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Symmetric vibrational modes

The strongest mode observed near 800 cm 1 is polarized along c and is a totally symmetrical vibration mode (Ai) corresponding to the niobium-oxygen vibrations vs (NbO) of infinite chains (NbOF4 )n running along the c -axis. The mode observed at 615 cm 1 is polarized perpendicular to c and corresponds to the NbF vibrations of the octahedrons of the same chains. The mode at 626 cm 1 is attributed to NbF vibrations of isolated complex ions - NbF 2 . The lines at 377, 390 and 272 cm 1 correspond to deformation modes 8(FNbF) of the two polyhedrons. [Pg.240]

An additional concern arises in regard to any differences which may exist between the classical theory and the quantum-mechanical approach in the calculation of the Franck-Condon factors for symmetrical exchange reactions. In fact, the difference is not very large. For a frequency of 400 cm for metal-ligand totally symmetric vibrational modes, one can expect... [Pg.251]

Non-noble metals such as Ni, Co, Mo, W, Fe, Ag and Cu have been added to zeolites for use in catalysis. In addition to CO, nitric oxide (NO) has been shown to be a good adsorbate for probing the electronic environment of these metals. When NO chemisorbs on these metals, it can form mononitrosyl (M-NO) and dinitrosyl species (ON-M-NO). The monontrosyl species has a single absorption band and the dinitrosyl species has two bands due to asymmetric and symmetric vibrational modes of the (ON-M-NO) moiety. Again, there have been many studies reported in the literature on the use of NO and/or CO adsorption on non-noble metals supported on zeolites and they are too numerous to list here. Several examples have been selected and summarized to provide the reader with the type of information that can be provided by this method. [Pg.139]

The access to different -regions is controlled by the vibration spectra. In particular, it is the anti-symmetric vibration mode that may shift the geometry towards the point of maximal mixing. The other way round, freezing this mode will trap the quantum system at the initial state, cis or trans as the case may be. Now, a vibration excitation along this anti-symmetric mode will be prompting the electronic activity of the system. For example, a perpendicular symmetric attack of carbene can only proceed if non-zero amplitude develops at the diradical states. This concept includes the elementary orbital considerations and overcome them. [Pg.190]

Another useful relationship As the totally symmetric irreducible representation Fys in every group is always associated with one or more binary products ofx, y, and z and it follows that totally symmetric vibrational modes are always Raman active. [Pg.238]

Besides being always Raman active, the totally symmetric vibrational modes can also be readily identified in the spectrum. As shown in Fig. 7.3.2, the scattered Raman radiation can be resolved into two intensity components, /l and 7. The ratio of these two intensities is called the depolarization ratio p ... [Pg.238]

In accordance with the selection rules, only excitation of full-symmetric vibrational modes can accompany the electronic transitions. One can conclude that the vibrational progressions for electronic transitions in the triatomic CAs more often result from excitation of bending modes. It is caused by significant change in the bond angle at the excitation. [Pg.764]

If E"(R ) is a doubly-degenerate eigenvalue of ifei and 1// , orthogonal components of this electronic state, it can be shown that C b is zero for a diatomic molecule because there is only one, totally symmetric, vibrational mode. Thus the Born approximation is equally valid for degenerate and non-degenerate electronic states of a diatomic molecule. [Pg.60]

It is clear from infrared and Raman measurements [20,31,33] (see also above) that the interaction between the electrons and the symmetric vibrational modes of TCNQ is in fact so efficient that a significant part of the electronic gap is actually attributable to static molecular distortions [31]. The most important consequence is that the lattice is then less distorted than one would expect from the magnitude of the electronic gap. When such molecular distortions are correctly included in the model, as an external potential of period 2kF, a reasonably good agreement is then obtained with the experimental data for both protonated and deuterated TEA(TCNQ)2 [35,36]. [Pg.326]

A-term resonance ct)(excited) ct)(ground), goC xcited) QoCground) totally symmetric vibrational modes are enhanced. [Pg.78]

C-term resonance Totally symmetric vibrational modes are enhanced overtones and combinations of vibronically active modes are enhanced. [Pg.78]

For A-term resonance enhancement, either the frequency, m, or the equilibrium normal coordinate, Q, of the vibration must change between the ground and dipole-allowed excited electronic states. For B-term resonance enhancement, the vibration must be vibronically active for coupling the dipole-allowed excited electronic state to other excited electronic states. For C-term resonance enhancement due to a vibronically coupled excited electronic state, both the totally symmetric vibrational modes and the overtones and combinations of the vibronically active vibrational modes are enhanced. [Pg.78]

Vibrational sideline structure retains the polarization of the purely electronic excitation. Within the crude Bom-Oppenheimer approximation, only totally symmetric vibrational modes are coupled to an electronic transition. Consequently, all vibrational sidelines have the same polarization as the purely electronic component (electronic origin or zero phonon line). There are two circumstances... [Pg.6521]

The RAIRS study of this system [87] has probed the orientation of formate on Ti02(l 10)1x1, the substrate being prepared via sputter/UHV anneal cycles with a final anneal in 1x10" mbar of oxygen to minimise surface oxygen vacancies, p-polarised RAIRS measurements were recorded as a function of azimuthal incidence angle. Two bands were observed, one absorption the second transmission, which were assigned to the antisymmetric and symmetric vibrational modes of formate, respectively. These data evidence the presence of not one but two surface formate species (A and B). A, which is the majority species, is oriented such that its molecular plane is in the [001] azimuth, which... [Pg.222]

In the case of two CO ligands arranged linearly, only an antisymmetric vibration of the ligands is IR active a symmetric vibrational mode produces no change in dipole... [Pg.503]

Here, S is the total spin of the cluster, J is the parameter of the HDVV exchange interaction, t is the parameter of double exchange, Sa and 5 are the spins of the cluster ions, and is the minimal of these spins. For the sake of definiteness the orbitals are assumed to be spherical, and the symmetry labels of D4h point group are employed. The presence of these levels in the electronic spectrum of MV dimers and their mixing by the out-of-phase mode q (q = (Qa - Qb)lV2 Qa and Qb are the full symmetric vibrational modes of the cluster fragments (Fig. 29a))... [Pg.587]


See other pages where Symmetric vibrational modes is mentioned: [Pg.126]    [Pg.6]    [Pg.143]    [Pg.144]    [Pg.134]    [Pg.328]    [Pg.316]    [Pg.194]    [Pg.181]    [Pg.25]    [Pg.311]    [Pg.304]    [Pg.50]    [Pg.49]    [Pg.754]    [Pg.304]    [Pg.271]    [Pg.685]    [Pg.754]    [Pg.466]    [Pg.6329]    [Pg.370]    [Pg.143]    [Pg.194]    [Pg.34]    [Pg.311]    [Pg.286]    [Pg.297]    [Pg.300]    [Pg.33]    [Pg.34]    [Pg.35]   
See also in sourсe #XX -- [ Pg.330 ]




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