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Free radicals vibrational frequencies

Matrix IR spectra of various silenes are important analytical features and allow detection of these intermediates in very complex reaction mixtures. Thus, the vibrational frequencies of Me2Si=CH2 were used in the study of the pyrolysis mechanism of allyltrimethylsilane [120] (Mal tsev et al., 1983). It was found that two pathways occur simultaneously for this reaction (Scheme 6). On the one hand, thermal destruction of the silane [120] results in formation of propylene and silene [117] (retroene reaction) on the other hand, homolytic cleavage of the Si—C bond leads to the generation of free allyl and trimethylsilyl radicals. While both the silene [117] and allyl radical [115] were stabilized and detected in the argon matrix, the radical SiMc3 was unstable under the pyrolysis conditions and decomposed to form low-molecular products. [Pg.46]

In general, the accuracy of a simulated spectrum depends on the quality of the description of both the initial and the final electronic states of the transition. This is obviously related to the proper choice of a well-suited computational model a reliable description of equilibrium structures, harmonic frequencies, normal modes, and electronic transition energy is necessary. In the study of the A Bj Aj electronic transition of phenyl radical the structural and vibrational properties have been obtained with the B3LYP/TDB3LYP//N07D model, designed for computational studies of free radicals. Unconstrained geometry optimizations lead to planar... [Pg.134]

There are two classes of reactions for which Eq. (10) is not suitable. Recombination reactions and low activation energy free-radical reactions in which the temperature dependence in the pre-exponential term assumes more importance. In this low-activation, free-radical case the approach known as absolute or transition state theory of reaction rates gives a more appropriate correlation of reaction rate data with temperature. In this theory the reactants are assumed to be in equilibrium with an activated complex. One of the vibrational modes in the complex is considered loose and permits the complex to dissociate to products. Figure 1 is again an appropriate representation, where the reactants are in equilibrium with an activated complex, which is shown by the curve peak along the extent of the reaction coordinate. When the equilibrium constant for this situation is written in terms of partition functions and if the frequency of the loose vibration is allowed to approach zero, a rate constant can be derived in the following fashion. [Pg.40]

The experimental methods available for the absorption spectroscopy of free radicals are critically discussed with special reference to flash photolysis and spectroscopy. Some free radical spectra which have been obtained in this way are described and values are given for the dissociation energies and vibration frequencies in the upper and lower states of the CIO, SH and SD radicals. [Pg.37]

Based on Rabinovich and Setser s [66] considerations of the transition state, and Benson and O Neal s [67] empirical methods for the calculation of A5, Baldwin, Walker and Brewery [68] concluded that the values of A5 for alkyl homolysis were marginally above zero. This arises mainly from a loss of entropy (ca 20 J moF ) due to the stiffening of one free rotation in the transition state which is slightly more than compensated by gains due to the lowering of several vibrational frequencies. They took A5 = 4 mol so that with ekT/h = 10 s at 753 K, then A = 10 s and activation energies were calculated with this value. Table 1.14 also gives Arrhenius parameters for the homolysis of lower alkyl radicals obtained experimentally. Within experimental error, all the A factors are consistent with the value of 10 s calculated above. [Pg.47]

This table lists the fundamental vibrational frequencies of selected three-, four-, and five-atom molecules. Both stable molecules and transient free radicals are included. The data have been taken from evaluated sources. In general, the selected values are based on gas-phase infrared, Raman, or ultraviolet spectra when these were not available, liquid-phase or matrix-isolation spectra were used. [Pg.1451]

Janoschek and Rossi [140] have calculated energies, harmonic vibration frequencies, moment of inertia, and thermochemical properties, on a set of 32 selected free radicals at the G3MP2B3 level of theory. They compared their calculated values to literature data and show a mean absolute deviation between calculated and experimental enthalpies values of 0.9 kcal moT which was close to the average experimental uncertainty of 0.85 kcal mol. ... [Pg.78]

The identification of the nature and of the number of fundamental vibrations of a molecule or of a free radical can be carried out starting with the carbon backbone and ending with the H atoms. The procedure will be shown using an example. The frequencies of vibration are given in Chapter XIV. [Pg.121]

Transformation of the molecular structure as a result of the ozone-induced free radical oxidation of the different samples of fibrin-stabilizing factor was studied by techniques of vibrational spectroscopy. On FTIR spectrum of pFXIII there are many well-defined absorption bands in the region of valence vibration of X-H (3000-2400/cm) and in low-frequency region (1300-500/cm). Both of these areas may be a good source of structural information in this case. Particularly the bands of S-H valence vibration of cysteine residues in protein appear in the region of 2520-2600/cm,... [Pg.226]


See other pages where Free radicals vibrational frequencies is mentioned: [Pg.697]    [Pg.219]    [Pg.13]    [Pg.81]    [Pg.96]    [Pg.219]    [Pg.353]    [Pg.10]    [Pg.49]    [Pg.584]    [Pg.24]    [Pg.311]    [Pg.749]    [Pg.151]    [Pg.480]    [Pg.42]    [Pg.37]    [Pg.353]    [Pg.533]    [Pg.54]    [Pg.2]    [Pg.217]    [Pg.584]    [Pg.4]    [Pg.1745]    [Pg.6991]    [Pg.70]    [Pg.472]    [Pg.493]    [Pg.81]    [Pg.180]    [Pg.297]   
See also in sourсe #XX -- [ Pg.102 ]

See also in sourсe #XX -- [ Pg.102 ]

See also in sourсe #XX -- [ Pg.101 ]




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Free vibrations

Vibration frequency

Vibrational frequencies

Vibrational radicals

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