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Dear all,
I am currently trying to calculate the hyperfine coupling constants (HFCs) of a Ho(III) molecular system using the RASSI module in OpenMolcas v25.06, and I am running into a numerical issue that I have not encountered with other lanthanide systems (Yb, Dy, Pr).
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Problem description
All HFC tensor terms (FC, SD, PSO, and combined terms) return `Infinity` values for every single matrix element. Below is a representative extract from the Spin-Dipole (SD) term output:
SO-STATE 1 E = -0.02953360
----------------------------------------------
A_TENS_TERM(ic1,ic2):
Infinity Infinity Infinity
Infinity Infinity Infinity
Infinity Infinity Infinity
no twofold degeneracy
=========================================
A (SD)-Matrix for center: 1
=========================================
Looking for ASD 1
SO-STATE 1 E = -0.02953360
----------------------------------------------
A_TENS_TERM(ic1,ic2):
Infinity Infinity Infinity
Infinity Infinity Infinity
Infinity Infinity Infinity
no twofold degeneracyThis pattern repeats for every term and every SO state.
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Computational setup
Software: OpenMolcas v25.06, compiled with the Gen1Int submodule for relativistic integrals.
Basis sets:
- Ho: CC-pVZ-X2C
- First coordination sphere: CC-pVTZ-DK
- Remaining atoms: CC-pVDZ-DK
SEWARD input (skipping Basis set):
&SEWARD &END
FINIte
cholesky
BSSHOW
Basis set
...
End of basis
RX2C
clight
137.036
Angmom
0.0 0.0 0.0
FLDG
0
AMFI
MXTC
End of inputRASSI input:
Three JobIph files from RASSCF calculations with multiplicities 5, 3, and 1 (35, 210, and 196 roots respectively). The full state list is included and the following property keywords are requested:
&RASSI &END
NrofJobIphs
3 35 210 196
[all states listed]
SPIN
EPRA
0.0
AFCC
ASDC
FCSD
APSO
ATSA
PROPerties
9
'ASD 1' 1
'ASD 1' 2
...
'PSOP 1' 3
End of input---
What I have already checked
- The same methodology works correctly for Yb, Dy, and Pr systems with no issues and the RASSCF calculations converge normally.
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Questions
1. Is there a known issue with RASSI HFC calculations specifically for Ho(III), possibly related to the number of roots (441 SO states in total) or the spin multiplicities involved?
2. Is there a recommended way to diagnose which intermediate quantity is producing the `Infinity` (e.g., a specific matrix element of the property integrals or the SO-coupling matrix)?
Any hints or suggestions would be greatly appreciated. I am happy to provide additional output files or the full input decks if needed.
Thank you in advance.
Last edited by jcardool (2026-03-31 11:01:39)
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Without a full input that reproduces the problem, it's difficult to say anything. "Infinity" is probably a division by zero somewhere...
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