Yuanyuan Lu1, Xiuting Li2, Richard G Compton1. 1. Department of Chemistry, Physical and Theoretical Chemistry Laboratory, Oxford University, South Parks Road, Oxford OX1 3QZ, Great Britain. 2. Institute for Advanced Study, Shenzhen University, Shenzhen, Guangdong 518060, China.
Abstract
The electrocatalysis of the oxygen reduction reaction (ORR) in aqueous base (0.1 M KOH) by multiwalled carbon nanotubes (MWCNTs) is studied at the single entity level. Electroactive surface functionality is shown to facilitate significant electrocatalysis leading to peroxide formation which is seen to occur at lower potentials as compared to the voltammetric responses obtained at bare carbon macroelectrodes and at such electrodes modified with layers of carbon nanotubes.
The electrocatalysis of the oxygen reduction reaction (ORR) in aqueous base (0.1 M KOH) by multiwalled carbon nanotubes (MWCNTs) is studied at the single entity level. Electroactive surface functionality is shown to facilitate significant electrocatalysis leading to peroxide formation which is seen to occur at lower potentials as compared to the voltammetric responses obtained at bare carbon macroelectrodes and at such electrodes modified with layers of carbon nanotubes.
Rapid advances in fuel cells
facilitate renewable energy generation and give optimism for a sustainable
future.[1] As a core cathodic reaction in
fuel cell technology, the oxygen reduction reaction (ORR) has been
extensively investigated in the field of electrocatalysis.[2] Depending on the electrode material, the ORR
is found to occur through one of two pathways in alkaline solutions:[3] a direct four-electron pathway from oxygen to
hydroxyl ion (OH–) or a stepwise pathway that involves
oxygen reduced to hydrogen peroxide anion (HO2–) first and then followed by further reduction to OH– as the final product. On the basis of voltammetric studies, it has
been concluded that the ORR at bulk carbon electrodes predominantly
proceeds via the formation of hydrogen peroxide and the initial possible
formation of a superoxide anion intermediate indirectly inferred ()[4] although peroxide
is thought to be the likely product in aqueous base.[5]Multiwalled carbon nanotubes (MWCNTs) have attracted
consider attention
as possible electrocatalysts for the ORR reaction in both acid[6,7] and alkaline[8] conditions, encouraged
by the high surface area and the possibility of a multiplicity of
active sites[9] including edge-plane-like
defects and oxygen functionality such as quinones where the latter
are particularly suggested to play a role at high pH.[10,11] Such investigations rely on voltammetry and hence the study of layers
of carbon nanotubes immobilized on a substrate electrode. As such,
the complexity of the mass transport of reactants, intermediates,
and products can mask the intrinsic electrocatalytic response of single
nanotubes. In the following, we compare the electrocatalytic behavior
of MWCNTs for the ORR in aqueous base using ensemble and single entity
electrochemistry techniques.[12] The study
of electrochemistry at single carbon nanotubes has recently been shown
to be possible[13] via collisions of MWCNTs
at the individual nanotube level by using carbon microelectrodes,
where random collisions of the CNTs suspended in aqueous solution
leads to transient electrical contact between the electrode and the
impacting CNT for periods of up to tens of seconds in favorable cases
facilitating electrochemical measurement, in the present case, of
dissolved oxygen. If the CNT has greater electrocatalytic character
than the impacted microelectrode, this is revealed via currents flowing
at potentials which are inert except for the duration of the impact
and are clearly signaled by current steps corresponding to the arrival
and departure of the CNT from the electrode surface. The experimental
details are provided in the Supporting Information (SI Section 1).Voltammetry was first performed to study the
cyclic voltammetry
(CV) behavior of MWCNTs modified glassy carbon macro electrodes (MWCNTs/GCE)
in 0.1 M KOH under nitrogen degassed conditions. The MWCNT layer on
the electrode surface was estimated to be at least ca. 0.7 layers
(see SI Section 2), but probably much more
from drop-casting 0.1 μg of MWCNTs onto a freshly polished GCE.
