316 research outputs found
Theoretical Calculations on the Wittig Reaction Revisited
A series of Wittig reactions was calculated at the HF/3-21G* and B3LYP/6-31G* levels to understand
the origin of the different product selectivities for different classes of ylides. Both alkylidenetriphenylphosphorane (nonstabilized ylide) and benzylidenetriphenylphosphorane (semistabilized ylide) yielded two types
of transition states (TS) with a nearly planar and a puckered structure. The planar TS gave trans oxaphosphetane
(OP), whereas the puckered TS led to cis OP. In contrast to previous semiempirical calculations, the present
calculations showed that while a planar trans TS is more stable than a puckered cis TS for the semistabilized
ylide, a puckered cis TS is more stable for the reaction of the nonstabilized ylide with benzaldehyde. These
calculated selectivities agree with experiment. The carbonyl carbon kinetic isotope effects (KIEs) were computed
at HF/3-21G* for the reactions of benzaldehyde with butylidenetriphenylphosphorane and with benzylidenetriphenylphosphorane. The reaction of the semistabilized ylide gave 13C KIE of 1.051 at 0 °C, which is in
qualitative agreement with the experimental KIE. In contrast, 13C KIE for the reaction of the nonstabilized
ylide with benzaldehyde was calculated to be 1.039, disagreeing with the experimental isotope effect of unity.
This implies that although the product selectivity is reproduced by a pair of the planar trans TS and the puckered
cis TS, the latter may not be the true rate-determining TS for the cis-OP formation process for the nonstabilized
ylide reaction
Structural Determination on Yb@C<sub>78</sub> Reveals an Unexpected Relationship of Yb@C<sub>2<i>n</i></sub> (2<i>n</i> = 74–80)
With combined quantum chemical and statistical thermodynamic
methods,
we performed a systemic investigation on the endohedral metallofullerene,
Yb@C78, in order to determine its cage structure and the
metal position. Our results revealed that Yb@C78 possesses
an IPR-satisfying cage structure, C2v(24107)-C78, which is obviously different
from the cage structures of previously found C78-based
metallofullerenes. Interestingly, the internal metal is found to be
located upon a pyracylene motif apart from the 2-fold axis of the C2v(24017)-C78 cage,
displaying another new example of metallofullerenes with the internal
metal locating asymmetrically. The reason why ytterbium exhibits such
an anomalous location stems from a comprehensive effect of the three
main following factors: coordination number of ytterbium, surface
curvature release, and electrostatic interaction. More importantly,
an unexpected relationship among the cage structures of Yb@C2n (2n = 74–80) through C2 insertion and Stone–Wales transformations is found,
offering opportunities to further investigate the formation mechanism
of endohedral fullerenes
Cycloaddition of Benzyne to Armchair Single-Walled Carbon Nanotubes: [2 + 2] or [4 + 2]?
The reaction mechanism and regioselectivity of cycloaddition reactions of benzyne to armchair single-walled carbon nanotubes were investigated with quantum chemical methods. The [2 + 2] cycloaddition reaction follows the diradical mechanism, whereas the [4 + 2] cycloaddition reaction adopts the concerted mechanism. More importantly, the [2 + 2] product is always more stable thermodynamically than the [4 + 2] ones, regardless of the diameter, while the [4 + 2] cycloaddition becomes kinetically more favored as the diameter goes up
Hydrazine and Thermal Reduction of Graphene Oxide: Reaction Mechanisms, Product Structures, and Reaction Design
The density functional theory method (M05-2X/6-31G(d)) was used to investigate reaction mechanisms for deoxygenation of graphene oxides (GOs) with hydrazine or heat treatment. Three mechanisms were identified as reducing epoxide groups of GO with hydrazine as a reducing agent. No reaction path was found for the hydrazine-mediated reductions of the hydroxyl, carbonyl, and carboxyl groups of GO. We instead discovered the mechanisms for dehydroxylation, decarbonylation, and decarboxylation using heat treatment. The hydrazine de-epoxidation and thermal dehydroxylation of GO have opposite dependencies on the reaction temperature. In both reduction types, the oxygen functionalities attached to the interior of an aromatic domain in GO are removed more easily, both kinetically and thermodynamically, than those attached at the edges of an aromatic domain. The hydrazine-mediated reductions of epoxide groups at the edges are suspended by forming hydrazino alcohols. We provide atomic-level elucidation for the deoxygenation of GO, characterize the product structures, and suggest how to optimize the reaction conditions further
The First Stable Heteracyclopropabenzene: Synthesis and Crystal Structure of a Silacyclopropabenzene
The First Stable Heteracyclopropabenzene: Synthesis
and Crystal Structure of a Silacyclopropabenzen
1,6,7-Trigermabicyclo[4.1.0]hept-3-en-7-yl: The Isolable Bicyclic Germyl Radical
The one-electron oxidation reaction of potassium 3,4-dimethyl-1,6,7-tris(tri-tert-butylsilyl)-1,6,7-trigermabicyclo[4.1.0]hept-3-en-7-ide (2-·K+) with tris(pentafluorophenyl)borane in THF
results in the formation of stable 3,4-dimethyl-1,6,7-tris(tri-tert-butylsilyl)-1,6,7-trigermabicyclo[4.1.0]hept-3-en-7-yl (3•), representing the first bicyclic germyl radical with the bicyclo[4.1.0]hept-3-ene skeleton. The germyl radical 3• was characterized by X-ray crystallographic
analysis as well as ESR spectroscopy, showing that it has a near-planar Ge-radical center
Dichlorocarbene Addition to C<sub>60</sub> from the Trichloromethyl Anion: Carbene Mechanism or Bingel Mechanism?
