On the basis of electric dipole moments, base ionization of substituted anilines and tertiary amines (B) in octanoic acid (HA) is best represented by the chemical equation B . HA + HA F! BH+. A--HA and appears not to be ultrafast.Equilibrium constants (Ki) for the ionization of a series of N,N-dialkylanilines were measured spectrophotometrically in acetic, propionic, and octanoic acid. Substituent effects on log Ki were approximately equal in these three solvents. Solvent effects on log Ki for several anilines conformed fairly well to a dipole-solvation model.According to Eigen,2 the kinetics of Brqhsted acid-base reactions is usefully discussed in terms of the three-step scheme in eq 1-3. k1 k2 HA + B B.HA (hydrogen-bond association) (1) ki k-i. B-HA === BH'. A-(ionization) (2 1 k3 k4 BH+.A-BH' + A-(ion-pair dissociation) (3)Eigen also suggested that many exoergic acid-base reactions are diffusion controlled, i.e., k , > k2. This would imply that the rate constant for ionization ( k , ) is greater than -1O'O sec-I. This is possible because the proton may tunnel through, rather than surmount, the potential barrier that separates the states B . HA and BH+ -A-.3 The actual proton tunneling frequency may be as high as 1012-1014 ~8 c -I .~ Proton transfer at such rates of speed has been called ultrafast.In the present paper we investigate the speed of the ionization step in the ionization of anilines in carboxylic acid solvents by a combination of dipole moment and spectrophotometric measurements. Recent work by others5-' has demonstrated that electric dipole moments of hydrogenbonded acid-base complexes are particularly informative about the nature of the ionization step. We hope to demonstrate that, when the degree of ionization is measured by an independent method, the electric dipole moments can also tell us whether proton transfer is ultrafast. Carboxylic Acid Solvents. In terms of the general scheme in eq 1-3, the acid-base reactions of anilines in carboxylic acid solvents of low dielectric constant, such as acetic acid, are relatively simple because the concentrations of the "free" base B in (1) and of the dissociated ions BH+ in (3) are stoichiometrically insignificant. The ionization step (eq 2) is therefore isolated. That the unprotonated aniline exists largely in the form of hydrogen-bonded complexes is indicated by the optical absorption in the region of the n -+ T * transition, which closely resembles that in methanol and clearly differs from that in c y c l~h e x a n e .~.~ That the anilinium ion exists largely in the form of ion pairs is indicated by the small magnitude of the ion-pair dissociation con~t a n t .~ Concerning the speed of the ionization step, in acetic acid, an indirect estimate of the rate constant ki is available from the analysis of proton exchange rates.I0-l2 The minimum value for ki is thus found to be in the range 1 X lo8 to 3 X IO9 sec-I for a series of bases ranging from methylamine to p-fluoroaniline, for which the ionization constants K , ( = k i / k -, ) in acetic acid range f...