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Complementary theories

A simple diagram depicting the differences between these two complementary theories is shown in Fig. 1, which represents reactions at zero driving force. Thus, the activation energy corresponds to the intrinsic barrier. Marcus theory assumes a harmonic potential for reactants and products and, in its simplest form, assumes that the reactant and product surfaces have the same curvature (Fig. la). In his derivation of the dissociative ET theory, Saveant assumed that the reactants should be described by a Morse potential and that the products should simply be the dissociative part of this potential (Fig. Ib). Some concerns about the latter condition have been raised. " On the other hand, comparison of experimental data pertaining to alkyl halides and peroxides (Section 3) with equations (7) and (8) seems to indicate that the simple model proposed by Saveant for the nuclear factor of the ET rate constant expression satisfactorily describes concerted dissociative reductions in the condensed phase. A similar treatment was used by Wentworth and coworkers to describe dissociative electron attachment to aromatic and alkyl halides in the gas phase. ... [Pg.87]

Early research at our institute found that treatment with lithium decreased the b-adrenergic receptor number, consistent with the noradrenergic down-regulation hypothesis but difficult to reconcile with a complementary theory of mania ( 25). Lithium can also block dopamine receptor supersensitivity, and this is consistent with the postulate that mania is associated with an increased sensitivity of catecholamine receptors. [Pg.190]

In addition, I would like to point to the complementary theory of R. D. Levine on the fluctuations in reaction rate coefficients [2], with applications to mode selective decay rates of near-degenerate resonances in model systems [3], similar to Schinke s results [4],... [Pg.812]

I would also like to suggest that the exact quantum results of R. Schinke [1] should serve as touchstones for the complementary theories developed by R Gaspard [3], His methods [3] are based on classical trajectories, and it would be nice to compare, e.g., regular resonances in HCO versus irregular ones for HO2 in the complementary quantum and classical-based theories. [Pg.815]

Two complementary theories were adopted in the early days of studying sleep and learning in experimental animals. Rats were used for this work because cats, despite much more being known about their brains, are such poor learners. Cat owners will object to this invidious comparison - surely their beloved pets are at least as clever as rats. But cats are domesticated and don t need to learn much to survive. Rats are still wild and need to adapt to much more difficult life conditions. [Pg.109]

It is only for X-rays of short wave length that AX is a measurable amount in other words only for such radiation is the mass of the light quantum not too small compared with the rest mass of the electron m0. To the wave nature of the radiation a particulate nature is thus added in the complementary theory and vice versa, according to equation (4). [Pg.108]

This work is about molecular theory, and emphatically not about how to perform simulations. Molecular simulation is an essential component of modem research on solutions. There are a number of presentations of simulation techniques, but not of the molecular theory that we take up here. We offer this book as complementary theory with simulators in mind. [Pg.239]

While chemical reactivity is normally discussed in terms of transition state theory, corresponding to motion on an adiabatic potential energy surface, a complementary theory has been formulated (see the review by Metiu et in which the passage from reactants to products is formulated in terms of a transition between two diabatic surfaces. We shall refer to this as diabatic transition structure theory. This approach is a very natural one to use in semiclassical trajectory calculations (see, for example. Refs. 40) and, as we shaU presently discuss, enables a simple interpretation of transition structure. [Pg.178]

Kerr, W. (1957). Complementary Theories of Safety Psychology. Journal of Social Psychology, 45,3-9. [Pg.243]


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See also in sourсe #XX -- [ Pg.106 ]




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