Generally accepted eq. (2), describing kinetics of the cementation, does no
t take into consideration that the system reaches the state of equilibrium
when concentration c(e) > 0. This fact is expressed by the suggested eq. (3
). When cementation is performed in the simple salt solution, then c(e), ca
lculated from the condition of potentials equality, is negligable in compar
ison with the concentrations being determined experimentally (c(e) <<c). Fo
r such a cases cq. (3) converts practically in (2).
The situation changes when cementation takes places in the complex salt sol
ution. Analyticaly determined equilibrium concentrations e(e), of the preci
pitated metal, is then much greater than concentration of its ions, which d
ecides this equlibrium state. In such a case the cq. (3) should describe ce
mentation kinetics better than the classic eq. (2).
Experimental results presented by Guerra and Dreisinger [4], who investigat
ed precipitation of gold by copper from the thiosulphate-ammonia solutions,
have been applied to verify that hypothesis. These data have been subseque
ntly introduced into eqs (2), (3) as well as into an empirical eq. (4) sugg
ested by these authors. Each time the correlation coefficient has been calc
ulated. Its highest value was stated for eq. (3).
The equilibrium concentration c(eAu) has been also calculated from the cond
ition of equality of the Au and Cu potentials at the state of equilibrium.
The stability constants values of complexes of these metals have also been
used in these calculations.
The c(eAu) values obtained in these two ways are close to each other. It sp
eaks for the equilibrium hypothesis, represented by the eq. (3), and agains
t the Guerra's and Dreisinger's hypothesis of "passivation" of copper by th
e precipitated gold.