In order to reach a better understanding of the role of molybdenum in the
presence of sulfur, studies were undertaken on simple systems, i.e., binary and ternary
single-crystal alloys on which the surface concentrations of sulfur and of Mo could be
precisely measured by radiochemical (
35
S) and spectroscopic (XPS) techniques. The
experiments performed on nickel-molybdenum alloys [Ni-2Mo and Ni-6Mo(at %)] pro-
vided the first direct evidence of a specific surface interaction between molybdenum and
adsorbed sulfur leading to the removal of sulfur from the surface and thereby the atten-
uation or the disappearance of the detrimental effects of adsorbed sulfur [34,35].
The most conclusive experiments were done in (a) preadsorbing, in a gas
mixture of H
2
S and H
2
, a known amount of sulfur on the well-defined surface of an
Ni-2 at % Mo alloy [the (100) crystallographic orientation of this fee alloy was used]
and (b) measuring the variation of the sulfur coverage during anodic dissolution in the
active state (at 320mV/SHE) in 0.05 M H
2
SO
4
. The first and essential observation was
that the sulfur coverage decreases, whereas it had been found to remainconstant on pure
Ni (discussed earlier in this chapter). The precise measurement of the desorption kinet-
ics is shown in Figure 10 in terms of sulfur coverage (weight per cm
2
and number of
sulfur atoms per metal atom on the surface) versus the amount of dissolved material
(expressed in number of dissolved atom layers). The initial coverage corresponds to
saturation of the surface by adsorbed sulfur [42 ng/cm
2
, one S atom for two M atoms
on the surface of the (100) face]. Because sulfur was initially present only on the
surface, the results demonstrate that a surface reaction between Mo and sulfur is the
cause of the loss of the surface sulfur. This is a dynamic process in which the dissolu-
tion of the alloy brings Mo to the surface, which bonds to adsorbed sulfur and is then
dissolved with it. A theoretical model was proposed for the mechanism of the effect of
Mo. In this model, one S atom adsorbed on the surface reacts with k Mo atoms of the
surface plane and the cluster that is formed (in which O or OH may participate) is
dissolved. It was shown that the sulfur coverage on the surface after dissolution of
(n+ 1) atom planes of the alloy, denoted θ
s
(n + 1), has the following expression [34]:
θ
s
(n + l) = θ
s
(n) – [(θ
s
(n))
2
(C
s
Mo
)
k
]
where C
s
Mo
is the surface concentration of Mo, which was assumed to be identical to
the bulk content of Mo, and k is the number, defined above, of Mo atoms required
to form with sulfur a cluster that is dissolved. This equation was used to fit the
experimental variation of the sulfur coverage. The results for k = 1, 2, 3 are computed
in Figure 10. The curve with k = 2 provides a very good fit to the experimental curve.
Similar findings were obtained with Ni-6% Mo (100). These results strongly support
the proposed mechanism in which, on a (100) surface, two Mo atoms bond to and
remove one adsorbed S atom. It is to be noted that in this mechanism the passive
film is not directly involved, but of course the major consequence of the removal
of sulfur by Mo is that the passive film may be formed on an otherwise blocked
surface. The same model has been used successfully to interpret in a quantitative
manner the fact that on other Ni-Mo alloys the surface enrichment of sulfur by
anodic segregation of bulk sulfur was very limited [36] compared with what had been
reported previously for Ni [2]. On Ni-6%Mo (100) with 32 ppm sulfur in the bulk,
the coverage by sulfur measured after different times of anodic polarization in the
active region (in 0.05 M H
2
SO
4
) was always less than a complete monolayer. The
theoretical amount of sulfur, calculated using an equation similar to that given
298 Marcus
Copyright © 2002 Marcel Dekker, Inc.