Marco Valenti1, Anirudh Venugopal1, Daniel Tordera2, Magnus P Jonsson2, George Biskos3,4, Andreas Schmidt-Ott1, Wilson A Smith1. 1. Materials for Energy Conversion and Storage (MECS), Department of Chemical Engineering, Faculty of Applied Sciences, Delft University of Technology, Delft 2628-BL, The Netherlands. 2. Laboratory of Organic Electronics, Department of Science and Technology, Campus Norrköping, Linköping University, SE-60174 Norrköping, Sweden. 3. Faculty of Civil Engineering and Geosciences, Delft University of Technology, Delft 2628-CN, The Netherlands. 4. Energy Environment and Water Research Center, The Cyprus Institute, Nicosia 2121, Cyprus.
Abstract
The conversion of light to electrical and chemical energy has the potential to provide meaningful advances to many aspects of daily life, including the production of energy, water purification, and optical sensing. Recently, plasmonic nanoparticles (PNPs) have been increasingly used in artificial photosynthesis (e.g., water splitting) devices in order to extend the visible light utilization of semiconductors to light energies below their band gap. These nanoparticles absorb light and produce hot electrons and holes that can drive artificial photosynthesis reactions. For n-type semiconductor photoanodes decorated with PNPs, hot charge carriers are separated by a process called hot electron injection (HEI), where hot electrons with sufficient energy are transferred to the conduction band of the semiconductor. An important parameter that affects the HEI efficiency is the nanoparticle composition, since the hot electron energy is sensitive to the electronic band structure of the metal. Alloy PNPs are of particular importance for semiconductor/PNPs composites, because by changing the alloy composition their absorption spectra can be tuned to accurately extend the light absorption of the semiconductor. This work experimentally compares the HEI efficiency from Ag, Au, and Ag/Au alloy nanoparticles to TiO2 photoanodes for the photoproduction of hydrogen. Alloy PNPs not only exhibit tunable absorption but can also improve the stability and electronic and catalytic properties of the pure metal PNPs. In this work, we find that the Ag/Au alloy PNPs extend the stability of Ag in water to larger applied potentials while, at the same time, increasing the interband threshold energy of Au. This increasing of the interband energy of Au suppresses the visible-light-induced interband excitations, favoring intraband excitations that result in higher hot electron energies and HEI efficiencies.
The conversion of light to electrical and chemical energy has the potential to provide meaningful advances to many aspects of daily life, including the production of energy, water purification, and optical sensing. Recently, plasmonic nanoparticles (PNPs) have been increasingly used in artificial photosynthesis (e.g., water splitting) devices in order to extend the visible light utilization of semiconductors to light energies below their band gap. These nanoparticles absorb light and produce hot electrons and holes that can drive artificial photosynthesis reactions. For n-type semiconductor photoanodes decorated with PNPs, hot charge carriers are separated by a process called hot electron injection (HEI), where hot electrons with sufficient energy are transferred to the conduction band of the semiconductor. An important parameter that affects the HEI efficiency is the nanoparticle composition, since the hot electron energy is sensitive to the electronic band structure of the metal. Alloy PNPs are of particular importance for semiconductor/PNPs composites, because by changing the alloy composition their absorption spectra can be tuned to accurately extend the light absorption of the semiconductor. This work experimentally compares the HEI efficiency from Ag, Au, and Ag/Aualloy nanoparticles to TiO2 photoanodes for the photoproduction of hydrogen. Alloy PNPs not only exhibit tunable absorption but can also improve the stability and electronic and catalytic properties of the pure metal PNPs. In this work, we find that the Ag/Aualloy PNPs extend the stability of Ag in water to larger applied potentials while, at the same time, increasing the interband threshold energy of Au. This increasing of the interband energy of Au suppresses the visible-light-induced interband excitations, favoring intraband excitations that result in higher hot electron energies and HEI efficiencies.
