2013
DOI: 10.1021/jp400673s
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Probing the Electronic Properties of W3Ox–/0 (x = 0–2) and W32– Clusters: The Aromaticity of W3 and W32–

Abstract: Density functional theory (DFT) calculations are employed to investigate the structural and electronic properties of bare tritungsten clusters (W3, W3(-), W3(2-)) and tritungsten oxide clusters W3Ox(-/0) (x = 1, 2). Generalized Koopmans' theorem is applied to predict the vertical detachment energies and simulate the photoelectron spectra (PES) for W3Ox(-) (x = 0-2) clusters. Extensive DFT calculations are performed in search of the lowest energy structures for both the anions and the neutrals. The bare tritung… Show more

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Cited by 16 publications
(3 citation statements)
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“…The Hf 3 ( 1 A 1 ′ D 3 h ) cluster was shown to exhibit a triple σ, π, and δ aromaticity . The δ aromatic character was identified by canonical MO analysis and negative NICS value for the W 3 2– and W 3 O 9 2– clusters. , In the latter, a combination of 5d-AOs of W atoms produces delocalized MOs that turn out to be responsible for a δ aromaticity with two delocalized electrons. The 5d-AOs generate delocalized δ MOs occupied by two electrons in the anion Ta 3 – and its oxides including Ta 3 O – and Ta 3 O 3 – .…”
Section: Introductionmentioning
confidence: 99%
“…The Hf 3 ( 1 A 1 ′ D 3 h ) cluster was shown to exhibit a triple σ, π, and δ aromaticity . The δ aromatic character was identified by canonical MO analysis and negative NICS value for the W 3 2– and W 3 O 9 2– clusters. , In the latter, a combination of 5d-AOs of W atoms produces delocalized MOs that turn out to be responsible for a δ aromaticity with two delocalized electrons. The 5d-AOs generate delocalized δ MOs occupied by two electrons in the anion Ta 3 – and its oxides including Ta 3 O – and Ta 3 O 3 – .…”
Section: Introductionmentioning
confidence: 99%
“…The correction term was calculated as δE = E 1 – E 2 – ε HOMO , where E 1 and E 2 are the total energies of the anion and the neutral cluster with the anionic equilibrium geometry, and ε HOMO represents the eigenvalue of the highest occupied molecular orbital (HOMO) of the anion. Note that the generalized Koopmans’ theorem has been demonstrated to predict theoretical VDEs in line with experimental PES results, and has also been applied to calculate VDEs in many theoretical studies recently. …”
Section: Methodsmentioning
confidence: 88%
“…It is worth noting that δ electrons, which are formed by d–d interactions in metal clusters, are also of importance in some planar cycles. On the basis of canonical MO analysis and NICS calculations, a δ aromatic nature is identified for Hf 3 , W 3 2– , W 3 O 9 2– , Ta 3 – , Ta 3 O – , and Ta 3 O 3 – . The more conventional π aromatic feature was identified for triangular cycles Zn 3 2– , Cd 3 2– , and Hg 3 2– by CMO analyses, and mostly by negative NICS values involving 2π electrons . Likewise, the existence of 10 delocalized π electrons confer to the [Fe­(Sb) 5 ] + and [Fe­(Bi) 5 ] + five-membered rings a clear π aromatic character …”
Section: Introductionmentioning
confidence: 98%