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Representation Products:
⊗ |
A |
T1 |
T2 |
G |
H |
A |
A |
T1 |
T2 |
G |
H |
T1 |
T1 |
A+T1+H |
G+H |
T2+G+H |
T1+T2+G+H |
T2 |
T2 |
G+H |
A+T2+H |
T1+G+H |
T1+T2+G+H |
G |
G |
T2+G+H |
T1+G+H |
A+T1+T2+G+H |
T1+T2+G+2H |
H |
H |
T1+T2+G+H |
T1+T2+G+H |
T1+T2+G+2H |
A+T1+T2+2G+2H |
Transition Products:
For the I point group, the irreducible representation of the dipole operator is T1. Transitions that are dipole forbidden are indicated by parentheses.
⊗T1⊗ |
A |
T1 |
T2 |
G |
H |
A |
(T1) |
A+T1+H |
(G+H) |
(T2+G+H) |
(T1+T2+G+H) |
T1 |
A+T1+H |
A+3T1+T2+G+2H |
(T1+2T2+2G+2H) |
(T1+2T2+3G+3H) |
A+2T1+2T2+3G+4H |
T2 |
(G+H) |
(T1+2T2+2G+2H) |
(2T1+T2+2G+2H) |
A+2T1+2T2+2G+3H |
A+2T1+2T2+3G+4H |
G |
(T2+G+H) |
(T1+2T2+3G+3H) |
A+2T1+2T2+2G+3H |
A+3T1+2T2+3G+4H |
A+3T1+3T2+4G+5H |
H |
(T1+T2+G+H) |
A+2T1+2T2+3G+4H |
A+2T1+2T2+3G+4H |
A+3T1+3T2+4G+5H |
A+4T1+4T2+5G+6H |
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