Photoelectrochemical
(PEC) water
splitting is a promising approach to produce hydrogen as a sustainable
fuel from abundant resources.[1,2] In a PEC water splitting
cell based on a single photoelectrode, semiconductors are used to
absorb light and generate charge carriers (electron–hole pairs),
which are subsequently separated to carry out the oxygen and hydrogen
evolution reactions on the semiconductor surface and corresponding
metal counter electrode. N-type metal oxide semiconductors have been
extensively investigated as water splitting photoanodes due to their
excellent stability in aqueous solutions and their ability to catalyze
the oxygen evolution half-reaction.[2] However,
an important limitation of metal oxide semiconductors is their poor
visible light absorption due to their relatively large band gaps.
Decorating metal oxide semiconductors with plasmonic nanoparticles
(PNPs) that absorb visible light can extend the hydrogen generation
of metal oxidewater splitting devices to light energies below the
semiconductor optical band gap edge (OBGE).[3] These metallic PNPs are characterized by the
light-induced collective oscillation of their free electrons (surface
plasmons). The below OBGE light harvesting ability of the decorating
PNPs has been explained by two mechanisms: (i) hot electron injection
(HEI)[3] and (ii) plasmon-induced resonance
energy transfer (PIRET).[4] HEI (i) is the
process in which plasmon-induced hot electrons (electrons with energies
higher than the metal Fermi level) in the metallic PNPs are transferred
to the conduction band of a contacting semiconductor. In the case
of a semiconductor photoanode, the hot electron transferred to the
conduction band migrates to the metal counter electrode (e.g., Pt)
to evolve hydrogen. The “hot” hole, left behind in the
metal PNP, can be extracted with an electron acceptor catalyst to
evolve oxygen[3] or by adding a sacrificial
agent in the electrolyte.[5] PIRET (ii),
on the other hand, is a mechanism in which the surface plasmon decays
by inducing electron hole pairs directly in the semiconductor through
a dipole–dipole interaction with a transient exciton.[6] One important advantage of the HEI mechanisms
is that, unlike PIRET, its efficiency does not depend on the semiconductor’s
absorption band edge,[4] allowing the ability
to extend the light utilization of the device to even longer wavelengths
(e.g., near-infrared). However, the efficiency of the HEI mechanism
is significantly limited since the plasmon-induced hot electrons/hot
holes need to efficiently undergo several processes: (i) the charges
need to reach the surface of the PNP, (ii) the hot electrons must
have sufficient energy, above the metal Fermi level, to cross the
metal/semiconductor Schottky energy barrier, and (iii) the hot holes
need to be efficiently extracted to continuously maintain charge neutrality
in the metal PNP upon the HEI process.[7] Due to the poor overall efficiency of these processes, most of the
plasmon-induced hot electrons are not harvested, but instead decay
by releasing heat. The efficiency of the above-mentioned processes
strongly depends on the size, shape, and composition of the PNPs.
These dependencies need to be studied independently in order to reveal
the true potential of the HEI mechanism. Of particular importance
is the PNP composition, since it not only affects the metal/semiconductor
Schottky energy barrier[8] but also determines
the plasmon-induced hot electron energies.Recent theoretical
studies[8−12] show that the energy profile of the plasmon-induced hot electrons
is extremely sensitive to the composition of the particle, which determines
the amount of hot electrons that can cross the Schottky energy barrier
(process ii). These studies find that intraband excitations (e.g.,
within the conduction band) induced by visible light can produce high-energy
hot electrons and holes, while visible-light-induced interband excitations
(e.g., from the d band to unoccupied states above the Fermi level)
produce high-energy holes but low-energy electrons (∼Fermi
energy). Two metals that have been used extensively as PNPs are Ag
and Au. Figure A illustrates
that when Ag is illuminated with visible light, only intraband transitions
occur, generating highly energetic hot electrons. In contrast to this, Figure B illustrates that
when Au is illuminated with visible light, interband transitions occur
due to its relatively lower interband energy (∼2.3 eV), resulting
in the generation of hot electrons with low energies.[12] Therefore, the visible-light-induced interband transitions
limit the production of highly energetic electrons in Au, making it
a less attractive hot electron injector material than Ag for solar-driven
applications. However, small light-absorbing Ag PNPs exhibit resonance
frequencies in the violet region of the visible spectrum, overlapping
with the absorption of most promising metal oxides. Ideally, the PNP
absorption should be tuned to absorb light with energies below the
metal oxide band gap to extend the light absorption of the semiconductor.
