| Type | Location | Extends | Description |
|---|---|---|---|
| asymtop_rot_channel_l_type | rotex__types | asymtop_rot_channel_type | Describes the rotational and electronic channel basis of the (optional) S-matrix after the rotational frame transformation by adding the partial wave degree to the rotational quantum numbers |nelec,l,N,Ka,Kc> (iq, E) |
| asymtop_rot_channel_l_vector_type | rotex__types | None | Contains a vector of channels. The idea is that this type is indexed at each value of the angular momentum quantum number J, for which a different combination of channels exists than for other Js |
| asymtop_rot_channel_type | rotex__types | channel_type | Describes the rotational and electronic channel basis of the (optional) S-matrix after the rotational frame transformation by adding the and rotational quantum numbers to the channel type |nelec,N,Ka,Kc> (E) |
| asymtop_rot_transition_type | rotex__types | None | The a type containing the indices for a pair of initial and final rotational states |
| cd4_type | rotex__types | None | Centrifugal Distortion parameters for quartric (4) order |
| cd6_type | rotex__types | None | Centrifugal Distortion parameters for sextic (6) order |
| channel_type | rotex__types | None | |nelec> (E) |
| cmatrix_type | rotex__types | None | The type of a complex matrix |
| config_type | rotex__types | None | Derived type containing data from the namelist variables |
| eigenH_type | rotex__types | None | Contains the eigenvectors and eigenvalues of a hamiltonian |
| elec_channel_type | rotex__types | channel_type | Describes the electronic channel basis of the (optional) K and S-matrices by adding l and its projection ml |nelec,l,ml> (iq, E) |
| ivector_type | rotex__types | None | The type of an integer vector |
| N_states_type | rotex__types | None | The rotational state of the system described by its eigenvectors, eigenvalues, and state labels |
| rmatrix_type | rotex__types | None | The type of a real matrix |
| rvector_type | rotex__types | None | The type of a real vector |