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Antisymmetric vibration

One of the consequences of this selection rule concerns forbidden electronic transitions. They caimot occur unless accompanied by a change in vibrational quantum number for some antisynnnetric vibration. Forbidden electronic transitions are not observed in diatomic molecules (unless by magnetic dipole or other interactions) because their only vibration is totally synnnetric they have no antisymmetric vibrations to make the transitions allowed. [Pg.1138]

For a fundamental vibrational mode to be IR-active, a change in the molecular dipole must take place during the molecular vibration. This is described as the IR selection rule. Atoms that possess different electronegativity and are chemically bonded change the net dipole of a molecule during normal molecular vibrations. Typically, antisymmetric vibrational modes and vibrations due to polar groups are more likely to exhibit prominent IR absorption bands. [Pg.63]

Neither of these vibrations corresponds to stretching vibrations of AH or BH. The antisymmetric vibrational mode represents translational motion in the transition state and has an imaginary force constant. The symmetric transition-state vibration has a real force constant but the vibration may or may not involve motion of the central H(D) atom2,12 13. If the motion is truly symmetric, the central atom will be motionless in the vibration and the frequency of the vibration will not depend on the mass of this atom, i.e. the vibrational frequency will be the same for both isotopically substituted transition states. It is apparent that under such circumstances there will be no zero-point energy difference... [Pg.895]

Trans structure was never reported for any compound, and under the selection rules only one band is expected the symmetric vibration is forbidden. The latter could be allowed because the Pd(II) ions are not exactly in the plane of the three Om atoms, and one CO could be located in the hexagonal prism. If this is the case, the symmetric vibration (2135 cm-1) would have a smaller intensity than the always allowed antisymmetric vibration (2110 cm-1). Further, the presence of CO in the hexagonal prism is very unlikely. [Pg.279]

Fig. 9. Orbital pattern of singly occupied molecular orbital and Jahn-Teller active mode. Both SOMOs are antisymmetric with respect to the cr plane. For corannulene (top) the tangential direction along the pseudorotational path at the minimum corresponds to the antisymmetric vibration, while, for coronene (bottom), the symmetric vibration corresponds to the tangential direction at the minimum. Fig. 9. Orbital pattern of singly occupied molecular orbital and Jahn-Teller active mode. Both SOMOs are antisymmetric with respect to the cr plane. For corannulene (top) the tangential direction along the pseudorotational path at the minimum corresponds to the antisymmetric vibration, while, for coronene (bottom), the symmetric vibration corresponds to the tangential direction at the minimum.
Fig. 3 (a) Atomic positions in the two states before and after the pair wise charge transfer, (b) Synchronized motion between the antisymmetric vibration v and pair wise charge transfer frequency, o>, leading to COVALON conduction. [Pg.70]

The procedure that we propose to enhance the concentration of a particulap enantiomer when starting with a racemic mixture, that is, to purify the mixture) is as follows [259], The mixture of statistical (racemic) mixture of L and irradiated with a specific sequence of three coherent laser pulses, as described below. These pulses excite a coherent superposition of symmetric and antisymmetric vibrational states of G. After each pulse the excited system is allowed to relax bg t to the ground electronic state by spontaneous emission or by any other nonradiativ process. By allowing the system to go through many irradiation and relaxatio cycles, we show below that the concentration of the selected enantiomer L or can be enhanced, depending on tire laser characteristics. We call this scenario lat distillation of chiral enantiomers. [Pg.176]

Fig. 32. Infrared absorption spectrum of ethanol in CC14 with the association band (3300 cm-1, broad) and the band of the free OH groups (about 2900 cm-1, double symmetric and antisymmetric vibration) and with the GH band (3500 cm-1). Fig. 32. Infrared absorption spectrum of ethanol in CC14 with the association band (3300 cm-1, broad) and the band of the free OH groups (about 2900 cm-1, double symmetric and antisymmetric vibration) and with the GH band (3500 cm-1).
In organic conductors composed of isolated dimers, the synchronization of ag vibrations in both moieties of the dimer may result in their symmetrical or antisymmetrical vibrations. It is just the antisymmetrical type of vibrations that is capable of coupling to electron oscillations. As a consequence of this interaction, an abnormal optical absorption of the system can be observed. It is polarized in the direction of the dimer s axis and characterized by a frequency close to that of symmetrically vibrating molecules forming a dimer. [Pg.234]