One promising way to red-shift the resonance frequency of Ag PNPs
in a controlled way is by alloying the Ag nanoparticles with Au.[13] Since the resonance frequency of Ag/Au nanoparticles
depends on its composition, the resonance frequency can be tuned to
a predefined region of the spectrum that accurately extends the light
absorption of a specific semiconductor. However, while significant
attention has been given to study the hot electron energy and the
hot electron injection ability of pure metal PNPs,[8−12] the hot electron energies and injection efficiencies
of alloy PNPs are still unknown. This work experimentally explores
the HEI ability of Ag/Aualloy PNPs to increase the PEC efficiency
of TiO2 photoanodes. Moreover, we compare the HEI efficiencies
of the alloy PNPs with their pure metal counterparts (Ag and Au PNPs)
by using PNPs of the same shape and size.
Figure 1
Illustration of the phonon-assisted
intraband electronic transitions
in Ag PNPs (A) and interband electronic transition in Au PNPs (B)
when illuminated with visible light. Specifically, interband transitions
in Au are caused by violet, blue, and green light in the visible spectrum,
which have higher energies than the interband energy threshold of
Au. Phonon-assisted intraband transition (A) is given here as an example;
however, other competing processes can also assist intraband transitions,
such as direct absorption (for PNPs smaller than ∼10 nm) or
electron–electron scattering (prominent for light with shorter
wavelengths within the visible range). Only phonon-assisted and direct
intraband transitions result in energetic hot electrons.[14]
Illustration of the phonon-assisted
intraband electronic transitions
in Ag PNPs (A) and interband electronic transition in Au PNPs (B)
when illuminated with visible light. Specifically, interband transitions
in Au are caused by violet, blue, and green light in the visible spectrum,
which have higher energies than the interband energy threshold of
Au. Phonon-assisted intraband transition (A) is given here as an example;
however, other competing processes can also assist intraband transitions,
such as direct absorption (for PNPs smaller than ∼10 nm) or
electron–electron scattering (prominent for light with shorter
wavelengths within the visible range). Only phonon-assisted and direct
intraband transitions result in energetic hot electrons.[14]
Results and Discussion
Ag, Au, and Ag/Aualloy PNPs were
produced in the gas phase with
a spark discharge particle generator,[15] where high-frequency electrical discharges are induced between two
closely spaced metal rods of the corresponding metals (i.e., Au, Ag,
and 50–50 atomic % Au/Ag alloy). The metallic vapor produced
in each electrical discharge is dragged with a nitrogen gas flow,
where the vapor condensates into nanoparticles,[16] which subsequently agglomerate to form larger fractals.
These fractal particles were then made spherical by passing them through
an oven and size selected to 15 nm with a differential mobility analyzer.[17] The round morphology and size (i.e., 15 nm)
of the synthesized PNPs are confirmed with transmission electron microscopy
(TEM) as shown in Figure .
Figure 2
TEM micrographs of the synthesized Ag (A), Au (B), and alloy (C)
PNPs.
TEM micrographs of the synthesized Ag (A), Au (B), and alloy (C)
PNPs.In order to study the effect of
the synthesized PNPs on the PEC
properties of TiO2, the PNPs of the three compositions
were deposited from the gas phase onto the surface of ultrathin TiO2 films. Three-electrode PEC measurements were carried out
in a water/methanol solution. In these experiments the methanol acts
as a sacrificial agent, removing the (i) photogenerated holes (due
to TiO2 interband excitations) that reach the surface of
the semiconductor and the (ii) plasmon-induced “hot”
holes generated in the PNPs. The most likely reactions to occur on
the photoanode are the oxidation of methanol to formaldehyde and,
to a lesser extent, further oxidation of formaldehyde to formate.
