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Electronic spectra of selected metal complexes

In this section, we present some additional spectra in order to illustrate the principles discussed in the previous sections. [Pg.274]

For the octahedral complex, the 4Tig(F) 4A2g should have comparable energy with the observed band. But 4T AF) arises from configuration 44 while 4A2g is from t %eg. So this is a two-electron process and hence the transition is weak. Meanwhile, the 4T o(F) 4T2g transition occurs in the [Pg.274]

This is a d3 complex with a tetragonal structure with /J4h symmetry. (Strictly speaking, this system has /J211 symmetry.) Hence the Orgel diagram shown in Fig. 8.5.5 no longer applies. If we assume this cation has an elongated octahedral [Pg.274]

Tanabe-Sugano diagrams for d2, d3. and d8 octahedral complexes. Quantities B and C are Racah parameters, in terms of which the energy of a spectroscopic term is expressed. Hence both EIB and Dq/B are dimensionless. [Pg.275]

Tanabe-Sugano diagrams for d4-d7 octahedral complexes. Both E/B and Dq/B are dimensionless. [Pg.276]


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