As shown in Figure A, for a sweep potential from 0 to −1.0 V vs Ag/AgCl, no voltammetric
signal was seen at the bare GCE, but a well-defined reductive peak
at −0.35 V was observed at the MWCNTs/GCE (red curve). The
reductive peak current had a linear scan rate dependence as shown
in Figure B and also
increased linearly with the amount of MWCNTs dropcast (Figure S3), which was attributed to the reduction
of surface-bound oxygen-containing groups (for example, quinone-like
groups) from MWCNTs as reported in the literature.[6,14] By
holding the electrode potential at 0.5 V for a period of minutes with
a previous scan from 0 to 0.5 V, the reductive signals were reduced
or eliminated after 5 min (see Figure S4), suggesting that the quinone groups on the surface of MWCNTs may
be irreversibly oxidized to carboxylic or other groups.[15] The oxidation may be facilitated by the presence
of the high concentrations for hydroxide ions since, at least in the
case of benzoquinone in solution, these form an adduct when the pH
is above ca. 12:[16]Last, we note that a single peak is observed
in the reductive voltammetry of the MWCNTs, and this is chemically
irreversible; the reductive peak is absent in subsequent scans if
multiple CV cycles in the potential range of Figure A are made (see Figure S5) as will be discussed further below.
Figure 1
(A) Comparison of cyclic
voltammograms measured at a bare GCE (black
line) of surface area 7.1 × 10–2 cm2 and the same GCE modified with 0.1 μg of MWCNTs (red line)
in the potential window from 0 to −1.0 V at a scan rate of
50 mV s–1. (B) Plot of reductive peak current observed
at a MWCNTs/GCE in the presence of oxygen (red line in A) versus scan
rate from 10 mV s–1 to 25, 50, and 100 mV s–1 after baseline subtraction as shown in Figure S2. (C) Chronoamperometric profiles showing
reductive single CNT impact signals at −0.4 V vs Ag/AgCl (C)
vs Ag/AgCl in the presence (black line) or absence of 0.001 g L–1MWCNTs (red line). The inset shows enlargements of
individual impact. (D) Plot of average impact current (black dots)
and impact average charge (red dots) as a function of potential from
0 to −1.0 V (the error bars represent the average of at least
40 separate impacts at a carbon microwire electrode for each potential).
All the experiments were conducted in nitrogen degassed 0.1 M KOH.
(A) Comparison of cyclic
voltammograms measured at a bare GCE (black
line) of surface area 7.1 × 10–2 cm2 and the same GCE modified with 0.1 μg of MWCNTs (red line)
in the potential window from 0 to −1.0 V at a scan rate of
50 mV s–1. (B) Plot of reductive peak current observed
at a MWCNTs/GCE in the presence of oxygen (red line in A) versus scan
rate from 10 mV s–1 to 25, 50, and 100 mV s–1 after baseline subtraction as shown in Figure S2. (C) Chronoamperometric profiles showing
reductive single CNT impact signals at −0.4 V vs Ag/AgCl (C)
vs Ag/AgCl in the presence (black line) or absence of 0.001 g L–1MWCNTs (red line). The inset shows enlargements of
individual impact. (D) Plot of average impact current (black dots)
and impact average charge (red dots) as a function of potential from
0 to −1.0 V (the error bars represent the average of at least
40 separate impacts at a carbon microwire electrode for each potential).
All the experiments were conducted in nitrogen degassed 0.1 M KOH.Nano impact experiments were conducted to further
probe the redox
behavior of MWCNTs surface functionality via the collision of individual
MWCNTs particles with a carbon fiber microwire electrode in a N2-saturated solution containing 0.1 M KOH and 0.001 g L–1 MWCNTs. Chronoamperometric scans were made at variable
potentials in the range 0 to −1.0 V, giving clear reductive
impacts as shown in Figure C for the example case of −0.4 V. The average impact
duration was 22 ± 2 ms with individual impacts ranging from 11
to 78 ms (at least 40 samples for each potential; see Figure S7A). The frequency of reductive impact
responses maintained a value of 0.068 ± 0.011 s–1 over the potential range from −1.0 to −0.2 V (Figure S8A),and the potential dependency of the
average current and charge is shown in Figure D. It shows two current plateaus: the first
plateau has an average current height of ca. −0.32 ± 0.03
nA with an average of ca. 1.9 ± 0.3 pC passed when the potential
is between −0.4 and −0.7 V, and the second appeared
at potentials negative than −0.9 V with ca. −0.55 ±
0.03 nA with an average of ca. 3.6 ± 0.5 pC passed. The half-wave
potentials of the two current–potential waves in Figure D are ca. −0.20 ±
0.05 and −0.80 ± 0.05 V vs Ag/AgCl, respectively. No reductive
impacts were observed for potentials more positive than −0.1
V or in the absence of CNTs. The magnitude of the charge passed in
the reductive impacts is consistent with 3.2 × 1014 molecules/cm2 of CNT external surface assuming a two-electron
process (SI Section 4), which corresponds
to an unrealistically high fraction (1 in 6 for quinone groups to
C6 hexagons on the tube surface), suggesting the possibility
that some aggregates of MWCNTs are involved in the collision process.