On the other hand, the corresponding electrons migrate to a Pt counter
electrode to drive the hydrogen evolution reaction.Cyclic voltammetry
measurements under solar illumination for the
bare TiO2 sample and the PNP-decorated samples are shown
in Figure . In the
anodic sweep of the Ag PNP-decorated sample, a Ag oxidation peak can
be clearly seen at ∼0.5 V vs SHE, which limits the plasmonic
effects of Ag PNPs to devices that operate at lower applied potentials
(<0.5 V vs SHE). In the cathodic sweep the corresponding reduction
peak can be seen at ∼0.25 V vs SHE. In the anodic sweep of
the sample decorated with alloy PNPs, the oxidation peak exhibits
an anodic shift with respect to that of the Ag sample (cf. Figure ). Therefore, alloying
Ag with Au extends the stability of Ag to a larger range of applied
potentials. On the other hand, the sample decorated with Au PNPs does
not present an oxidation peak at the applied potentials.
Figure 3
Anodic and
cathodic cyclic voltammetry sweeps under solar illumination
for the TiO2 films with and without decorating PNPs. The
corresponding cyclic voltammetry sweeps in the dark are shown in Figure
S1 (Supporting Information).
Anodic and
cathodic cyclic voltammetry sweeps under solar illumination
for the TiO2 films with and without decorating PNPs. The
corresponding cyclic voltammetry sweeps in the dark are shown in Figure
S1 (Supporting Information).At applied potentials below the beginning of the
oxidation peak
of the corresponding decorating metal PNPs (below ∼0.5 V vs
SHE for Ag, below ∼0.8 V vs SHE for Ag/Au, and the full measured
range for Au), a clear enhancement on the photocurrent density can
be observed for all the decorated samples when compared with the bare
TiO2 sample. The origin of this photocurrent density enhancement
can be a contribution of optical and electrochemical PNP effects acting
below and above the semiconductor’s OBGE. The wavelength-dependent
incident photon to current efficiency (IPCE) of the bare TiO2 film is shown in Figure , together with the IPCE of a TiO2 film decorated
with Ag PNPs. The bare TiO2 sample exhibits a photocurrent
response only below 380 nm, which is consistent with its OBGE energy.
On the other hand, the sample decorated with Ag PNPs not only increased
the performance of the bare semiconductor above its OBGE (i.e., below
∼380 nm) but also extended the photoresponse of the semiconductor
device to the visible region of the spectrum (from 380 to 540 nm),
below the semiconductor OBGE energy. The photocurrent enhancement
above the OBGE could be due to (i) a plasmonic effect (e.g., photonic
enhancement[18]), (ii) a surface effect that
facilitates the charge transfer from the surface to the electrolyte
(e.g., improved catalysis[19]), or a contribution
from both (i) and (ii). On the other hand, the enhancement below the
OBGE of TiO2 can be explained only by plasmonic effects,
such as the HEI mechanism,[7] by the PIRET
mechanism,[6] or by a contribution of both.
Therefore, we discuss both possible enhancements (i.e., below and
above the OBGE) separately in the following two subsections for samples
decorated with Ag, Au, and alloy (Ag/Au) PNPs.
Figure 4
IPCE values of a TiO2 film with and without decorating
15 nm Ag PNPs at −0.1 V vs SHE.
IPCE values of a TiO2 film with and without decorating
15 nm Ag PNPs at −0.1 V vs SHE.
Enhancement below the TiO2 Optical Band Edge Energies
Figure A shows
the IPCE increase (ΔIPCE) in the visible region of the spectrum
for TiO2 films after decoration with either Ag, Au, or
alloy (Ag/Au) PNPs. Figure B shows the corresponding absorption increase of the samples
after the PNP deposition, which shows the surface plasmon resonance
modes of the PNPs at ∼405 nm for Ag, ∼525 nm for Au,
and ∼450 nm for the alloy, which are in good agreement with
other studies on alloy (Ag/Au) PNPs.[20] Clearly,
the IPCE values increased upon PNP deposition in distinct regions
of the spectrum that correspond to the surface plasmon resonance mode
of each PNP material. It is observed, however, that the IPCE peaks
are red-shifted (by ∼25 nm) with respect to the absorption
peaks, which is explained by the change in the PNP surrounding media
refractive indexes used in the absorption (air) and IPCE (water/methanol
solution) measurements.[21] The IPCE enhancement
for each of the materials tested exhibited an almost symmetrical shape
with a mode at the corresponding surface plasmon resonance frequencies.
