Vol. 34, No. 7
MICROPOROUS NICKEL
1061
the anode, rather than in one lying at the same plane with the Ni-filled cell. These effects lead
to either partially filled or completely void polymer cells in accordance with Figure 4(a), in
which 10–30-m diameter voids can be seen in the body of the central aggregate. In Figure
4(b), much smaller pores of a few microns diameter can be identified between the small
spherical aggregates, corresponding to either partial cell filling or the walls of the polymer
matrix in the precursor Ni/PHP composite (prior to polymer decomposition). Also, the
surface of the aggregates appears to be rough and pitted to a submicron level, probably due
to local high current densities resulting in rough deposits and hydrogen embrittlement. These
properties should be beneficial to the deposit’s catalytic activity, since they increase its true
surface area.
A crude estimate of the porosity of the Ni coating can be calculated as follows. From the
micrographs in Figure 3(a) and (b), the diameter of the coated Ni wire can be seen to be
approximately 750 m (b) and that of the plain wire, 250 m (a). The volume of a
hypothetical cylindrical nonporous deposit, which can be found by subtracting the volume of
the plain wire from that of the coated wire, is 3.93 ϫ 10Ϫ3 cm3/cm of wire. Since there are
10.23 wires per 1 cm along each of the mesh dimensions (mesh specifications: 26 ϫ 26 wires
per inch), it follows that there are 2 ϫ 10.23 ϭ 20.5 wires in 1 cm2 of mesh, amounting to
a total wire length of 20.5 cm/cm2 of mesh. Therefore, a nonporous tubular deposit would
have a volume of 3.93 ϫ 10Ϫ3 ϫ 20.5 ϭ 80.565 ϫ 10Ϫ3 cm3/cm2 of mesh. The charge
passed during Ni electroplating at 35 mA/cm2 of mesh for 24 h corresponds to 3,024 C/cm2
of mesh. The current efficiency as found by weighing the cathode after polymer burnout was
ca. 47% (we comment on this value below), which means that 0.47 ϫ 3,024 ϭ 1,421 C were
used for Ni electrodeposition per 1 cm2 of mesh. From Faraday’s law (Ni molecular weight
and density taken as 58.015 and 8.9 g/cm3, respectively), we can calculate the actual volume
of the Ni deposit to be 48 ϫ 10Ϫ3 cm3/cm2 of mesh. Therefore, the porosity of the deposit
should be approximately (80.565 Ϫ 48)/80.565 ϭ 40.4%. The current efficiencies of ca. 50%
obtained in all of the Ni-plating experiments through polyHIPE were much lower than the
usual 98% values for plating onto bare metal substrates under similar bath, temperature, and
current density conditions [26]. This was due to the fact that the local current densities around
the polymer pores were much higher than the average current density over the entire sample,
resulting in higher rates of hydrogen evolution, competing with nickel deposition and, hence,
lowering the efficiency of the latter.
The micrographs in Figure 5 depict situations of partial coating formation due to smaller
charges passed through the cell (electroplating at shorter times and/or smaller current
densities) and are, therefore, helpful in understanding the development of the microporous
structure of the deposit. Close inspection of Figure 5(a) reveals that the initially small
spherical deposits are connected to each other by needlelike deposits of submicron width.
These very thin deposits, present after only 1 h of electroplating at 33 mA/cm2, could have
been developed through the pores at the walls of neighboring cells, linking small deposits
formed within different cells; as time lapses, both the spherical deposits and the Ni needles
thickened to finally form structures similar to those shown in Figures 3 and 4. The micro-
graphs in Figure 5(b) and (c), which correspond to very small quantities of electrodeposited
Ni, show the first stages of the coating built up where the density of Ni aggregates was small.
In particular, Figure 5(c) reveals that, before the first aggregates started to form, the surface
of the Ni wire was covered by a rough but nonporous thin Ni layer similar to that sometimes
observed on bare metal substrates. It was only after this layer had formed that the deposits
started to squeeze into the polymer matrix and, hence, acquired the porous structure discussed