and the absolute hardness (η) are applied quantitatively to
any given acid-base reaction. Table 3.10 presents χ and η values for some represen-
tative metal ions.
A recent contribution to the HSAB principle is the application of concepts of local
softness and local hardness (Torrent-Sucarrat et  al. 2010). Instead of global hard-
ness (η) and global softness (S) (see Equations [3.15] and [3.16]), which are called
global descriptors because they describe the properties of a molecule as a whole, the
local descriptors are used.
TABLE 3.10
Absolute Hardness and Absolute Electronegativity for Some Metal Ions
Absolute
Hardness η
Absolute
Electronegativity χ
Absolute
Hardness η
Absolute
Electronegativity χ
Metal
Metal
Group 1A
Group 2A
Li +
35.12
40.52
Mg 2+
47.59
32.55
Na +
26.21
21.08
Ca 2+
19.52
31.39
K +
17.99
13.64
Sr 2+
27.3
16.3
1 st Row Transition Metals
2 nd Row Transition Metals
Cr 2+
7.23
23.73
Ru 3+
10.7
39.2
Cr 3+
9.1
40.0
Pd 2+
6.75
26.18
Mn 2+
9.02
24.66
Cd 2+
10.29
27.20
Fe 2+
7.24
23.42
Fe 3+
12.08
42.73
3 rd Row Transition Metals
Co 2+
8.22
25.28
Pt 2+
8.0
27.2
Co 3+
8.9
42.4
Hg 2+
7.7
26.5
Ni 2+
8.50
26.67
Miscellaneous
Cu +
6.28
14.01
Pb 2+
8.46
23.49
Cu 2+
8.27
28.56
Tl +
7.16
13.27
Zn 2+
10.88
28.84
Source: Data from R.G. Pearson, “Absolute Electronegativity and Hardness: Application to
Inorganic Chemistry. Inorg. Chem. 27, no. 4 (1988):734-740.
 
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