It is interesting that two features are seen in the single entity
current–voltage response whereas just one appears in the CV
recorded for the drop-casted GCE. The first single entity “wave”
occurs at a similar potential seen for the single feature in the CV,
while the absence of a second wave in the latter is consistent with
the inferred chemical irreversibility of the former so that the surface
feature has been consumed at higher potentials. The observation of
two peaks of similar magnitude in the impact responses is again possibly
suggestive of the presence of quinones since in aqueous solution a
single two-electron CV wave for ensembles is typically seen in the
accessible pH range[17] including in strong
alkaline media.[10,18] While in the hydrophobic environments
of nonaqueous solutions, two voltammetric features are seen corresponding
to the generation of surface semiquinones (Q•–) and dianions (Q2–) in separate one-electron processes:[19]where Q denotes a quinone group on the CNT.
The surfaces of the CNTs are thought, as with basal plane graphite,
to have a hydrophobic nature,[20] so we accordingly
suggest the two features seen possibly have their origin in the two
one-electron reductions of surface quinones. Anodic impacts were observed
at positive potentials as reported in SI Section 5. Last, we note that the shape of individual impact transient
has been used to infer the possible collision dynamics in the case
of graphene nanoplatelets.[21] This may also
be possible in the case of MWCNTs but is beyond the scope of this
Letter.Next, we explored the ORR at MWCNTs. For comparison,
cyclic voltammograms
were scanned at a freshly polished GCE and MWCNTs/GCE in 0.1 M KOH
in the absence and presence of O2 over the potential range
0 to −1.4 V; no signals were seen in the absence of oxygen
(Figure A). The dominant
features seen in the bare GCE voltammograms are the peak at −0.56
V (Peak1) and a much smaller peak at −0.76 V (Peak2), as shown in Figure A. Voltammetric analysis of the two peaks is described in SI Section 6. Note that both peaks are associated
with overall reduction to peroxide as fully discussed in previous
literature,[5] where the role of surface-adsorbed
species is identified in bringing about a two-electron reduction at
high pH, in contrast to the solution phase only mechanism at pH <
10 where, counter to thermodynamic expectations, the reduction appears
at less cathodic potentials at high pH (0.1 M KOH). Note that the
reported quasi-reversible formal potential for the O2/ couple is −0.39 V vs Ag/AgCl,[22] so that an overall simple one-electron process
can be discounted. The literature[5] indicates
that the likely surface chemistry involves the formation of adsorbed
hydroperoxide species at the electrode surface with subsequent loss
of peroxide ions, , in basic but not under neutral conditions
where the hydroperoxide is protonated and remains on the surface.
Figure 2
(A) Voltammograms
of bare GCE and the same GCE modified with 0.1
μg of MWCNTs in 0.1 M KOH in the presence or absence of O2 at a scan rate of 50 mV s–1. (B) Voltammograms
at the 0.1 μg MWCNTs modified GCE in 0.1 M KOH with saturated
O2 as a function of scan rate. Inset: plot of peak currents
vs scan rates in a log–log form for Peak1 (R2 = 0.99, slope = 0.38) and Peak2 (R2 = 0.99, slope = 0.47).
