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Intensity in Infrared Spectra

The fundamental equations for interaction between an electromagnetic (EM) field and a molecular system will now be given. The most important quantity to evaluate is the transition moment. If the electronic states are the same before and after [Pg.126]

FIGURE 4.4 IR spectrum for humid air. The bending vibrations of COj and HjO and the asymmetric stretch vibration of CO2 are seen. [Pg.126]

The intensity of the absorption line depends on the oscillator strength, which in turn depends on the transition moment squared. The electronic part of the transition moment for x-polarized light and transition (() [)aniay be written as [Pg.127]

For y- or z-polarized light, x is replaced by y or z, respectively, in Equation 4.69. A complete derivation will be given later. [Pg.127]

We neglect the (R - R ) term since the contribution to the integral in Equation 4.68 is important only for R R, where R - R l is small. The constant term does not contribute to the integral of Equation 4.68, since with p = p(Ro), we have an overlap integral between eigenfunctions with different eigenvalues, which is always = 0. Only the linear term remains now. If harmonic potentials are used, it is quite easy to show that the transition moment M in Equation 4.68 is significantly different from zero only if [Pg.127]


NEW TRENDS IN THE THEORY OF INTENSITIES IN INFRARED SPECTRA, V. T. Aleksanyan and S. Kh. Samvelyan... [Pg.428]

The CHi symmetric deformation band is of medium intensity in infrared spectra and weak in Raman, unless directly adjacent to an unsaturated group, a carbonyl group or an aromatic. [Pg.51]

The CH2 wagging, rocking and twisting vibrations which occur in the region 1430-715 cm are usually of weak intensity in infrared spectra and of... [Pg.52]

Determination of purity. The ultraviolet and visible absorption is often a fairly intensive property thus e values of high intensity bands may be of the order of 10 -10 . In infrared spectra e values rarely exceed 10 . It is therefore often easy to pick out a characteristic band of a substance present in small concentration in admixture with other materials. Thus small amounts of aromatic compounds can be detected in hexane or in cyclohexane. [Pg.1149]

The separation of individual lines within the Q branch is small, causing the branch to stand out as more intense than the rest of the band. This appearance is typical of all Q branches in infrared spectra because of the similarity of the rotational constants in the upper and lower states of the transition. [Pg.178]

Generalized Two-Dimensional (2D) correlation analysis is a powerful tool applicable to data obtained from a very broad range of measurements, such as chromatography or infrared spectroscopy. Relationships among systematic variations in infrared spectra are obtained as a function of spectroscopic frequencies. In this paper, the variation is induced by the introduction of small doses of CO in the catalytic cell, inducing a pressure change and a modification of adsorbed CO concentration. The correlation intensities are displayed in the form of 2D maps, usually referred to as 2D correlation spectra. 2D correlation analysis can help us to solve the complexity of the spectra... [Pg.59]

As in the infrared spectrum, overtone bands with Ac > 1 are possible, but have much weaker intensity and are usually not observed.) The A/= -2, 0, and +2 branches of a vibration-rotation Raman band are called O, Q, and S branches, respectively, in an extension of the P, Q, R notation used in infrared spectra. [Pg.99]

Essentially the same MSSR (that the completely symmetrical modes are active) applies to Raman spectroscopy on flat metal surfaces or large metal particles, although the relative intensities of corresponding bands are often very different and complementary to those observed in infrared spectra. However, the MSSR is not so strict in Raman spectroscopy because metals are less than perfect conductors at visible frequencies. In addition, a few extra, usually weak, features can occur in Raman spectra owing to cross terms in the polarizability, as discussed by Hexter (98) and Moscovits (27). [Pg.17]

Potential energy surfaces of weakly bound dimers and trimers are the key quantities needed to compute transition frequencies in the high resolution spectra, (differential and integral) scattering cross sections or rate coefficients describing collisional processes between the molecules, or some thermodynamic properties needed to derive equations of state for condensed phases. However, some other quantities governed by weak intermolecular forces are needed to describe intensities in the spectra or, more generally, infrared and Raman spectra of unbound (collisional complexes) of two molecules, and dielectric and refractive properties of condensed phases. These are the interaction-induced (or collision-induced) dipole moments and polarizabilities. [Pg.81]

The position of the asymmetric stretch T-O-T vibration in infrared spectra of the framework vibration region (at about 1100 cm 1) is a sensitive probe of Si/Al and Si/B ratios in aluminosilicates (27) or borosilicates (31). Infrared spectra of the boronated samples revealed a slight shift of the asymmetric stretch silicalite band at 1100 cm 1 to about 1098 cm 1, consistent with the boron content calculated from NMR line intensities (Jansen et al. (31) reported a 10 cm 1 shift upon substitution of 4.1 boron atoms per unit cell of ZSM-5). [Pg.401]

Pugh LA, Rao KN (1976) Intensities from Infrared Spectra. In Rao KN (ed) Molecular Spectroscopy, Modem Research, vol 2. Academic Press, New York Pulay P (1969) Mol Phys 17 197... [Pg.750]

Considerable changes take place in PETP structure at ultra-violet irradiation. So M.S. Kuligin with his research workers found increase of absorption bonds intensity in the region 1620 cm in infrared spectra of irradiated PETP, characterizing the presence of double bonds... [Pg.109]

Intensities of infrared spectra signals (IR spectra), for example, sampled at 10/cm in the fingerprint region (1500-600/cm) were used as molecular descriptors, each spectrum being scaled in the range 0-100 [Benigni, Passerini et al, 1999a]. [Pg.710]


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