Abstract:The geometrical parameters of the bis(pentalene) complexes of titanium, zirconium, and hafnium (3a-c) have been calculated by applying the RHF method. For 3a a structure with C 1 symmetry results, whereas for 3b,c D 2 symmetry is predicted. The torsional angles between the two pentalene ligands are calculated to be 56°(3a), 51°(3b), and 50°(3c). The orbital sequence of the six highest occupied molecular orbitals agrees very well with the ionization energies measured by PE spectroscopy of 3a-c. These measuremen… Show more
“…Ti is found to have a C1 global minimum lying only 2 kcal•mol −1 below a nearby D2 conformation. [24] DFT calculations (BP86/TZP) are in agreement with a predicted θ of 55°. [3] The 20 valence electron (VE) count of the Group 4 pentalene sandwiches aroused theoretical interest.…”
Section: Bis(η 8 -Pentalene) Compoundssupporting
confidence: 66%
“…[20,21] The d-block Group 4 M(η 8 -Pn)2 compounds lack X-ray structural data but low temperature NMR studies suggest a D2 structure. [24] Calculations employing the…”
Section: Bis(η 8 -Pentalene) Compoundsmentioning
confidence: 99%
“…4). The HOMO, an out of phase combination of the two π5 orbitals ( Reproduced with permission from [24] DFT calculations (BP86/TZP) were carried out on the parent unsubstituted compounds ThPn2 and UPn2. [28] For ThPn2 a D2 conformation was found to be 3 kJ•mol −1 more stable than a D2h conformation.…”
Section: Bis(η 8 -Pentalene) Compoundsmentioning
confidence: 99%
“…Pentalene numbering system and geometric parameters for an η 8 -bound pentalene complex (a) fold angle, FA (b) twist angle, θ, for bis(pentalene) complexes. Correlation diagram of the six highest occupied orbitals of Pn2Ti as function of θ. Reproduced with permission from[24] Frontier orbitals of ZrPn2 and ThPn2 with D2d and D2 symmetry [10]…”
Molecular orbital (MO) theory is used to describe the bonding in transition metal pentalene complexes in a variety of its coordination modes. The various MO models account for structural parameters and lead to simple rules for electron counting in pentalene complexes. Applications of pentalene complexes in small molecule activation, catalysis and electronic coupling are reported.
“…Ti is found to have a C1 global minimum lying only 2 kcal•mol −1 below a nearby D2 conformation. [24] DFT calculations (BP86/TZP) are in agreement with a predicted θ of 55°. [3] The 20 valence electron (VE) count of the Group 4 pentalene sandwiches aroused theoretical interest.…”
Section: Bis(η 8 -Pentalene) Compoundssupporting
confidence: 66%
“…[20,21] The d-block Group 4 M(η 8 -Pn)2 compounds lack X-ray structural data but low temperature NMR studies suggest a D2 structure. [24] Calculations employing the…”
Section: Bis(η 8 -Pentalene) Compoundsmentioning
confidence: 99%
“…4). The HOMO, an out of phase combination of the two π5 orbitals ( Reproduced with permission from [24] DFT calculations (BP86/TZP) were carried out on the parent unsubstituted compounds ThPn2 and UPn2. [28] For ThPn2 a D2 conformation was found to be 3 kJ•mol −1 more stable than a D2h conformation.…”
Section: Bis(η 8 -Pentalene) Compoundsmentioning
confidence: 99%
“…Pentalene numbering system and geometric parameters for an η 8 -bound pentalene complex (a) fold angle, FA (b) twist angle, θ, for bis(pentalene) complexes. Correlation diagram of the six highest occupied orbitals of Pn2Ti as function of θ. Reproduced with permission from[24] Frontier orbitals of ZrPn2 and ThPn2 with D2d and D2 symmetry [10]…”
Molecular orbital (MO) theory is used to describe the bonding in transition metal pentalene complexes in a variety of its coordination modes. The various MO models account for structural parameters and lead to simple rules for electron counting in pentalene complexes. Applications of pentalene complexes in small molecule activation, catalysis and electronic coupling are reported.
“…The resulting pentalene metal complexes exhibit a diverse array of coordination modes, thereby showing great flexibility in adapting to the electronic requirements of the metal center. [18] Examples of such complexes include the mononuclear transition metal derivatives (C 8 H 6 )V(C 9 H 7 ), (η 8 -C 8 H 6 )M(η 5 -C 5 H 5 ) (M = V, Ti, Zr), (η 8 -C 8 H 6 ) 2 M (M = Ti, Zr, Hf) and (η 3 -C 3 H 5 ) 2 Zr(η 8 -C 8 H 6 ) having a pentalene ligand bonded to a single metal atom as an octahapto ligand, [19][20][21][22] as well as the binuclear pentalene metal carbonyl derivatives cis-(η 5 ,η 5 -C 8 H 6 )Fe 2 (CO) 5 , [6] trans-(η 5 ,η 5 -C 8 H 6 )[M(CO) 3 ] 2 (M = Mn, Re), [7] and Ru 2 (MMe 3 ) 2 (CO) 4 (C 8 H 6 ). [5] Within the last few years the chemistry of pentalene metal complexes has expanded with the development by O'Hare and co-workers of methods for the synthesis of permethylpentalene precursors in quantity.…”
The bicyclic hydrocarbon pentalene, although unstable in the free state, forms a stable iron carbonyl derivative cis‐(η5,η5‐C8H6)Fe2(CO)4(μ‐CO). In this connection, the series of binuclear pentalene iron carbonyl derivatives C8H6Fe2(CO)n (n = 7, 6, 5, 4) have been investigated by density functional theory. The lowest energy C8H6Fe2(CO)6 structure is predicted to be trans‐(η5,η5‐C8H6)Fe2(CO)6 without an iron–iron bond. However, a cis‐(η5,η1‐C8H6)Fe2(CO)6 structure with an uncomplexed pentalene C=C double bond and a formal Fe–Fe bond of length 2.646 Å (BP86) lies only ca. 3 kcal/mol above this global minimum. The CO dissociation energy of C8H6Fe2(CO)6 to give C8H6Fe2(CO)5 is predicted to be only ca. 12 kcal/mol, explaining the formation of C8H6Fe2(CO)5 rather than C8H6Fe2(CO)6 in reactions of dihydropentalene with iron carbonyls. In addition, the experimentally known cis‐(η5,η5‐C8H6)Fe2(CO)4(μ‐CO) structure is found to be the lowest energy C8H6Fe2(CO)5 structure by more than 25 kcal/mol (BP86). For the tetracarbonyl two triplet and two singlet cis‐C8H6Fe2(CO)4 structures lie within 7 kcal/mol of each other (BP86) with the triplet structures being of slightly lower energies. The singlet C8H6Fe2(CO)4 structure is predicted to be thermodynamically unfavorable with respect to disproportionation into C8H6Fe2(CO)5 + C8H6Fe2(CO)3.
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