Octahedral Molecular Geometry - Splitting of D-orbitals in Octahedral Complexes

Splitting of D-orbitals in Octahedral Complexes

For a "free ion", e.g. gaseous Ni2+ or Mo0, the d-orbitals are equi-energetic, that is they are "degenerate." In an octahedral complex, this degeneracy is lifted. The dz2 and dx2−y2, the so-called eg set, which are aimed directly at the ligands are destabilized. On the other hand, the dxz, dxy, and dyz orbitals, the so-called t2g set, are not. The labels t2g and eg refer to irreducible representations, which describe the symmetry properties of these orbitals. The energy gap separating these two sets is the basis of Crystal Field Theory and the more comprehensive Ligand Field Theory. The loss of degeneracy upon the formation of an octahedral complex from a free ion is called crystal field splitting or ligand field splitting. The energy gap is labeled Δo, which varies according to the nature of the ligands. If the symmetry of the complex is lower than octahedral, the eg and t2g levels can split further. For example, the t2g and eg sets split further in trans-MLa4Lb2.

Ligand strength has the following order for these electron donors:

weak: iodine < bromine < fluorine < acetate < oxalate < water < pyridine < cyanide :strong

So called "weak field ligands" give rise to small Δo and absorb light at longer wavelengths.

Read more about this topic:  Octahedral Molecular Geometry

Famous quotes containing the words splitting of and/or splitting:

    Verily, chemistry is not a splitting of hairs when you have got half a dozen raw Irishmen in the laboratory.
    Henry David Thoreau (1817–1862)

    I had an old axe which nobody claimed, with which by spells in winter days, on the sunny side of the house, I played about the stumps which I had got out of my bean-field. As my driver prophesied when I was plowing, they warmed me twice,—once while I was splitting them, and again when they were on the fire, so that no fuel could give out more heat. As for the axe,... if it was dull, it was at least hung true.
    Henry David Thoreau (1817–1862)