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Kinetic Scale

Rate constants for reactions of Bu3SnH with some a-substituted carbon-centered radicals have been determined. These values were obtained by initially calibrating a substituted radical clock on an absolute kinetic scale and then using the clock in competition kinetic studies with Bu3SnH. Radical clocks 24 and 25 were calibrated by kinetic ESR spectroscopy,88 whereas rate constants for clocks 26-31 were measured directly by LFP.19,89 90 For one case, reaction of Bu3SnH with radical 29, a rate constant was measured directly by LFP using the cyclization of 29 as the probe reaction.19... [Pg.95]

The one-carbon ring expansion of (17) to (18) has been accurately measured and proposed as an alternative radical clock to the 5-hexenyl radical to help determine rates in the middle regions of the kinetic scale (Scheme 8). Ab initio calculations have indicated that the isomerization of the 3-oxocyclopentylmethyl radical to the 3-oxocyclohexyl radical is energetically more favourable than the process leading to the ring-opened 5-hexenoyl radical. " ... [Pg.122]

In the absence of equilibrium measurements, attempts have been made to establish the J- scale based on kinetic date. The attempt (15) to approximate Equation 2 by J = El- + log aw was only partly successful. Recently, a kinetic scale J (k) based on the Zucker-Elammett hypothesis (16) has been proposed by Rochester (17). In Equation 3, which relates kinetic and acidity data, k is... [Pg.347]

During the past two decades, five crad scales have been proposed to assess electronic effects in para- and meta-substituted benzyl radicals, four of which are of the kinetic type based on chemical reactivity. For example, the Fisher scale [Eq. (11)] [32] involves the A -bromosuccinimide(NBS)-initiated hydrogen abstraction from aryl-substituted m-cyanotoluenes. For the Jackson scale [Eq. (12)] [33], the thermolysis of dibenzylmercury compounds was employed. The most comprehensive scale is that by Creary [34] [Eq. (13)], which was derived from the relative rearrangement rates of 2-aryl-3,3-dimethylmethylenecyclopropanes. The most recent kinetic scale comes from Jiang et al. [35] [Eq. (14)], who applied the dimerization rates of substituted trifluorostyrenes for this purpose. Only Arnold s ax scale [36] is of the spectroscopic type, based on EPR a hyperfine coupling constants of photo-lytically generated aryl-substituted benzyl radicals [Eq. (15)]. [Pg.226]

One may ask why these trends have not been recognized earlier, although such data have been available [32, 34,36]. Since the extent of the destabilizing effect in meta-substituted benzyl-type radicals is relatively small (cf. Table 3), such effects may have been masked by polar effects (cf. the two-parameter Hammett treatment in Fig. 14) in the kinetic scales (e.g., m-CN ac= —0.12 vs. opol = +0.56). In the case of the spectroscopic ax scale, due to the complexity of the EPR spectra for the meta-substituted benzyl radicals 13, which cover only a range of +0.20 G, the accuracy in the coupling constants may have been too low (+0.02 G) to expose the small, but systematic meta effect [36, 37, 55]. These shortcomings are less pronounced in the AD scale, for which polar effects are absent and the total range in the meta substituents covers + 14 G with an accuracy of 0.3 G. [Pg.235]

The evolution of kinetic scales has been highly dependent on radical clock and, more generally, indirect competition kinetic studies [6], These types of studies provide ratios of rate constants as discussed above. One can build an extensive series of relative rate constants for unimolecular clocks and bimolecular reactions, and the relative rate constants often are determined with very good to excellent precision. At some point, however, absolute rate constants are necessary to provide real values for the entire kinetic scale. These absolute kinetic values are the major source of error in the kinetics, but the absolute values are becoming more precise and, one certainly hopes, more accurate as increasingly refined techniques are introduced and multiple methods are applied in studies of specific reactions. [Pg.325]

Because of these and other questions that are still open, the study of the kinetic scaling behavior of nanostructured systems is quite complex and must be the focus of further development of appropriate nanostructured electrodes. [Pg.139]

For this discrepancy explanation the relationship for kinetic scaling at condition R 4 is transition length scale) should be written [88] Eq. (51) ... [Pg.41]

For theoretical description of the dependence p (c ) kinetic scaling for diffusion - limited aggregation at the condition (R is gyration radius, 4 is... [Pg.220]

Nuclear magne- The NMR timescale most commonly tic resonance refers to spin lifetimes of milliseconds to (NMR) time- seconds and chemical exchange kinetic scale processes. The actual time is in the range... [Pg.3271]

Keywords Polyether, reetherification, catalysis, mica, reaction kinetics, scaling approach. [Pg.69]

The difference in time scale, amplitude, and area of the artificial cell current spike is due to the fact that the vesicle is larger and contains more electroactive molecules than those in living cells. However, release from the smallest vesicles measured (approximately 4 pm diameter) is similar in time to events measured from the large vesicles of the beige mouse mast cell which average 700 nm in diameter (81). In Figure 17.1.6C, the relationship between vesicle radius and full width at half maximum (half-width) is shown for experiments with artificial cells. The fit is nearly perfectly cubic, meaning that release kinetics scale linearly with vesicle volume. [Pg.729]

Whrai a radical ar atom attacks a polar O—or N—bond, the reactant Y forms a hydrogen bond of the type O—H...Y or N— H...Y in polar solvents. The hydrogen bond shields the reactant and slows down the reactimi regardless of vdiat kind of radical, polar or nonpolar, attacks it A universal kinetic scale was pressed for the estimation of the effectiveness of such shielding. [Pg.235]

Early interlaboratory comparisons showed ranges in reported BEs of up to 2eV and ranges in reported kinetic energies of up to 32 eV for the same specimen materials [114, 115). Extensive work was performed at the UK National Physical Laboratory (NPL) and at NIST to provide data and procedures for cahbration of the BE and kinetic scales ofXPS and AES instruments, respectively [116] documentary standards (described below) are now available to guide analysts on how to cahbrate... [Pg.241]

For theoretical description of the dependence Jc ) a kinetic scaling for diffu-sion-hmited aggregation at the condition R is gyration radius, is a scale of aggregation processes universality classes transition) was used [61] ... [Pg.37]

Musa OM, Homer JH, Shahin H, Newcomb M. A kinetic scale for dialkylatninyl radical reactions. J Hm Chem Soc. 1996 118 3862-3868. [Pg.250]

R. Y. Chen and W. Y. D. Yuen, The effects of steel composition on the oxidation kinetics, scale structure, and scale-steel interface adherence of low and ultra-low carhon steels . Mater. Sci. Forum, 522-523, 451—459 (2006). [Pg.247]


See other pages where Kinetic Scale is mentioned: [Pg.97]    [Pg.160]    [Pg.182]    [Pg.332]    [Pg.90]    [Pg.578]    [Pg.298]    [Pg.177]    [Pg.287]    [Pg.319]    [Pg.467]    [Pg.12]    [Pg.32]    [Pg.44]    [Pg.319]    [Pg.332]    [Pg.39]    [Pg.74]    [Pg.58]    [Pg.516]    [Pg.1]   
See also in sourсe #XX -- [ Pg.344 ]




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