2000
DOI: 10.1007/bf02494894
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Models of slow rotational mobility of paramagnetic probes in glassy media

Abstract: Experimental ESR spectra of the 2,2,6.6-tetramethyl-4-oxopiperidinoxyl (TEMPON) radical probe in the glycerol, polystyrene, and polyvinylbutyral matrices measured in the temperature range 77--373 K were quantitatively compared with the ESR spectra calculated using the known theoretical models of rotational mobility. It was shown that simulation of ESR spectra by the nonlinear least-squares method is an efficient procedure for discriminating ' between theoretical models. The temperature ranges were determined i… Show more

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Cited by 3 publications
(12 citation statements)
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“…However, a more detailed analysis reveals some characteristic properties of temperature dependencies of ESR spectra in polymer glasses in comparison with ones in low‐molecular glasses. For comparison, the previously observed20 temperature dependence of ESR spectra for TEMPON in glycerol is given in Figure 5. We define three ranges of qualitatively different changes in the shape of ESR spectrum.…”
Section: Discussionmentioning
confidence: 87%
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“…However, a more detailed analysis reveals some characteristic properties of temperature dependencies of ESR spectra in polymer glasses in comparison with ones in low‐molecular glasses. For comparison, the previously observed20 temperature dependence of ESR spectra for TEMPON in glycerol is given in Figure 5. We define three ranges of qualitatively different changes in the shape of ESR spectrum.…”
Section: Discussionmentioning
confidence: 87%
“…Data obtained by echo‐induced ESR,15, 43–45 electron double resonance,46–49 and also saturation recovery measurements50 indicate that nitroxides undergo libration motions (fast reorientation motions near equilibrium) in glassy materials. The results of numerical CW‐ESR spectra simulations show that the amplitudes of “librations” in low‐molecular glasses are smaller than ones in polymers 18, 20, 51…”
Section: Discussionmentioning
confidence: 96%
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“…Some authors use mean-squared sine of the displacement angle averaged over all the paramagnetic particles, <sin 2 x>, <sin 2 y>, and <sin 2 z>, for characterization of quasilibration motion [43,44,[48][49][50]. The relations between these characteristics and the quasilibration amplitudes mentioned earlier are given by…”
Section: Concept Of Molecular Quasi-librations [38]mentioning
confidence: 99%