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Resolve "Follow-up from "Resolve "Additional AMML properties needed for oxycat use case"""

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@@ -362,12 +362,12 @@ The names of currently intepreted properties are summarized in the table below.
propery name | type | units (of output) | description
----------------------|-----------------|-------------------|------------
energy_minimum | Boolean | None | `true` if geometry is minimum `false` otherwise
energy | Float | [eV] | total energy without nuclear kinetic energy
forces | FloatArray | [eV / angstrom] | the forces for each atom, i.e. the first derivative of energy with a minus sign
dipole | FloatArray | [elementary_charge * angstrom] | the total electrostatic dipole moment
vibrational_energies | Series(Float) | [eV] | the eigen energies ("frequencies") of the harmonic normal modes
energy_minimum | Boolean | None | `true` if geometry is minimum, `false` otherwise; available only with a [calculator](#calculator) with task *normal modes*
transition_state | Boolean | None | `true` if geometry is transition state, `false` otherwise; available only with a [calculator](#calculator) with task *normal modes*
energy | Float | [eV] | total energy without nuclear kinetic energy; if the structure has been modified by the [algorithm](#algorithm) or [calculator](#calculator) then this is the energy of the final structure
forces | FloatArray | [eV / angstrom] | the forces for each atom, i.e. the first derivative of energy with a minus sign; if the structure has been modified by the [algorithm](#algorithm) or [calculator](#calculator) then these are the forces in the final structure
dipole | FloatArray | [elementary_charge * angstrom] | the total electrostatic dipole moment; if the structure has been modified by the [algorithm](#algorithm) or [calculator](#calculator) then this is the dipole moment of the final structure
vibrational_energies | Series(Float) | [eV] | vibrational energies (frequencies) corresponding to the non-negative eigenvalues of the harmonic normal modes; available only with a [calculator](#calculator) with task *normal modes*
After initializing a variable with a `Property` parameter, the individual properties can be accessed using subscripting.
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