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Methylene bending mode

The spectrum of neat ethanol is shown in Fig. 4.42(a). This spectmm was collected from a thin liquid film of ethanol between salt plates. The broad hydrogen-bonded OH stretch covers the region from 3100 to 3600 cm centered at about 3350 cm The strong C—C—O stretch at 1048 cm is characteristic of a primary alcohol. Coupling of the weak OH bend to the methylene bending mode and overlap of the methyl... [Pg.272]

Copolymers are comprised of chains containing two or more different types of monomers. The composition of copolymers may be quantitatively determined by using infrared spectroscopy [3, 8]. Distinctive representative modes for the polymers may be identified. For example, in the case of vinyl chloride-vinyl acetate copolymers, the ratio of the absorbance of the acetate mode at 1740 cm to that of the vinyl chloride methylene bending mode at 1430 cm can be used for quantitative analysis. Copolymers of known composition may be used for calibration. The multivariate methods described earlier in Chapter 3 may also be applied. Care must be exercised because the position and shapes of the infrared bands of the components of copolymers may be affected by the sequencing of the constituent monomers. [Pg.118]

Spectral assignments have been made as follows. The spectra for p polarized IR for all the surfactants studied (Fig. l(a-f)) exhibit strong intensities for the methylene asymmetric stretch (d") at 2930 cm in agreement with the value observed in the IR spectrum, (2925 cm [45]. Peaks of moderate intensity are observed for the methylene symmetric (d ) and methyl symmetric (r" ") stretches at 2848 and 2872 cm" respectively. A weak methylene Fermi resonance (dpa) at 2900 cm resulting from interaction of an overtone of the methylene bending mode with the methylene symmetric stretch, is observed as a shoulder of the methylene asymmetric stretch. This can be compared to the methylene Fermi resonanee in polymethylene appearing in the IR (d" (it)FR) at 2898-2904 cm" and in the Raman (d" (0)FR) at 2890 cm" 1 [46,47]. [Pg.19]

For polymethylene chains, the origin of these complexities may be described in terms of the appropriate binary combinations involving methylene bending modes interacting with the infrared or Raman-active symmetric stretching fimda-mental (154,155). Two levels of Fermi resonance interactions, intramolecular and intermolecular, need be distinguished, however. Unexpectedly, the Raman-active bands observed for different intermolecular packings are quite different (Fig. 16). [Pg.8793]

This crystal field splitting has been observed for the methylene rocking mode at 720 cm and for the methylene bending mode at 1460 cm in spectra of crystalline PE. Although other modes should also exhibit such splitting, their inherent bandwidth prevents the observation of separate components. AVhen PE is melted, the crystal field splitting disappears. Consequently, a measure of the relative intensities of the 720- to 730-cm bands can be used to rank the relative crystallinity of PE samples. [Pg.195]

Fig. 12. Internal energy spectrum of the CH2 fragment from photolysis of the CH3 radical at 216.3 nm. The combs above the figure indicate the expected TOFs of H atoms formed, in association with triplet methylene CH2(X3Bi) or singlet CH2( i1Ai) respectively as a function of V2, the vibrational quantum number for their respective bending mode. (From Wilson et al,113)... Fig. 12. Internal energy spectrum of the CH2 fragment from photolysis of the CH3 radical at 216.3 nm. The combs above the figure indicate the expected TOFs of H atoms formed, in association with triplet methylene CH2(X3Bi) or singlet CH2( i1Ai) respectively as a function of V2, the vibrational quantum number for their respective bending mode. (From Wilson et al,113)...
With polyatomic molecules many more fundamental vibrational modes are possible. A qualitative illustration of the stretching and bending modes for the methylene group is shown in Fig. 3.1. Arrows indicate periodic oscillations in the directions shown the and signs represent, respectively, relative move-... [Pg.257]

Figure 9.16. Stretching and bending modes of a methylene group... Figure 9.16. Stretching and bending modes of a methylene group...
The FT-IR-ATR absorption spectrum of the control polypropylene (untreated) is shown in Figure 1. It is a typical polypropylene spectrum with absorption bands due to asymmetric and symmetric stretching of CH3 and CH2 groups around 2900 cm-1. The absorption bands at 1460 nd at 1380 cm-1 represent the asymmetric and symmetric bending of CH3 respectively. Absorption bands at 2878 cm-- - (CH3 stretching) and at 841 cm-- (Methylene rocking modes) suggest that the polypropylene membrane is of the isotactic form. [Pg.158]

Figure 6.5a shows the pressure dependence of the CH2 bending mode frequency of the methylene chain of lipids for both normal and malignant cervical tissue. Pressure increases this frequency because it... [Pg.140]

Figure 6.5a The pressure dependence of the CHj bending mode Lode frequency of the methylene chain of lipids for normal (o) and. Jand malignant ( ) cervical tissues... Figure 6.5a The pressure dependence of the CHj bending mode Lode frequency of the methylene chain of lipids for normal (o) and. Jand malignant ( ) cervical tissues...
Molecules are always in a state of vibration. The bonds present in molecules have their own unique stretching and bending modes. Let s consider a hypothetical molecule A which has n atoms per molecule. Then, theoretically molecule A will have 3/i - 6 modes of vibration. But this does not mean that the vibrational modes strictly follow this rule. Some of the vibrational modes have frequencies that do not coincide with the frequencies of the IR that we use. We will consider the vibrational modes of the methylene group. [Pg.393]

Progression of bands in solid state spectra, probably due to wagging and/or bending mode of vibration of the C—H bonds of methylene groups. The number of bands in the progression is indicative of chain length. [Pg.147]


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