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INDEX charge transfer complexes

Brown (1959) has presented a charge transfer model of the transition state for electrophilic reactions which differs appreciably from that proposed by Fukui and his collaborators and leads to the definition of a new reactivity index termed the Z value . The model is based on a more conventional formulation of the charge transfer mechanism, which avoids the complete transfer of electrons associated with v = 0,1,2 in Fukui s model. There is no dependence on the formation of a pseudo tt orbital in the transition state, nor is hyperconjugation invoked. A wave function for a charge transfer complex is written as a linear combination of a wave function < o describing the unperturbed ground state of the molecule under attack, and a function which differs from (Pq in the replacement... [Pg.115]

Here, Ae is the charge transferred from one reactant to the other, t and r2 are the radii of the two (spherical) reactants, r12 is, as before, the center-to-center distance, often approximated18 as the sum of + r2, and Ds and Dop are the static and optical (square of refractive index) dielectric constants of the solvent, respectively. This model for /lout treats both the reactants as hard spheres (i.e., the hard sphere model). For other shapes, more complex models are needed, which are rarely used by reaction chemists.21... [Pg.9]

I. Quantum biochemistry by A. Puixman and B. Pullman. II. Mechanisms of energy transfer by Th. FOrster. III. Char transfer in biology a) Donor-acceptor complexes in solution, (b) Transfer of charge in the organic solid state by F. J. Bullock. IV. Active transport and ion accumulation by P. Mitchell. Subject index. [Pg.215]


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See also in sourсe #XX -- [ Pg.327 , Pg.341 ]




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