The reactions of C60 and trichloromethyl anion (CCl3−) via both the Bingel mechanism and the carbene mechanism were comparably studied by means of density functional theory (DFT) computations. The Bingel mechanism is highly competitive as compared with the carbene mechanism that leads to the formation of C60(CCl2). Unlike the carbene mechanism with a weak regioselectivity and solvent sensitivity, the Bingel mechanism yields the [6,6]-C60(CCl2) isomer as the exclusive product and favors highly polar solvents. The results receive strong experimental support and simultaneously rationalize these experimental findings
Is the Isolated Pentagon Rule Always Satisfied for Metallic Carbide Endohedral Fullerenes?
Quantum-chemical calculations reveal that metallic carbide
endohedral
fullerene Y2C2@C84 possesses a novel
fullerene cage, C1(51383)-C84, with one pair of pentagon adjacencies. One of the encapsulated
yttrium atoms is located on the adjacent pentagons, while the other
stays on a hexagonal ring in the fullerene cage. As one of numerous
metallic carbide endohedral fullerenes, Y2C2@C1(51383)-C84 is the first
example that violates the well-known isolated pentagon rule (IPR).
More interestingly, compared with the fact that Sc2C2@C84 has a conventional IPR-satisfying cage, D2d(51591)-C84, Y2C2@C84 utilizes the novel fullerene
cage C1(51383)-C84 with one
pair of pentagon adjacencies
Dispersion Force Effects on the Dissociation of “Jack-in-the-Box” Diphosphanes and Diarsanes
The
dissociation of the sterically encumbered diphosphanes and diarsanes
[:E{CH(SiMe<sub>3</sub>)<sub>2</sub>}<sub>2</sub>]<sub>2</sub> (E
= P or As) and [:E{N(SiMe<sub>3</sub>)<sub>2</sub>}<sub>2</sub>]<sub>2</sub> (E = P or As) into :Ė{CH(SiMe<sub>3</sub>)<sub>2</sub>}<sub>2</sub> or :Ė{N(SiMe<sub>3</sub>)<sub>2</sub>}<sub>2</sub> radical monomers was studied computationally using hybrid density
functional theory (DFT) at the B3PW91 with the 6–311+G(d) basis
set for P and As, and the 6–31G(d,p) basis set for other atoms.
The structures were reoptimized with the dispersion corrected B3PW91–D3
method to estimate dispersion force effects. The calculations reproduced
the experimental structural data for the tetraalkyls with good accuracy.
Without the dispersion correction, negative dissociation energies
of −10.3 and −6.5 kcal mol<sup>–1</sup> were
calculated for the phosphorus and arsenic tetraalkyls, indicating
that the radical monomers are more stable. In contrast, the incorporation
of dispersion force effects afforded high, positive dissociation energies
of +37.6 and +37.1 kcal mol<sup>–1</sup> that favored dimeric
structures. The dissociation energies (without dispersion) calculated
for the tetraamido-substituted dimer are also negative, but changed
to positive values of +29.3 and +32.5 kcal mol<sup>–1</sup> upon optimization with the D3 dispersion term. In contrast to earlier
calculations, which indicated that the release of accumulated strain
energy within the tetraalkyl dimers was the driving force for dissociation
to monomers (i.e., the “Jack-in-the-Box” molecular model),
the current calculations show that dispersion force attractive interactions
exceed those of ligand relaxation and stabilize the dimeric structures.
Single-point MP2 (second-order Møller–Plesset perturbation
theory) calculations including dispersion effects afforded dissociation
energies of 30.4 and 30.8 kcal mol<sup>–1</sup> for the tetraalkyl
species, suggesting that the addition of the D3 dispersion term to
the B3PW91 functional may overestimate such forces by 7–8 kcal
mol<sup>–1</sup>. It is concluded that the balance of dispersion
forces and entropic effects are the major determinants of the dissociation
equilibria
Mechanism and Dynamic Correlation Effects in Cycloaddition Reactions of Singlet Difluorocarbene to Alkenes and Disilene
Mechanisms of the cycloaddition reactions of singlet difluorocarbene (CF2) to alkenes and disilene were studied using CASSCF, MR-MP2, CR-CC(2,3), and UB3LYP methods in combination with basis sets up to 6-311++G(3d,p). The CASSCF(4,4) energies suggest that the cycloadditions all follow the stepwise mechanism. However, energies calculated using the MR-MP2(4,4) and CR-CC(2,3) methods in combination with the 6-311G(d) or larger basis sets consistently show that the reactions follow a concerted mechanism. The stepwise mechanisms predicted at the CASSCF level are “artificial” because of their neglect of dynamic electron correlation effects. The importance of dynamic electron correlation in determining the mechanistic nature of the reactions is explained through knowledge of the reacting system’s geometries and charges along the reaction path
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