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Bond valence method : ウィキペディア英語版
Bond valence method
The bond valence method or mean method (or bond valence sum) (not to be mistaken for the valence bond theory in quantum chemistry) is a popular method in coordination chemistry to estimate the oxidation states of atoms. It is derived from the bond valence model, which is a simple yet robust model for validating chemical structures with localized bonds or used to predict some of their properties. This model is a development of Pauling's rules.
== Method ==
The basic method is that the valence ''V'' of an atom is the sum of the individual bond valences ''vi'' surrounding the atom:
: V = \sum(v_i)
The individual bond valences in turn are calculated from the observed bond lengths.
: v_i=\exp \left( \frac \right)
''Ri'' is the observed bond length, ''R0'' is a tabulated 〔 parameter expressing the (ideal) bond length when the element ''i'' has exactly valence 1, and ''b'' is an empirical constant, typically 0.37 Å.
Also, : v_i= \left( \frac \right)^ see 〔ALTERMATT, D. & BROWN, I. D. (1985). Acta Cryst. (1985). B41, 244-247〕

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