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Demonstration of Intermediates

The build-up of measurable concentrations of an intermediate in a stepwise reaction does not occur in the majority of cases and the concentration can be very small compared with that of reactant and product. Under these conditions, the Bodenstein steady-state assumption is valid and Equation (2), the mechanism involving an intermediate, can be solved to give Equation (3). [Pg.163]

In this case we employ Hammett terminology but any free energy relationship such as a Bronsted or a Swain -Scott equation could be used. [Pg.164]

Similar equations govern a plot where the individual steps of Equation (2) obey Bronsted equations (see Equations 11 and 12). logA = P a -I- C (n = 1,-1 or 2 corresponding to A , and Ztj)- [Pg.164]

Alternative definitions are an intermediate is diagnosed if the observed rate constant on one side of the break-point in a non-linear free energy relationship is less than that calculated from the correlation on the other side. Another definition is that a stepwise mechanism gives a non-linear correlation with a convex upwards curvature to the free energy line in this case the sense of convexness must be defined. [Pg.165]


Hoefler H, Denk H, Lackinger E, et al. Immunocytochemical demonstration of intermediate filament cytoskeleton proteins in 78. human endocrine tissues and (neuro-) endocrine tumors. Virch... [Pg.331]


See other pages where Demonstration of Intermediates is mentioned: [Pg.163]    [Pg.197]   


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