The term symbol for the total electronic configuration depends on the occupied electronic states. Full states have A-Symmetry, i.e. they are totally symmetric and need no further consideration. Partially occupied states are subject to multiplication as described in the chapter product rules.
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Examples for the determination of the total electronic configuration
Cs: One electron occupies an a', a second an a" state:
(a')1 (a'')1 yields configuration a' x a'' = a'' ≡ A''
If the spin is antiparallel, the result is the singlett state 1A'', otherwise triplett state 3A''.
C2v: Two electrons are in state b2 (e.g. H2O)
(b2)2 → b2 x b2 = a1 ≡ A1 → 1A1
Alternatively, if one electron is in state b2 and the other in a1 as in an excited state of the water molecule, two possible total electronic configurations result.
(b2)1 (a1)1 → b2 x a1 = b2 = B2 → 1B2 or 3B2
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