2004
DOI: 10.1021/ja039933w
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On the Electronic Structure of Molecular UO2 in the Presence of Ar Atoms:  Evidence for Direct U−Ar Bonding

Abstract: Calculations via scalar-relativistic density functional theory (DFT) and ab initio CCSD(T) methodologies are used to explore the possibility of direct interactions between molecular UO2 and Ar atoms. The 3Hg electronic state of UO2, which is an excited state of the isolated molecule, exhibits significant bonding to Ar in the model complexes UO2(Ar) and UO2(Ar)5. The calculated vibrational frequencies of ground-state 3Phiu UO2 and UO2(Ar)5 with an (fphi)1(fdelta)1 electron configuration agree well with the obse… Show more

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Cited by 76 publications
(112 citation statements)
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“…Bonding of the noble gas atoms to the 3 H g state would not only be favored by the longer bond length of that state but also by the lack of repulsive interaction with the electron in the 7s orbital. This picture is corroborated by DFT calculations 15 of vibrational frequencies for gas phase UO 2 . The 5f 1 7s 1 3 ⌽ u and 5f 2 3 H g states do indeed match the experimental frequencies in the neon and argon matrices, respectively.…”
Section: Introductionsupporting
confidence: 56%
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“…Bonding of the noble gas atoms to the 3 H g state would not only be favored by the longer bond length of that state but also by the lack of repulsive interaction with the electron in the 7s orbital. This picture is corroborated by DFT calculations 15 of vibrational frequencies for gas phase UO 2 . The 5f 1 7s 1 3 ⌽ u and 5f 2 3 H g states do indeed match the experimental frequencies in the neon and argon matrices, respectively.…”
Section: Introductionsupporting
confidence: 56%
“…The bond distance is 1.770 Å. puted by DFT ͑856 cm −1 ͒, 15 large basis set CASPT2 ͑948 cm −1 ͒, 18 and DC-FSCC ͑961 cm −1 ͒. In the paper of Li et al 15 the symmetric stretch of the 4 g state is reported at 779 cm −1 , which does fit the experimental band found in the fluorescence experiment. This interpretation is, however, not corroborated by our calculations, as we compute a symmetric stretch vibration of 911 cm −1 for this state.…”
Section: Analysis Of the Excited States: Inclusion Of Spin-orbit Cmentioning
confidence: 76%
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