(A) Voltammograms
of bare GCE and the same GCE modified with 0.1
μg of MWCNTs in 0.1 M KOH in the presence or absence of O2 at a scan rate of 50 mV s–1. (B) Voltammograms
at the 0.1 μg MWCNTs modified GCE in 0.1 M KOH with saturated
O2 as a function of scan rate. Inset: plot of peak currents
vs scan rates in a log–log form for Peak1 (R2 = 0.99, slope = 0.38) and Peak2 (R2 = 0.99, slope = 0.47).Figure A also shows
the corresponding voltammetry recorded at the same GCE after modification
with a drop-casted layer of 0.1 μg of MWCNTs. The corresponding
scan rate dependence is shown in Figure B, from which the peak potentials of both
peaks shift cathodically with scan rate, suggesting some degree of
electrochemical irreversibility while the current of Peak1 increases relative to Peak2. Figure S10 shows that if the amount of MWCNT drop-cast on the surface
increases, then Peak1 also increases approximately linearly
with the coverage, suggesting the role of thin layer effects on the
voltammetric response.[23,24] Comparison of the response of
the bare and MWCNTs modified GCE indicated that the currents are slightly
higher for both peaks on the MWCNTs modified GCE, but otherwise the
voltammograms are rather similar except at higher coverages reflected
by the increase in Peak1 (Figure S10). The possible causes for differences include changed electrode
kinetics between the glassy carbon and the CNTs, altered numbers of
sites for adsorption of intermediates, changed diffusion to and from
the electrode with the porous layer promoting thin-layer like response
as reported in ref (23), and altered homogeneous chemical reactivity of the superoxide and
other species within the porous layer.Having tentatively inferred
a possible catalytic
effect of MWCNTs toward the ORR from ensemble electrochemistry, single
entity electrochemistry was then conducted at the single MWCNTs entity
level with the anticipation of establishing a clear catalytic effect
or otherwise. A carbon fiber microwire electrode was inserted into
a suspension of 0.001 g L–1 MWCNTs in a 0.1 M KOH
solution with saturated O2, and then chronoamperograms
were recorded at −0.6 V vs Ag/AgCl (red line in Figure A; for more examples see Figure S11). Clear reductive current steps were
seen while no impact signals were detected in the absence of MWCNTs
(black line in Figure A). A steady-state ORR reduction wave was observed on the carbon
wire electrode in the absence of MWCNTs with a half-wave potential
at −0.49 V and a quasi-limiting current at −0.8 μA
(Figure S12). The wave is “drawn
out”, probably reflecting the merging of the two peaks seen
at the GCE. This is discussed further below.
Figure 3
(A) Representative chronoamperometric
profiles showing impact signals
in oxygen-saturated 0.1 M KOH at −0.6 V vs Ag/AgCl using a
carbon wire electrode with presence of 0.001 g L–1 MWCNTs (black line) or not (red line) (inset: the enlarged impact
signals). (B) Potential dependence of the average impact currents
for oxygen reduction reaction catalyzed by MWCNTs using carbon wire,
shown for comparison is a CV recorded at a MWCNTs modified GCE for
ORR at a scan rate of 200 mV s–1. Vertical dashed
lines represent the half-wave potential (E1/2) at each step.
(A) Representative chronoamperometric
profiles showing impact signals
in oxygen-saturated 0.1 M KOH at −0.6 V vs Ag/AgCl using a
carbon wire electrode with presence of 0.001 g L–1 MWCNTs (black line) or not (red line) (inset: the enlarged impact
signals). (B) Potential dependence of the average impact currents
for oxygen reduction reaction catalyzed by MWCNTs using carbon wire,
shown for comparison is a CV recorded at a MWCNTs modified GCE for
ORR at a scan rate of 200 mV s–1. Vertical dashed
lines represent the half-wave potential (E1/2) at each step.A potential variation
study was conducted for the microwire electrode
at a series of applied potentials from 0.1 to −1.0 V. Figure B shows the average
current height of the impact features as a function of potential.
