1979
DOI: 10.1016/0301-0104(79)85005-3
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Generalized coupled oscillator model for defect polymers. I. Calculation of frequency branches of n-paraffins, fatty acids and glymes

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Cited by 11 publications
(3 citation statements)
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“…In the present work a method for theoretical analysis of vibrational spectra of finite rectangular two-dimensional lattice segments (island) with one degree of freedom per unit cell is proposed. In terms of the unit cell normal coordinates [8], the results obtained are easy to extend to lattices with an arbitrary number of freedom degrees per unit cell.…”
Section: Sf Ippolitova Et Almentioning
confidence: 86%
“…In the present work a method for theoretical analysis of vibrational spectra of finite rectangular two-dimensional lattice segments (island) with one degree of freedom per unit cell is proposed. In terms of the unit cell normal coordinates [8], the results obtained are easy to extend to lattices with an arbitrary number of freedom degrees per unit cell.…”
Section: Sf Ippolitova Et Almentioning
confidence: 86%
“…The bands of CH 3 , which are close in frequencies, can contribute to the bands at 1382 and 1463 cm -1 . This spectrum also comprises characteristic bands of chains (CH 2 ) n with n = 3 (810 cm -1 ), n = 4 (748 cm -1 ), and n > 4 (725 cm -1 ) (Loghinov et al, 1979;Chukanov and Kumpanenko, 1988), O-H stretching vibrations (3400 cm -1 ), C=O groups (1714 cm -1 ), and isolated (non conjugated) bonds C=C (1608 cm -1 ).…”
Section: Infrared Spectroscopymentioning
confidence: 99%
“…At high contents of Ca, there are linear sequences C Na (C Ca ) n C Na of Ca-bearing clusters C Ca confined by Ca-free ones, which results in the generation of chain vibrations due to the resonance between n 3 -type vibrations of neighboring Na 2 Ca(CO 3 ) clusters. This vibrational problem was solved by us earlier (Loghinov et al 1979, Chukanov & Kumpanenko 1988. The solution of a secular equation results in the following analytical expression for the dependence of the wavenumber n 3 * of the IR-active band of chain vibrations on n:…”
Section: Local Vibrations Of Extra-framework Groupsmentioning
confidence: 99%