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The Production of p-Anisidine

The reaction scheme is shown in Fig. 3.23. In contrast to the previous example, we will treat the two secondary reactions separately. [Pg.143]

On the assumption of Section 3.2.3.1, namely that there is no accumulation of the reacting A, B, and and that the Tafel-type expression in Eq. (3.146) applies, one obtains a relationship for i, the current density, for the primary reaction  [Pg.143]

Assuming (1) the rate of diffusion of B away from the electrode is faster than the rate of the chemical step B - C i.e., as a first approximation the buildup of B in the bulk of the electrolyte is negligibly small (in practice Cg represents 10 to 15% of Cc), and (2) Eq. (3.146) can also be used for ig, the current density of the consecutive secondary reaction, an equation can be derived  [Pg.143]

To produce a reaction model we must obtain numerical values for constants H i H (see Section 3.2.2.2). These are determined largely [Pg.146]

From Table 3.8, at low electrode potentials amounts of aniline are very small, i.e., i = i. Hence  [Pg.146]


THE SOLUTION The reaction model for the production of p-anisidine has already been developed in Chapter 3, in Eqs. (3.190), (3.180), and (3.188) (shown again here) ... [Pg.168]


See other pages where The Production of p-Anisidine is mentioned: [Pg.143]    [Pg.145]   


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