Two steps are seen in which the half-wave potentials in the single
entity “voltammograms” are −0.28 and −0.71
V. The limiting current of the first wave is 3.7 nA and of the second
wave is 8.6 nA. The average residence time was independent of potential
with an average value of 68 ± 15 ms (based on at least 30 samples
for each potential; see Figure S13). The
potential of the first wave is anodic of the reversible oxygen/superoxide
couple but occurs at a similar potential to that seen for the reduction
of the CNTs in the absence of oxygen. Similarly, the second wave occurs
at potentials consistent with those required for the observation of
the second wave seen in the absence of oxygen. The much greater currents
flowing when oxygen is present revealed by the reductive impacts with
similar average frequency (0.060 ± 0.013 s–1, Figure S14) indicate that the features
suggested above to be related to the two one-electron reductions of
surface quinone on the CNTs are responsible for catalytic oxygen reduction
(see Figure S15).Figure S12 shows that impact signals
are seen at potentials less negative than required for the ORR at
the microwire electrode. The magnitude of the impact signal is ca.
2 orders of magnitude lower than that for the steady ORR signal seen
at the microwire electrode with absence of CNTs. The reason that impact
signals are also apparent even at high negative potentials and appear
superimposed on the underlying ORR current at the microwire electrode
is that we suppose the CNT to make electrical contact via its end
or side, and because the tube has a larger length than the substrate
electrode radius, the CNT extends beyond the diffusion layer near
the electrode. Thus, the partial depletion of oxygen at the microwire
electrode does not stop impact signals being seen. At the same time
distinctive ORR impact signals are seen at potentials where no current
flows on the underlying microwire electrode. The diffusion-controlled
limiting current for the reduction of oxygen at a single MWCNT tube
is estimated to be ∼8 nA, assuming a two-electron process and
that the diffusion is to a microcylindrical electrode with a radius
of 15 nm and a length of 20 μm (SI Section 12).[25] Comparison of Figures D and 3B suggests that the first step can be ascribed to a kinetically controlled
reduction of oxygen by the inferred semiquinone while the doubly reduced
quinone mediates a full two-electron electrocatalytic reduction of
oxygen under diffusion control. Previous work has shown the reliability
of estimating diffusion-controlled currents to single CNTs on this
basis. In summary, we suggest the following electrochemistry:where the catalysis is sufficiently
strong
to allow the near diffusion-controlled reduction of oxygen at the
single CNTs by the quinone dianions (Q2–). This
is consistent with earlier speculations[10,26] about the
role of quinones (or other oxygen functionality) in the ORR at carbon
electrodes. The magnitude of the current seen for the second wave
in the single entity current–voltage plot suggests a two-electron
process. It is interesting to reflect on the fact that the reduction
of oxygen occurs at a less negative potential at the single nanotubes
than seen at the drop-casted CNT electrode as apparent in Figure B. Specifically,
the question arises as to why oxygen electroreduction is seen at more
anodic potentials than for ensembles of nanotubes. The origin likely
lies in the fact that in the single entity experiments each point
in the current–voltage curve is an average of measurements
lasting only tens of milliseconds on fresh entities newly arrived
at the electrode surface. In contrast, in the CV experiments, the
potential is swept, and the recording of the signal occurs over a
period of seconds. As shown above, the surface CV signal inferred
to be the first reduction of a quinone leads to the irreversible destruction
of the signal; we infer that in CV mode the quinones are destroyed
in preference to undergoing electrocatalytic reaction with oxygen.first wave:second wave:To conclude, we have shown the role of surface functionality on
carbon nanotubes at both the single entity and ensemble level and
the conditions under which electrocatalysis takes place characterized.
Authors: Xiuting Li; Christopher Batchelor-McAuley; Samuel A I Whitby; Kristina Tschulik; Lidong Shao; Richard G Compton Journal: Angew Chem Int Ed Engl Date: 2015-10-30 Impact factor: 15.336
Authors: Leanne M Gilbertson; David G Goodwin; André D Taylor; Lisa Pfefferle; Julie B Zimmerman Journal: Environ Sci Technol Date: 2014-05-02 Impact factor: 9.028
Authors: Young Jin Sa; Chiyoung Park; Hu Young Jeong; Seok-Hee Park; Zonghoon Lee; Kyoung Taek Kim; Gu-Gon Park; Sang Hoon Joo Journal: Angew Chem Int Ed Engl Date: 2014-02-19 Impact factor: 15.336