Molecule: Property#
Collection of functions for the calculation of molecular properties.
- tad_mctc.molecule.property.center_of_mass(masses, positions)[source]#
Calculate the center of mass from the atomic coordinates and masses.
- Parameters:
numbers (Tensor) – Atomic numbers for all atoms in the system of shape
(..., nat).positions (Tensor) – Cartesian coordinates of all atoms (shape:
(..., nat, 3)).
- Returns:
Cartesian coordinates of center of mass of shape
(..., 3).- Return type:
Tensor
- tad_mctc.molecule.property.inertia_moment(masses, positions, center_pa=True, pos_already_com=False)[source]#
Calculate the inertia tensor of the molecule.
- Parameters:
masses (Tensor) – Atomic masses for all atoms in the system (shape:
(..., nat)).positions (Tensor) – Cartesian coordinates of all atoms (shape:
(..., nat, 3)).center_pa (bool, optional) – If
True, the tensor is centered relative to the principal axes, which prepares for rotational analysis. Defaults toTrue.pos_already_com (bool, optional) – If
True, the positions are already centered at the center of mass. Defaults toFalse.
- Returns:
Inertia tensor of shape
(..., 3, 3).- Return type:
Tensor
- tad_mctc.molecule.property.rot_consts(masses, positions)[source]#
Calculate the rotational constants from the inertia tensor.
\[B = \frac{h}{8 \pi^2 c I} = \frac{\hbar}{4 \pi c I}\]- Parameters:
masses (Tensor) – Atomic masses for all atoms in the system (shape:
(..., nat)).positions (Tensor) – Cartesian coordinates of all atoms (shape:
(..., nat, 3)).
- Returns:
Rotational constants of shape
(..., 3).- Return type:
Tensor