radis.levels.vibrating_rotor module¶
Created on Tue Jul 18 17:59:45 2017.
@author: erwan
Rovibrational Energy for Vibrating Rotor
Ex: used for CO2 X(1Σ+) state
References
- EvJ_uncoupled_vibrating_rotor(v1, v2, l2, v3, J, coeff_dict, gv1=1, gv2=1, gv3=1, remove_ZPE=True)[source]¶
Rovibrational energy of an uncoupled vibrating rotor.
- Parameters:
v1 (int) – vibrational state
v2 (int) – vibrational state
l2 (int) – vibrational state
v3 (int) – vibrational state
J (int) – rotational state
coeff_dict (dict) – dictionary of
herzberg_coefficients
, which can be numbered for the different vibration modes. Example:{'we1': 1333.93, 'we2': 667.47, 'we3': 2349.16, 'wexe1': 2.93, 'wexe2': -0.38, 'wexe3': 12.47, 'Be': 0.39022, 'De': 1.333e-07, 'He': 9e-15}
gv1, gv2, gv3 (int) –
degeneracies of each vibrational mode. Default
1, 1, 1
:1,2,1 for CO2
remove_ZPE (boolean) – if
True
, removes energy of ground state vibrational level (zero-point-energy)
- Returns:
E – energy of state in cm-1
- Return type:
float
References
Klarenaar et al, “Time evolution of vibrational temperatures in a CO 2 glow discharge measured with infrared absorption spectroscopy”, doi 10.1088/1361-6595/aa902e, and the references there in.
See also
- EvJah_uncoupled_vibrating_rotor(v1, v2, l2, v3, J, coeff_dict, remove_ZPE=True)[source]¶
Return rovibrationalenergies for nu_1, nu_2, nu_3 vibrational modes Each energy is a tuple (E_harmonic, E_nonharmonic) to be used for instance in a Treanor distribution.
Defined for CO2 only. See: Klarenaar et al. [1]
Energy of CO2 X(1Σg+) state with an independent harmonic oscillator approximation (CO2-626 = first isotope)
Note that this is less accurate than using CDSD energies in the (p, J, c, n) general denomination
- Parameters:
v1 (int) – vibrational state
v2 (int) – vibrational state
l2 (int) – vibrational state
v3 (int) – vibrational state
J (int) – rotational state
remove_ZPE (boolean) – if
True
, removes energy of ground state vibrational level (zero-point-energy)
- Returns:
E – energy of state in cm-1
- Return type:
float
References