If PIRET would be playing a major role in the enhancement, the IPCE
increase (ΔIPCE) curve would be proportional not only to the
surface plasmon resonance curve but also to the TiO2 absorption
bands, which increases with decreasing wavelength. Instead, the enhancements
in Figure A are only
proportional to the surface plasmon resonance absorption modes, and,
therefore, it can be concluded that the HEI mechanism, which is independent
of the semiconductor absorption, is the most prominent contributor
to the enhancements. Therefore, the IPCE values below the TiO2 band gap are proportional to the Fowler theory modified by
the plasmon absorption spectrum (cf. eq )[22,23] that predicts the number of hot
electrons with sufficient energy to overcome the metal/semiconductor
energy barrier:where CF is the
Fowler emission coefficient, hv is the energy of
the excitation light, qϕB is the
metal/semiconductor interfacial energy barrier, and S(v) is the plasmon absorption spectrum.
Figure 5
(A) IPCE enhancement
of TiO2 films when decorated with
15 nm Ag, alloy (Ag/Au), and Au PNPs at 0.2 V vs SHE. (B) Corresponding
absorption increase.
(A) IPCE enhancement
of TiO2 films when decorated with
15 nm Ag, alloy (Ag/Au), and Au PNPs at 0.2 V vs SHE. (B) Corresponding
absorption increase.Even though each of the TiO2 samples decorated
with
PNPs of different compositions (i.e., Ag, Au, and Ag/Au) increased
their visible light absorption by ∼10% at the PNPs’
resonance frequencies (Figure B), the corresponding IPCE increase differed significantly
(cf. Figure A). Namely,
Ag exhibited an IPCE increase of ∼0.05% at ∼430 nm,
while the alloy exhibited an increase of ∼0.01% and Au an increase
of less than 0.01% at their corresponding resonance frequencies. If
the IPCE values in Figure A would be limited by light absorption, each of the PNPs with
different compositions (Ag, Au, and alloy) should exhibit the highest
IPCE values at their corresponding resonance frequencies, where they
absorb the most light (generating the largest hot electron populations).
However, the Ag PNPs’ IPCE increase is larger than that for
the Au and alloy PNPs throughout the measured spectrum (cf. Figure A). At the resonance
frequency of the alloy PNPs (i.e., ∼475 nm) and the resonance
frequency of the Au PNPs (∼550 nm), where the Ag PNPs absorb
less light than its counterparts, Ag exhibits larger IPCE values.
Therefore, the IPCE values of the alloy and Au PNPs in Figure A must not be limited by a
low population of plasmon-induced hot electrons (light absorption, S(v) in eq ) but, instead, by a nonefficient hot electron injection
process. A plausible explanation for the low HEI efficiency of Au
is that above its interband energy of ∼2.3 eV (below ∼539
nm) hot electrons are mainly created by interband excitations and
have low energies (∼Fermi energy) as explained above (cf. Figure ). Therefore, Au
hot electrons generated by light energies below ∼539 nm do
not surpass the interface energy barrier, and, thus, no photocurrent
is produced in this range (red data points in Figure A). More interestingly, the alloy PNPs, unlike
the Au PNPs, exhibit an IPCE response below ∼539 nm (above
the interband energy of Au), which suggests that the alloy PNPs’
interband energy threshold is shifted to lower wavelengths, allowing
energetic intraband-induced hot electrons to cross the interfacial
energy barrier. The interband energy threshold of the Ag/Aualloy
is expected to be located around 3 eV (∼413 nm), between that
of Ag (∼3.7 eV) and that of Au (∼2.3 eV).[24] However, unlike the pure metals, the Ag/Aualloy
does not exhibit a sharp threshold energy of interband transition,[24] and its hot electron energies have not been
predicted or studied. The interband transition threshold energies
of the synthesized PNPs are studied here by X-ray photoelectron spectroscopy
(XPS) in order to investigate the origin (i.e., interband or intraband)
of the generated hot electrons. The valence band XPS spectra of the
Ag, Au, and alloy PNPs are shown in Figure . The sharp intensity increase in the XPS
spectra of Ag and Au correspond to their d-band energies (with respect
to the Fermi level of the metal), which are in good agreement with
the optical interband energy thresholds of the pure metals (∼2.3
eV for Au and 3.7 eV for Ag). Unlike the pure metallic PNPs, the alloy
