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Density functional calculations were performed using the program Turbomolep[27] employing the BP86 functional[28] in combination with the all-electron TZVP basis set of Ahlrichs and co-workers[29] and the resolution of identity (RI) approach.[30] A restricted Kohn-Sham formalism was used throughout. The SNF program package[31] was utilized for numerical evaluation of vibrational frequencies from analytic energy gradients. Starting structures for DFT calculations were generated at the semiempirical PM3(TM) level by means of the program Spartan, which was also used for conformational searching.[32]
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39
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Conformational searching at the PM3(TM) level[32] revealed a few isoenergetic structures. Reoptimizations of the geometries of selected low-energy conformers at the DFT level resulted in 2 as the most stable conformer. An exhaustive coverage of the conformational space at this level of theory, however, is outside the scope of the present study.
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40
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0037283262
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The BP86 functional has been identified as a reliable tool for the assessment of structural parameters and vibrational frequencies of transition-metal complexes.[33,34] Although an anharmonic treatment of complexes of the present size is not possible for us, it is generally found that computed harmonic frequencies at the BP86, level compare favorably to experimental fundamentals without scaling.[33] This has been substantiated recently: a) M. Reiher, J. Neugebauer, B. A. Hess, Z. Phys. Chem. (Muenchen Ger.) 2003, 217, 91-103;
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4544363753
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2 coincide with the modes identified for the mixed-isotope species, this splitting is unlikely to be of use as a unique signature for end-on complexes.
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