E. Lust et al., ADSORPTION OF NORMAL HEXANOL ON BISMUTH SINGLE-CRYSTAL PLANE ELECTRODES, Journal of electroanalytical chemistry [1992], 442(1-2), 1998, pp. 189-200
Cyclic voltammetry, impedance and chronocoulometry have been employed
for a quantitative study of 1-hexanol(n-HA) adsorption at the bismuth
single crystal plane\aqueous Na2SO4 solution interface. The adsorption
characteristics obtained from the impedance and chronocoulometric mea
surements are in reasonable agreement within the limits of surface cha
rge densities -18 < sigma < 5 mu C cm(-2). The adsorption isotherms, G
ibbs energies of adsorption Delta G(A)(0), the limiting surface excess
Gamma(max) and other adsorption parameters, dependent on the crystall
ographic structure of electrodes, have been determined. The adsorption
of n-HA on Bi single crystal planes is mainly physical and is limited
by the rate of diffusion of organic molecules to the electrode surfac
e. Comparison of the. adsorption data for n-HA with normal propanol (n
-PA), normal butanol (n-BA), butyl acetate (BAC), cyclohexanone (CHN),
cyclohexane carboxylic acid (CHCA) and cyclohexanol (CH) shows that t
he adsorption characteristics depend on the structure of the hydrocarb
on radical, as well as on the chemical nature of the functional group
of the adsorbate. The adsorption activity of adsorbates at the bismuth
/solution interface increases in the sequence n-PA < n-BA < n-HA as th
e adsorption at the air\solution interface increases. In the case of a
ll compounds studied, the adsorption activity increases in the sequenc
e of planes (111) < (001) < (01(1) over bar). According to the values
of the standard Gibbs energy of adsorption it was established that the
hydrophilicity of electrodes increases in the sequence Sb(<2(11)over
bar>) < Sb(001) < Sb(111) < Bi(01(1) over bar) < Bi(<2(11)over bar>) <
Bi(<(1)over bar 0 (1) over bar) less than or equal to Hg less than or
equal to Bi(001) < Bi(111) < Cd(0001) < Cd(10 (1) over bar 0) < Cd(11
(2) over bar 0) < Ag(111) < Ag(100) < Ga < Ag(110) < Zn(0001) < Zn(10
(1) over bar 0) < Zn(11 (2) over bar 0). (C) 1998 Elsevier Science S.
A.