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Vibratory modes surface

As we shall discuss below, it is also more straightforward to calculate the relative intensity of vibrational modes observed by inelastic neutron scattering than in electron-energy-loss and optical spectroscopies. The relative intensity of the modes, as well as their frequency, can then be used to identify the atomic displacement pattern or eigenvector of the mode. We shall also see through examples of model calculations how the relative intensity of surface vibratory modes is sensitive to the orientation of the adsorbed molecule and the strength and location of its bond to the surface. [Pg.249]

The appearance of additional peaks in the monolayer spectrum suggests the existence of surface vibratory modes associated with rotations and translations of the free molecule hindered by adsorption. To identify these modes, it is necessary to perform normal mode calculations of the vibrational spectrum of the adsorbed molecule. These calculations are also of interest because of the sensitivity of the frequency and intensity of the surface vibratory modes to the molecular orientation and the location and strength of its bonds to the substrate. [Pg.260]

The empirical potentials can also be used to calculate the frequencies of the surface vibratory modes. Two different methods have been employed (26). In the first case, the molecule-substrate force constants introduced in the model described above are calculated and then used to solve the normal mode problem as before. In the second method, the molecule is treated as a rigid body, since distortions of the molecule induced by adsorption are calculated to be small. The frequencies of the surface vibratory modes are computed from the curvature of the molecule-substrate potential as the rigid molecule is rocked about its two symmetry... [Pg.263]

Table I summarizes some of the results of the dynamical calculations for adsorbed butane. The calculated surface vibratory mode frequencies are in reasonable agreement with the observed spectrum, lying in the range 50-125 cm"1 with the rocking mode about the chain axis having the highest frequency followed by the closely spaced bouncing and orthogonal rocking modes. Although there is some variation depending on the force-constant model used, the calculated frequencies are within 30 cm of the experimental values. Table I summarizes some of the results of the dynamical calculations for adsorbed butane. The calculated surface vibratory mode frequencies are in reasonable agreement with the observed spectrum, lying in the range 50-125 cm"1 with the rocking mode about the chain axis having the highest frequency followed by the closely spaced bouncing and orthogonal rocking modes. Although there is some variation depending on the force-constant model used, the calculated frequencies are within 30 cm of the experimental values.
Inelastic neutron TOF spectra have also been obtained for hydrogen adsorbed on platinum powders (31,32). Both experiments observed a sharp surface vibratory mode of the hydrogen near 400... [Pg.267]

Although not exhaustive, the above summary of experiments with hydrogen chemisorbed on transition-metals serves to illustrate how neutron vibrational spectroscopy is performed with catalytic substrates and the methods used to analyze the inelastic neutron spectra. In concluding this section we note that the technique can be extended to supported catalysts such as in recent experiments with hydrogen adsorbed on both MoS and alumina supported MoSp (38). Also, as another indication of the variety of systems which can be studied, we note earlier experiments with ethylene (39) and acetylene (40) adsorbed on silver exchanged 13X zeolites. "Tn this work, deuteration of the molecules was helpful in identifying the surface vibratory modes on these ionic substrates of greater complexity. [Pg.269]

Model I The surface is homogeneous. There is a repulsion between nearest neighbors, which causes the heat of adsorption to decrease with coverage, without being sufficiently strong to disturb a random distribution of the adsorbed atoms seriously. The vibratory modes of freedom are not excited. [Pg.277]

Piezoelectric motors (inchworm, standing or propagating wave modes, vibratory coupler ( woodpecker ) or surface wave ( surfing )-lype motors)... [Pg.311]


See other pages where Vibratory modes surface is mentioned: [Pg.262]    [Pg.266]    [Pg.276]    [Pg.276]    [Pg.1332]    [Pg.76]    [Pg.76]    [Pg.1365]    [Pg.207]   
See also in sourсe #XX -- [ Pg.260 , Pg.262 ]




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