Abstract:We report on quasielastic neutron spectroscopy experiments on ferrocene (bis(η(5)-cyclopentadienyl)iron) in its three different crystalline phases: the disordered monoclinic crystalline phase (T > 164 K), the metastable triclinic phase (T < 164 K), and the stable orthorhombic phase (T < 250 K). The cyclopentadienyl rings in ferrocene are known to undergo rotational reorientations for which the analysis of our large data set suggests partially a revision of the known picture of the dynamics and allows for an ex… Show more
“…The δ angle defines the relative positions of the Cp pair in Fc as a pseudomolecular carousel, with δ = 0 corresponding to the eclipsed conformation, while δ = 36 corresponds to the staggered one. Here, the rotational dihedral angle, δ, is equivalent to the α angle in the simulation of Appel et al [34] To define the δ angle for the Fc configurations along the MD trajectories, the 5-fold symmetry of the pentagonal cyclopentadienyl rings (Cp) is considered. Similar to the studies of Appel et al [16,34] that the dynamic disorder of Fc is projected into a nonequivalent site rotational jump diffusion model and into a two 5-fold model in Scheme 1A.…”
Section: Molecular Topology and Computational Methodsmentioning
confidence: 99%
“…Here, the rotational dihedral angle, δ, is equivalent to the α angle in the simulation of Appel et al [34] To define the δ angle for the Fc configurations along the MD trajectories, the 5-fold symmetry of the pentagonal cyclopentadienyl rings (Cp) is considered. Similar to the studies of Appel et al [16,34] that the dynamic disorder of Fc is projected into a nonequivalent site rotational jump diffusion model and into a two 5-fold model in Scheme 1A. As a result, the ferrocene structure will repeat itself 10 times if the rotational dihedral angle S C H E M E 1 A, A dihedral angle δ defines the rotation around the axis passing through the centroids (c 1 for Cp1 and c 2 for Cp2) of the cyclopentadienyl rings (c 1 and c 2 are the dummy atoms in the ring centroids).…”
Section: Molecular Topology and Computational Methodsmentioning
confidence: 99%
“…[41] It is noted that this angle is approximately 30 as calculated by Appel et al for Fc solids. [34] As a result, the eclipsed Fc conformer dominates at very low temperatures (up to T c ) in the gas phase, while at higher temperatures, "free" rotations of the cyclopentadienyl rings lead to the population of other possible Fc configurations (Figure 1).…”
Section: Temperature Dependence Of Topology Parameters Of Fc Configmentioning
confidence: 99%
“…The present MD study shows that the mean values of angle α (Table 1) The MD simulated distance at 300 K is approximately 3.24 Å obtained in 1.5 ps. [34] which peaks at 14 at 500 K ( Figure 2). The linear correlation coefficient, r(δ, α), between the rotational dihedral angle δ and tilt angle α indicates that there is no correlation between the Cp rotation and tilt motions as |r(δ, α)| is a small value around 0.05 at all temperatures (except for at 500 K when it is equal to 0.137), and therefore, this pair of angles has no linear relationship between them.…”
Section: Temperature Dependence Of Topology Parameters Of Fc Configmentioning
confidence: 99%
“…This may explain the fact that the Fc crystalline exhibits monoclinic structures (staggered) at higher temperatures (T > 164 K), but triclinic structures (eclipsed) does so at lower temperatures (T < 164 K). [34,46] Triclinic structures are also known as the rhombohedrum system, which may be skewed or inclined to one side, making it oblique.…”
Section: Temperature Dependence Of Topology Parameters Of Fc Configmentioning
We present the first quantum mechanical Atom-Centered Density-Matrix Propagation molecular dynamic (MD) study to investigate ferrocene (Fc) conformation in gas phase. The MD simulations were performed at several temperatures (7, 18, 80, 120, 180, 293, and 500 K) for a period of 10 ps. It is found that, at very low temperatures (≤18 K), ferrocene prefers eclipsed-like conformation. At higher temperatures (>18 K), the cyclopentadienyl rings (Cp) of ferrocene exhibit apparent fluxional rotations, leading to configurations with the rotational angle δ distributing within a range of 0 (eclipsed) to 18 (approximately half of 36 for the staggered conformation), accompanied by the cyclopentadienyl ring tilt up to approximately 12 at 500 K. The simulated mean inferred (IR) spectrum of ferrocene at 7 K is clearly dominant by a doublet-splitting band of eclipsed-like Fc features in the region of 400 to 600 cm −1 , in agreement with previous IR studies. The animation obtained from the MD simulations indicates that, at room temperature, the Fe-C distances in ferrocene are in fact not strictly congruent but 2:2:1-fold.
