828
LESHIN et al.
In electrolytes containing 60–80 wt % H2SO4, the
charging curves have a characteristic steplike shape:
with increasing Q, the potential rises stepwise, with a
Table 2. Synthesis of graphite cointercalation compounds
in a 60% solution of H2SO4 in acetic acid
Q, C/g
Stage (di, Å)
C+p
∆m, %
EHg/Hg SO , V
few plateaus, up to EHg/Hg SO = 1.8–1.9 V, correspond-
2
4
2
4
ing to the formation of a stage I* GIC. At intermediate
H2SO4 concentrations (20–40 wt %), the potential of
the graphite sample first rises monotonically and then
plateaus. Note that, the final reaction product in this
C+10
C+20
C+37
805
405
1.92
1.65
1.33
I* (7.94)
II* (7.94)
II (7.94)
85
70
55
concentration range is a stage II GIC with EHg/Hg SO Ӎ
215
2
4
1.5 V. According to XRD results, electrochemical oxi-
dation for 30 min yields a mixture of stage II and III
GICs in a 30 wt % H2SO4 solution and a mixture of
stage III and IV GICs in a 20 wt % H2SO4 solution.
These phase changes, however, have no effect on the
charging curve because the potential rises steeply at
small Q and rapidly exceeds the threshold for the for-
mation of GICs with large stage indices. For this rea-
son, the steps and plateaus corresponding to different
GICs are indiscernible.
* Ternary GIC.
stage I graphite bisulfate in the oxidation state C+21 is
1
Q = 380 C/g. An increase in Q from 400 to 600 C/g,
which corresponds to a change in the oxidation state to
C+13 , results in an extended plateau at EHg/Hg SO Ӎ 1.5 V.
2
4
Upon a further sample polarization, the potential
increases to EHg/Hg SO = 1.88 V.
2
4
The anodic oxidation of graphite in H2SO4–
CH3COOH solutions containing less than 20 wt %
H2SO4 was investigated for the first time. At low
(≤5 wt %) H2SO4 concentrations, the charging curves
Earlier, such an “overoxidation” plateau was only
observed by Metrot and Fischer [5], who studied the
behavior of graphite during further oxidation using an
equilibrium current of Ӎ10 µA. The origin of the over-
oxidation plateau can be understood in terms of side
processes, including the formation of chemical defects
(e.g., C–O bonds) at grain boundaries and the oxidation
of H2SO4 in the gaps between the layers of the graphite
host by the reaction
have an anomalous shape: a high potential (EHg/Hg SO
=
2
4
2–6 V) sets in at the very beginning of the process and
then gradually decreases, instead of rising. The reaction
yields a mixture of stage I–V GICs and graphite, rather
than two consecutive stages. Finally, the potential stops
varying, and the mixture transforms into one GIC, ener-
getically the most favorable.
C+24HSO4– xH2SO4 currentC+24
Several features of the anodic oxidation of graphite
in electrolytes containing 60–80 wt % H2SO4 were
revealed for the first time. Consider in detail the charg-
ing curve of graphite in a 60 wt % H2SO4 solution
(1)
1
2
2–
· S2O8 xH2SO4 + H+ + e–.
--
(Fig. 3). At EHg/Hg SO = 1.37 V, we obtain a stage II
According to gravimetry and chemical analysis
2
4
data, the general formula of the synthesized graphite GIC with a weight gain of 55%, which is intercalated,
bisulfate is C7.2n · H2SO4 (Table 1), where n is the stage
index. These results agree well with the reported com-
positions of graphite bisulfate, from C8n · H2SO4 [4] to
C6.8n · H2SO4 [5].
according to chemical analysis data, with H2SO4 only
(Tables 2, 3). Further sample polarization (Q > 300 C/g)
results in a plateau, followed by a rise in potential to
1.77 V, which corresponds to the formation of a
stage II* GIC with a weight gain of 70%. However,
analysis for sulfur points to a reduced H2SO4 content in
this GIC compared to the stage II graphite bisulfate,
which seems to be due to the incorporation of acetic
acid. As is known, acetic acid dissociates very little in
H2SO4 solutions, and it can be intercalated into graphite
together with H2SO4 via partial rearrangement of the
solvate shell of the bisulfate anion with the formation of
cointercalation layers. Chemical analysis for sulfur indi-
cates that, during further polarization of the stage II* ter-
nary GIC in a 60 wt % H2SO4 solution, only the strong
intercalant (H2SO4) is incorporated, leading to the for-
mation of a stage I* cointercalation compound at
Graphite–H2SO4–CH3COOH system. Our exper-
imental data on the galvanostatic oxidation of pyrolytic
graphite demonstrate that the concentration of the
active intercalant in the electrolyte has a profound
effect on the shape of the E(Q) curve. There are three
distinct concentration ranges differing in the behavior
of the graphite potential (Fig. 2).
+
1
The oxidation state of the graphite host, Cp , can be determined
using the well-known formula p = F/(AQ), where F = 96485 C/mol
is the Faraday constant, A = 12.011 g/mol is the molar mass of
carbon, and Q (C/g) is the quantity of electricity passed through
the sample per unit mass of carbon.
INORGANIC MATERIALS Vol. 39 No. 8 2003