H.-S. Nam et al. / Electrochimica Acta 55 (2010) 7443–7446
7445
Fig. 4. Variations of specific capacitance as a function of cycle number (scan rate
−
1
1
1
00 mV s ) for the nanowire-structured MnO2 in 1 M Na2SO4 aqueous solution and
M Na2SO4 containing 0–5 wt.% SiO2.
1
21 and 151 F/g in the liquid electrolyte and the gel electrolyte
containing 3 wt.% SiO , respectively. The increase and saturation
2
in the specific capacitance with the increase in the cycle number
may have resulted from the sequential activation from the surfaces
of the nanowire and MnO2 aggregates into the bulk phase of the
active material. This effect can also be attributed to the increase of
wettability between electrolyte components caused by long-term
immersion [22] or gradual penetration of the electrolyte into the
bulk electrode [23].
In addition, better capacitive behavior of the MnO2 electrode in
the gel electrolyte can be achieved from the hydrophilic SiO2 par-
ticles that exist in the electrical double layer. Because the surface
Fig. 3. Cyclic voltammograms before and after 1000 cycles (scan rate 100 mV s−1)
for the nanowire-structured MnO2 in (a) 1 M Na2SO4 aqueous solution and (b) 1 M
Na2SO4 aqueous solution containing 3 wt.% SiO2.
+
+
of hydrophilic SiO2 may interact with H , a large amount of Na
ions can be adsorbed around the –OH groups in the water com-
ponent of an aqueous electrolyte to satisfy the electron neutrality
of the MnO2 during the Mn4+/Mn reversible redox process [24].
For this reason, until the SiO2 content increases up to 3 wt.%, the
specific capacitance of the nanowire-structured MnO2 electrode in
a gel electrolyte may be higher than that in a liquid electrolyte.
3+
MnO2 species are distributed in the crosslinking points among
the nanowires. The nanowire part surrounding the crosslinks has
an average length above 0.8 m and an average diameter below
When exceeding 3 wt.%, the inclusion of SiO particles may produce
2
1
0 nm. The large particles of MnO2 consist of aggregates of MnO2
a highly viscous medium within the gel electrolyte that inhibits
ion mobility by surpassing the interactions between the SiO2 sur-
face and electrolyte species, and thereby the specific capacitance
decreases. At this stage of higher SiO2 content, other key parame-
ters such as electrode porosity and pore tortuosity should also be
emphasized to determine the capacitance more accurately.
primary particles, whereas the nanowire part forms numerous
defects on the nanowire walls to increase the specific surface area.
This nanowire-structured MnO active material can possess higher
2
potentials in supercapacitive properties due to their higher specific
surface area like the MnO /activated carbon nanotube structure
2
[
21].
In order to investigate the supercapacitive properties of the
4. Conclusions
nanowire-structured MnO2 in the gel electrolyte containing SiO2,
cyclic voltammograms were obtained during 1000 cycles at
−
1
In summary, nanowire-structured MnO2 electrodes have been
prepared by chemical precipitation and their supercapacitive prop-
erties have been investigated by means of cyclic voltammetry in
1
00 mV s as shown in Fig. 3. The absolute current density in the
cyclic voltammogram gradually increased in accordance with the
increase in cyclic number until 1000 cycles. This indicates that the
ionic pathways are sufficiently developed for ions to approach the
electroactive sites in the bulk electrode. After 1000 cycles, both the
liquid and gel electrolytes exhibit nearly rectangular shapes with
a mirror image of the current response, indicating ideal capaci-
aqueous gel electrolytes consisting of 1 M Na SO4 and 0–5 wt.% of
2
SiO . The MnO electrode showed a specific capacitance value of
2
2
− −1
1
1
51 F g after 1000 cycles at 100 mV s when using the gel elec-
trolyte filled with 3 wt.% of SiO , which is higher than 121 F g
−
1
2
when using only the 1 M Na SO4 aqueous solution. Thus, it is
tance behavior. However, the MnO electrode in the gel electrolyte
2
2
suggested that the nanowire-structured MnO2 electrode in a gel
electrolyte with SiO2 is more suitable for use in supercapacitors.
with SiO2 exhibits higher current density and a better rectangu-
lar shape than those in liquid electrolyte. The specific capacitance
was calculated from the cyclic voltammograms using the equa-
tion C = (Qa + Qc)/(2mꢂV), where C, Qa, Qc, m and ꢂV denote the
specific capacitance, anodic and cathodic charges on each scan,
mass of the electroactive material, and the potential window of
the cyclic voltammetry, respectively. The specific capacitance val-
ues are shown in Fig. 4 as a function of cycle number. After 1000
Acknowledgements
This study was partially supported by Hanwha R&D Center, BK21
Project and by the Korean Ministry of Health and Welfare. One of the
authors (HSN) would like to thank the chairman of the Hanwha R&D
Center (S.W. Lee) for the financial support. Another author (JMK)
cycles, the specific capacitance value for the MnO electrodes were
2