Zundel reports on the hydration of thin polyelectrolyte ion-exchange membranes subject to progressive increases in water sorption. Spectroscopic observations of these systems reflect the hydration of polyion charge centers in the membranes but in the presence of associated counterions, which in turn are progressively hydrated. Zundel worked with polysulfonates and found the spectra of unhydrated polymer salts the cation is attached unsymmetrically to the SOj groups. This mode of attachment leads to a loss of degeneracy in the antisymmetric vibrations. [Pg.198]

Table Infrared and Raman stretching frequency ranges (cm ) for phosphate anions in the solid state. The intensities of the bands (s = strong, m = medium, w = weak) and their assignments (s = symmetric, as = antisymmetric vibrations) are shown... Table Infrared and Raman stretching frequency ranges (cm ) for phosphate anions in the solid state. The intensities of the bands (s = strong, m = medium, w = weak) and their assignments (s = symmetric, as = antisymmetric vibrations) are shown...
The few 1 -nitroimidazoles which are known are relatively stable, crystalline compounds with characteristic UV and IR spectra (N—NO antisymmetric vibration band in the region 1640cm ). The thermolysis of these compounds has been mentioned earlier (Section 4.07.1.2.2). [Pg.454]

Eq. (20)), we find that the same product, ResR—Ch(NHj)COOH, is formed. In order to substantiate this observation, the IR spectra of GLY adsorbed on the strong-acid cation-exchange resin in the H -ion form were measured [16]. It was found that IR spectra of all samples prepared from aqueous solutions of GLY at a concentration level of 0.1 mol L and at pH values corresponding to 1.42, 4.88 and 5.64 exhibit the band at 1750-1752 cm that is assigned to the unionized carboxjd and the band at 1600 cm that is assigned to the antisymmetric vibration of carboxy-late ion. In spite of the presence of different predominant species in solutions and different mechanism encountered at different pH values, the IR spectra show that the amino adds adsorbed on ion exchanger are dissociated. [Pg.366]

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]

To illustrate the last point we shall look at a molecule with a center of symmetry. Carbon dioxide, benzene, and ethylene all have this common property, that is, they have a point such that a line, drawn from one atom to this point and extended an equal length beyond, will contact the twin of the first atom. Water (see Fig. 2, B) and most other molecules do not possess such a center of symmetry. If there is molecular symmetry, a vibration may be either symmetric or antisymmetric. For a symmetric vibration, the displacement vector of one atom will be the mirror image of the displacement vector of the opposite atom (see Fig. 2, A, i). Such a vibration obviously leaves the dipole moment unaltered and is thus forbidden in the infrared. On the other hand, the antisymmetric vibration (see Fig. 2, A, ii) does produce a change in the dipole moment. The moment is zero in the equilibrivun position and is some value other than zero at either end of the vibration. This vibration will be active in the infrared. [Pg.17]


See other pages where Antisymmetric vibration is mentioned: [Pg.1138]    [Pg.138]    [Pg.64]    [Pg.138]    [Pg.155]    [Pg.55]    [Pg.126]    [Pg.142]    [Pg.104]    [Pg.138]    [Pg.426]    [Pg.138]    [Pg.64]    [Pg.263]    [Pg.319]    [Pg.69]    [Pg.87]    [Pg.98]    [Pg.283]    [Pg.785]    [Pg.38]    [Pg.68]    [Pg.70]    [Pg.416]    [Pg.785]    [Pg.191]    [Pg.215]    [Pg.240]    [Pg.64]    [Pg.416]    [Pg.504]    [Pg.138]   
See also in sourсe #XX -- [ Pg.44 ]




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