“…The δ angle defines the relative positions of the Cp pair in Fc as a pseudomolecular carousel, with δ = 0 corresponding to the eclipsed conformation, while δ = 36 corresponds to the staggered one. Here, the rotational dihedral angle, δ, is equivalent to the α angle in the simulation of Appel et al [34] To define the δ angle for the Fc configurations along the MD trajectories, the 5-fold symmetry of the pentagonal cyclopentadienyl rings (Cp) is considered. Similar to the studies of Appel et al [16,34] that the dynamic disorder of Fc is projected into a nonequivalent site rotational jump diffusion model and into a two 5-fold model in Scheme 1A.…”
Section: Molecular Topology and Computational Methodsmentioning
confidence: 99%
“…Here, the rotational dihedral angle, δ, is equivalent to the α angle in the simulation of Appel et al [34] To define the δ angle for the Fc configurations along the MD trajectories, the 5-fold symmetry of the pentagonal cyclopentadienyl rings (Cp) is considered. Similar to the studies of Appel et al [16,34] that the dynamic disorder of Fc is projected into a nonequivalent site rotational jump diffusion model and into a two 5-fold model in Scheme 1A. As a result, the ferrocene structure will repeat itself 10 times if the rotational dihedral angle S C H E M E 1 A, A dihedral angle δ defines the rotation around the axis passing through the centroids (c 1 for Cp1 and c 2 for Cp2) of the cyclopentadienyl rings (c 1 and c 2 are the dummy atoms in the ring centroids).…”
Section: Molecular Topology and Computational Methodsmentioning
confidence: 99%
“…[41] It is noted that this angle is approximately 30 as calculated by Appel et al for Fc solids. [34] As a result, the eclipsed Fc conformer dominates at very low temperatures (up to T c ) in the gas phase, while at higher temperatures, "free" rotations of the cyclopentadienyl rings lead to the population of other possible Fc configurations (Figure 1).…”
Section: Temperature Dependence Of Topology Parameters Of Fc Configmentioning
confidence: 99%
“…The present MD study shows that the mean values of angle α (Table 1) The MD simulated distance at 300 K is approximately 3.24 Å obtained in 1.5 ps. [34] which peaks at 14 at 500 K ( Figure 2). The linear correlation coefficient, r(δ, α), between the rotational dihedral angle δ and tilt angle α indicates that there is no correlation between the Cp rotation and tilt motions as |r(δ, α)| is a small value around 0.05 at all temperatures (except for at 500 K when it is equal to 0.137), and therefore, this pair of angles has no linear relationship between them.…”
Section: Temperature Dependence Of Topology Parameters Of Fc Configmentioning
confidence: 99%
“…This may explain the fact that the Fc crystalline exhibits monoclinic structures (staggered) at higher temperatures (T > 164 K), but triclinic structures (eclipsed) does so at lower temperatures (T < 164 K). [34,46] Triclinic structures are also known as the rhombohedrum system, which may be skewed or inclined to one side, making it oblique.…”
Section: Temperature Dependence Of Topology Parameters Of Fc Configmentioning
We present the first quantum mechanical Atom-Centered Density-Matrix Propagation molecular dynamic (MD) study to investigate ferrocene (Fc) conformation in gas phase. The MD simulations were performed at several temperatures (7, 18, 80, 120, 180, 293, and 500 K) for a period of 10 ps. It is found that, at very low temperatures (≤18 K), ferrocene prefers eclipsed-like conformation. At higher temperatures (>18 K), the cyclopentadienyl rings (Cp) of ferrocene exhibit apparent fluxional rotations, leading to configurations with the rotational angle δ distributing within a range of 0 (eclipsed) to 18 (approximately half of 36 for the staggered conformation), accompanied by the cyclopentadienyl ring tilt up to approximately 12 at 500 K. The simulated mean inferred (IR) spectrum of ferrocene at 7 K is clearly dominant by a doublet-splitting band of eclipsed-like Fc features in the region of 400 to 600 cm −1 , in agreement with previous IR studies. The animation obtained from the MD simulations indicates that, at room temperature, the Fe-C distances in ferrocene are in fact not strictly congruent but 2:2:1-fold.
Molecular distortion of dynamic molecules gives a clear signature in the vibrational spectra, which can be modeled to give estimates of the energy barrier and the sensitivity of the frequencies of the vibrational modes to the reaction coordinate. The reaction coordinate method (RCM) utilizes ab initio-calculated spectra of the molecule in its ground and transition states together with their relative energies to predict the temperature dependence of the vibrational spectra. DFT-calculated spectra of the eclipsed (D ) and staggered (D ) forms of ferrocene (Fc), and its deuterated analogue, within RCM explain the IR spectra of Fc in gas (350 K), solution (300 K), solid solution (7-300 K), and solid (7-300 K) states. In each case the D rotamer is lowest in energy but with the barrier to interconversion between rotamers higher for solution-phase samples (ca. 6 kJ mol ) than for the gas-phase species (1-3 kJ mol ). The generality of the approach is demonstrated with application to tricarbonyl(η -norbornadiene)iron(0), Fe(NBD)(CO) . The temperature-dependent coalescence of the ν(CO) bands of Fe(NBD)(CO) is well explained by the RCM without recourse to NMR-like rapid exchange. The RCM establishes a clear link between the calculated ground and transition states of dynamic molecules and the temperature-dependence of their vibrational spectra.
The Raman spectra of ferrocene crystals were measured at pressures up to 20 GPa, and an abnormally large bandwidth of intermolecular phonons at ambient pressure was found. With an increase in the pressure, the bandwidth increased to a maximum at ~2 GPa and then decreased to a minimum at ~4 GPa, which was equal to the pressure‐independent bandwidth of intramolecular phonons. The unusual behavior of the bandwidth was related to the instability of a ferrocene molecule caused by jumps between its D5d and D5h conformations. A decrease in the time of jumps between the conformations to the period of crystal lattice vibrations led to a loss of coherence and broadening of intermolecular phonon bands. The energy barrier between the conformations was determined to be ~17.6 meV/molecule under ambient conditions and 80 meV/molecule at 4.9 GPa. An increase in the barrier with pressure was due to the enhancement of the crystal field, which resulted in the inhibition of the jumps and the stabilization of the molecule in the D5d conformation.
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