I am trying to calculate the third-order response for a singly-ionized Xenon ion with a half-filled 4dz^2 orbital. I am using the "aug_cc_pvdz_pp" basis set since the manual says it can be used for Xenon. However, I keep getting the following error:
Node 0: --- SEVERE ERROR, PROGRAM WILL BE ABORTED ---
No. of occ. orb. > total no. of orb.
Any insights will be appreciated.
No. of occ. orb. > total no. of orb.
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No. of occ. orb. > total no. of orb.
Last edited by pandey28 on 23 Nov 2020, 16:33, edited 1 time in total.
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Re: No. of occ. orb. > total no. of orb.
Please upload your output file (input files are not needed, as they are listed in the output).
(Use "Attachment" tab in "full editor" mode)
(Use "Attachment" tab in "full editor" mode)
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- Posts: 5
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- First name(s): Sidd
- Last name(s): Pandey
- Affiliation: Purdue Physics
- Country: United States
Re: No. of occ. orb. > total no. of orb.
I have already found a resolution to this problem: I believe the number of orbitals in my CAS space simply exceeded the number of orbitals in my basis set. So I tried with a smaller CAS space and it worked.
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Re: No. of occ. orb. > total no. of orb.
Yes, you can see the negative numbers for "NSSH", the number of secondary orbitals in each symmetry.
The first basis functions in symmetry 8 are f orbitals, thus zero with our basis set.
The symmetries 1-8 corresponds to
(You can in fact see this from the listing of symmetry orbitals in the output.)
When I have done calculations on atoms I identified which orbitals have a degeneracy of 1, 3, 5, 7, ... ( s, p, d, f, ... type, respectively).
Two more comments: I would use MP2 natural orbital occupation numbers to select good CAS spaces. And you need bigger basis sets to get good numbers for cubic response, in particular you need f-functions or your results will be garbage, and probably also g-functions.
This is because you need the second order wave function for cubic response, and
two dipole operators working 1) on a p-orbital gives an f-orbital and 2) on a d-orbital gives a g-orbital !! Even if you do not need them for the excitation energies.
The first basis functions in symmetry 8 are f orbitals, thus zero with our basis set.
The symmetries 1-8 corresponds to
Code: Select all
sym 1: s, dx2-y2, dz2
sym 2: px, fxxx-xyy, fxzz
sym 3: py, fxxy-fyyy, fyzz
sym 4: dxy
sym 5: pz, fxxz-fyyz, fzzz
sym 6: dxz
sym 7: dyz
sym 8: fxyz
When I have done calculations on atoms I identified which orbitals have a degeneracy of 1, 3, 5, 7, ... ( s, p, d, f, ... type, respectively).
Two more comments: I would use MP2 natural orbital occupation numbers to select good CAS spaces. And you need bigger basis sets to get good numbers for cubic response, in particular you need f-functions or your results will be garbage, and probably also g-functions.
This is because you need the second order wave function for cubic response, and
two dipole operators working 1) on a p-orbital gives an f-orbital and 2) on a d-orbital gives a g-orbital !! Even if you do not need them for the excitation energies.
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