PNPs exhibit a valence band spectrum without a sharp intensity increase,
and, therefore, a distinct interband energy threshold cannot be assigned
to them. Instead of a sharp transition, the alloy d-band density of
states increases progressively (Figure ) from ∼2.3 eV (interband energy threshold of
Au) to ∼3.7 (interband energy threshold of Ag). Within this
transition energy region the alloy is expected to generate less visible-light-induced
interband excitations than Au due to the decrease in the d-band density
of states revealed by the XPS spectra (cf. dashed arrow in Figure ). A decrease in
interband excitations increases the probability of intraband excitations
(generation of energetic hot electrons), which can explain the visible
light HEI response between ∼450 and ∼520 nm of the alloy
PNPs (green data points in Figure A). Nevertheless, even though the XPS spectrum of alloy
PNPs exhibits a more limited d-band density of states than Au in the
visible region energy, only the Ag PNPs with a well-defined threshold
energy of ∼3.7 eV ensure that only intraband transitions are
generated in the visible region. Therefore, while in the alloy PNPs
a fraction of the hot electrons is generated by interband excitations
and does not cross the interfacial barrier due to their low energy
(∼Fermi energy), in Ag PNPs only energetic intraband hot electrons
are created, resulting in larger HEI efficiencies (Figure A). Figure illustrates the relation between the d-band
energy with respect to the metal Fermi level (revealed by XPS, Figure ) and the efficiency
of the HEI process (Figure A), which explains the decrease in HEI efficiencies with increasing
Au composition in the tested PNPs.
Figure 6
Valence band XPS spectra of the synthesized
PNPs.
Figure 7
Illustration of the relative Fermi equilibration
energies (Ef) and hot electron energy
(above the Fermi
level equilibration) of Ag, alloy (Ag/Au), and Au PNPs when illuminated
with visible light. When Ag is illuminated, only intraband transitions
occur, since the energy difference between the position of the d-states
and the Fermi level is larger than that of the irradiating visible
light. On the other hand, Au allows for prominent interband excitations
when illuminated with violet, blue, and green light, due to its relatively
shorter distance between the d-states and Fermi level. When Ag/Au
is illuminated, it undergoes less interband excitations than Au, since
its d-states are shifted further away from the Femi level. Interband
excitations exhibit low hot electron energies (∼Fermi energy),
limiting the HEI process.
Valence band XPS spectra of the synthesized
PNPs.Illustration of the relative Fermi equilibration
energies (Ef) and hot electron energy
(above the Fermi
level equilibration) of Ag, alloy (Ag/Au), and Au PNPs when illuminated
with visible light. When Ag is illuminated, only intraband transitions
occur, since the energy difference between the position of the d-states
and the Fermi level is larger than that of the irradiating visible
light. On the other hand, Au allows for prominent interband excitations
when illuminated with violet, blue, and green light, due to its relatively
shorter distance between the d-states and Fermi level. When Ag/Au
is illuminated, it undergoes less interband excitations than Au, since
its d-states are shifted further away from the Femi level. Interband
excitations exhibit low hot electron energies (∼Fermi energy),
limiting the HEI process.Moreover, the energetic intraband hot electrons in the alloy
PNPs
are also expected to have a lower HEI efficiency than those generated
in the Ag PNPs, due to the higher interfacial energy at the alloy/TiO2 interface when compared to that of Ag/TiO2. According
to the Schottky–Mott rule, the interfacial energy barrier can
be estimated by the difference between the work function of the metal
(∼4.26 eV for Ag and ∼5.1 eV for Au)[25] and the electron affinity of the semiconductor (∼3.9
eV for TiO2).[26] Therefore, it
is expected that the interfacial energy barrier of the alloy/semiconductor
interface will increase with increasing Au composition due to the
larger work function of Au when compared to Ag. Such an increase in
the interfacial barrier with increasing Au composition would decrease
the HEI efficiency (cf. eq ) of the energetic intraband hot electrons.Another
material-dependent process that can affect the HEI efficiencies
