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Representation Products:
| ⊗ |
A1’ |
A2’ |
E’ |
A1’’ |
A2’’ |
E’’ |
| A1’ |
A1’ |
A2’ |
E’ |
A1’’ |
A2’’ |
E’’ |
| A2’ |
A2’ |
A1’ |
E’ |
A2’’ |
A1’’ |
E’’ |
| E’ |
E’ |
E’ |
A1’+A2’+E’ |
E’’ |
E’’ |
A1’’+A2’’+E’’ |
| A1’’ |
A1’’ |
A2’’ |
E’’ |
A1’ |
A2’ |
E’ |
| A2’’ |
A2’’ |
A1’’ |
E’’ |
A2’ |
A1’ |
E’ |
| E’’ |
E’’ |
E’’ |
A1’’+A2’’+E’’ |
E’ |
E’ |
A1’+A2’+E’ |
Transition Products:
For the D3h point group, the irreducible representation of the dipole operator is (A2’’+E’). Transitions that are dipole forbidden are indicated by parentheses.
| ⊗(A2’’+E’)⊗ |
A1’ |
A2’ |
E’ |
A1’’ |
A2’’ |
E’’ |
| A1’ |
(A2’’+E’) |
(A1’’+E’) |
A1’+A2’+E’+E’’ |
(A2’+E’’) |
A1’+E’’ |
(A1’’+A2’’+E’+E’’) |
| A2’ |
(A1’’+E’) |
(A2’’+E’) |
A1’+A2’+E’+E’’ |
A1’+E’’ |
(A2’+E’’) |
(A1’’+A2’’+E’+E’’) |
| E’ |
A1’+A2’+E’+E’’ |
A1’+A2’+E’+E’’ |
A1’+A2’+3E’+A1’’+A2’’+E’’ |
(A1’’+A2’’+E’+E’’) |
(A1’’+A2’’+E’+E’’) |
A1’+A2’+E’+A1’’+A2’’+3E’’ |
| A1;’ |
(A2’+E’’) |
A1’+E’’ |
(A1’’+A2’’+E’+E’’) |
(A2’’+E’) |
(A1’’+E’) |
A1’+A2’+E’+E’’ |
| A2’’ |
A1’+E’’ |
(A2’+E’’) |
(A1’’+A2’’+E’+E’’) |
(A1’’+E’) |
(A2’’+E’) |
A1’+A2’+E’+E’’ |
| E’’ |
(A1’’+A2’’+E’+E’’) |
(A1’’+A2’’+E’+E’’) |
A1’+A2’+E’+A1’’+A2’’+3E’’ |
A1’+A2’+E’+E’’ |
A1’+A2’+E’+E’’ |
A1’+A2’+3E’+A1’’+A2’’+E’’ |
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