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Hi,
Very nice to see the availability of ETS-NOCV in Multiwfn. This will be extremely useful.
I'm struggling a bit though to reproduce the orbital-interaction term by combining ORCA and Multiwfn.
I'm trying to reproduce the numbers of of ammonia borane from this article:
https://pubs.acs.org/doi/pdf/10.1021/jp209712s
This is the original author of the ETS-NOCV method and it uses the ADF implementation and the theory level is BP86/TZ2P.
The geometry (of the monomer) is given in the SI.
For the monomer (M) in the Table of the paper we have (BP86/TZ2P level of theory):
dominant orbital interaction: -65.5 kcal/mol
total orbital interaction: -75.8 kcal/mol
total interaction: -44.7 kcal/mol
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If I read in Molden files (generated by ORCA using BP86/def2-QZVP) for the dimer and the two monomers (making sure to have reordered the coordinates appropriately) I get with Multiwfn:
dominant orbital interaction: -58.08 kcal/mol
total orbital interaction: -70.170 kcal/mol
total interaction: -45.257 kcal/mol
So the total interaction energy is fairly well reproduced ~0.5 kcal/mol error (pretty good, considering different Slater vs. GTO basis sets) but the total or individual orbital interaction are off by >5 kcal/mol.
For the ETS step in Multiwfn I tried to read in both the Fock matrix directly (from ORCA outputfile, using -1 option) and also to recalculate the Fock matrix based on the orbital-energies information present in the Molden file (-2 option).
If I use the ETS-NOCV implementation in ORCA instead I am able to reproduce the ADF-values really well:
dominant orbital interaction: -65.827 kcal/mol
total orbital interaction: -76.112 kcal/mol
total interaction: -45.257 kcal/mol (identical to that before)
Total orb interaction is off by only 0.31 kcal/mol and the dominant interaction is off by only 0.33 kcal/mol.
So I suspect a bug in Multiwfn but maybe only for the ETS part, not the NOCV:
The largest eigenvalue for the dominant pair is: -0.557 when using the ORCA implementation
The largest eigenvalue for the dominant pair is: -0.55726 when using the Multiwfn implementation, so identical.
Anyone got any ideas?
Geometry that I used:
B 0.000035390 -0.000019910 -0.125149000
H 1.174850000 -0.000074730 -0.440064000
H -0.587435000 -1.017410000 -0.440035000
H -0.587331000 1.017440000 -0.440002000
N -0.000044690 -0.000077070 1.533410000
H -0.953218000 -0.000162730 1.904150000
H 0.476727000 -0.825587000 1.903830000
H 0.476593000 0.825494000 1.903860000
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It is not a bug. Please check the paragraph beginning with "The energies of NOCV orbitals in Multiwfn are not calculated in the strict way of the standard ETS-NOCV method as described above! ...." in Section 3.26.2 of Multiwfn manual. The difference you shown above is in acceptable range.
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Ah, yes I see now, that explains it.
Should have read the manual.
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But if one were to provide the correct extended transition state Fock matrix to Multiwfn (read from a file) then it should give the exact result?
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I am unable to get the procedure described in the MultiWFN manual 4.23.5 to work
I get the error "coordinates do not match"
I am using GJF files as input and submitting the jobs to G16 using Gaussview 6
I am converting the chk files to fch using FORMCHK.
I notice that FORMCHK gives messages "coordinates rotated".
What sequence of operations using G16 should I use?
Many thanks
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I am unable to get the procedure described in the MultiWFN manual 4.23.5 to work
I get the error "coordinates do not match"
I am using GJF files as input and submitting the jobs to G16 using Gaussview 6
I am converting the chk files to fch using FORMCHK.
I notice that FORMCHK gives messages "coordinates rotated".
What sequence of operations using G16 should I use?Many thanks
Please properly use "nosymm" keyword to avoid Gaussia automatically reorientating the system during calculation. This point has already been mentioned in Multiwfn manual.
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