is the hot electron charge transport from the excitation point to
the extraction point (i.e., PNP/semiconductor interface). However,
the average intraband charge carrier mean free paths are expected
to be ∼20 nm for both Au and Ag,[9,12] which is more
than double the radius of the particles used in this work. These mean
free path values virtually ensure that the hot carriers reach the
PNP surface and can be extracted. Therefore, the differences in the
hot electron energies between the PNP materials are a more plausible
explanation to the material-dependent HEI efficiencies shown in Figure A.In order
to estimate the injection efficiency of visible-light-induced
intraband hot electrons obtained in this work, the absorbed photon
to current conversion efficiency (APCE) was calculated by correcting
the IPCE (Figure A)
for the absorbed light (Figure B). Ag PNPs exhibited an APCE of ∼0.5% when illuminated
with 425 nm light. Therefore, while this work clearly shows that visible-light-induced
intraband hot carriers can be extracted more efficiently than interband
hot carriers, the intraband HEI efficiency (∼0.5%) of the tested
15 nm Ag PNPs has been proven to be too limited for any solar-to-fuel
energy conversion application. The low efficiency indicates that most
of the visible light energy absorbed by the 15 nm Ag PNPs is dissipated
thermally.
Enhancement above the TiO2 Optical
Band Edge
Figure shows the
TiO2 IPCE enhancements upon deposition of Ag (Figure A), Au (Figure B), and alloy (Figure C) PNPs for five
different applied potentials (namely, −0.1, 0.2, 0.5, 0.8,
and 1.1 V vs SHE). While increasing the applied potential does not
significantly change the enhancement below the OBGE, the enhancement
above the OBGE increases progressively. In addition, the enhancement
above the OBGE is orders of magnitude larger than that of the HEI
below the OBGE, which indicates that any contribution from the HEI
mechanism above the OBGE is not significant compared to other effects.
Above the OBGE, light-trapping mechanisms such as light concentration
and light scattering can play an important role. However, the extinction
of light by the small PNPs used in this study is primarily due to
light absorption and not due to light scattering. Therefore, in our
experiments, light trapping due to the concentration of light around
the decorating PNPs is the only relevant mechanism that could play
a role in the measured enhancement. However, light-trapping mechanisms
occur only in the region of the spectrum where the absorption of the
PNP and the absorption of the semiconductor overlap. According to
this interpretation, the sample decorated with Ag PNPs should exhibit
the most pronounced light-trapping effect, since its surface plasmon
resonance is positioned approximately at the TiO2 band
gap edge region and, therefore, traps light that can be absorbed by
the semiconductor. On the other hand, the samples decorated with Au
and alloy PNPs exhibit a surface plasmon resonance at longer wavelengths,
trapping light below the OBGE of the semiconductor. Clearly, the enhancement
above the OBGE shown in Figure is more significant for the alloy than for the pure metals
(i.e., Ag and Au), which suggests that the light-trapping mechanism
is not the most prominent contributor to the measured enhancement.
Moreover, this lack of correlation between the PNP/semiconductor absorption
overlap and the IPCE enhancement suggests that the enhancement above
the OBGE is not due to any plasmonic effect but, instead, due to a
cocatalytic property of the metallic PNP that facilitates the charge
transfer from the semiconductor surface to the electrolyte. In order
to unravel the origin of this cocatalytic effect, more electrochemical
experiments (e.g., electrochemical impedance spectroscopy measurements)
must be carried out.
Figure 8
Wavelength-dependent IPCE enhancement curve of TiO2 films
when decorated with 15 nm Ag (A), Au (B), and alloy (Ag/Au, C) PNPs
at different applied potentials.
Wavelength-dependent IPCE enhancement curve of TiO2 films
when decorated with 15 nm Ag (A), Au (B), and alloy (Ag/Au, C) PNPs
at different applied potentials.In summary, hot electron injection efficiencies from Ag/Aualloy
PNPs to TiO2 photoanodes were compared to those of Ag and
Au PNPs by measuring the photoelectrochemical conversion efficiencies
of the composite photoanode below the TiO2 OBGE. