15min:
A THEORETICAL STUDY OF FeNC IN THE 6 Delta ELECTRONIC GROUND STATE.

TSUNEO HIRANO, REI OKUDA AND UMPEI NAGASHIMA, Research Institute for Computational Sciences, National Institute of Advanced Industrial Science and Technology, 1-1-1 Umezono, Tsukuba, Ibaraki 305-8568, Japan; VLADIMÍR SPIRKO, Center for Biomolecules and Complex Molecular Systems, Institute of Organic Chemistry and Biochemistry, Academy of Sciences of the Czech Republic, Flemingovo nám. 2, CZ-166 10 Praha 6, Czech Republic; PER JENSEN, Theoretische Chemie, Bergische Universität, D-42097 Wuppertal, Germany.

We report an ab initio calculation, at the MR-SDCI+Q+E rel/[Roos~ANO (Fe), aug-cc-pVQZ (C, N)] level of theory, of the potential energy surface for 6 Deltai FeNC. From the ab initio results, we have computed values for the standard spectroscopic parameters of FeN12C and FeN13C. Analytical representations of the potential energy surfaces have been fitted through the ab initio points, and the resulting functions have been used for directly solving the rotation-vibration Schrödinger equation by means of the MORBID program and by means of an adiabatic-separation method. For 6 Deltai FeNC, our ab initio calculations show that the equilibrium structure is linear with r e(Fe-N) = 1.9354 Å and r e(N-C) = 1.1823 Å. We find that the bending potential is very shallow, and the MORBID calculations show that the zero-point averaged structure is bent with the expectation values \langle r(Fe-N)\rangle = 1.9672 Å, \langle r(N-C)\rangle = 1.1866 Å, and \langle \bar rho \rangle = 180o - \langle \angle(Fe-N-C) \rangle = 13o. The experimentally derived bond length r0(N-C) = 1.03(8) Å reported for 6 Deltai FeNC by J.~Lie and P.~J.~Dagdigian [ J.~Chem.~Phys. 114, 2137-2143 (2001)] is much shorter than the corresponding ab initio r e-value and the averaged value from MORBID. Our calculations suggest that this discrepancy is caused by the inadequate treatment of the large-amplitude bending motion of 6 Deltai FeNC. It would appear that for floppy triatomic molecules such as FeNC, r0-values have little physical meaning, at least when they are determined with the effects of the large-amplitude motion being ignored, i.e., under the assumption that the r0 structure is linear.