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You can choose an avatar and change the default style by going to "Profile" → "Personality" or "Display".Dear molcas developers and users,
I, recently, have been running some optimizations at CASPT2 levels for a few C2v symmetry molecules containing 3 atoms like CO2. There have been also vibrational calculations after the optimization calculations to confirm true minima. However, in stead of obtaining 3 vibrational normal modes as other programs do, &Mckinley just gave me two normal modes as the following example.
Harmonic frequencies in cm-1
IR Intensities in km/mol
1 2
Frequency: 470.35 606.12
Intensity: 0.549E-03 0.872E+02
z 0.09632 -0.05529
y -0.06656 -0.11594
z -0.07738 0.04443
WARNING: No thermochemistry analysis conducted for numerical frequencies unless no symmetry is used!
Is there something wrong in my calculations? Do I need to change something in the inputs to obtain three modes?
My Mckinley key
&Mckinley
Perturbation
Hessian
Thanks lots,
Nahn
Last edited by chipmunk (2016-08-02 11:06:27)
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I'm afraid that happens when you have symmetry and numerical frequencies, you only get the symmetry-conserving vibrational modes. If you think about it, it's only logical. In order to compute the frequencies numerically, several energy/gradient calculations have to be done at perturbed geometries. With perturbed geometries that maintain the symmetry, only symmetry-conserving frequencies can be obtained. To obtain all vibrations you'd need to compute energies/gradients at perturbed geometries with broken symmetry, but then you cannot do a calculation with symmetry at a geometry with broken symmetry.
So, be satisfied that your geometry is a minimum within that symmetry, or compute the frequencies without symmetry.
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Thanks a lot Ignacio. Now I understand the reason.
Have a nice day.
Nahn
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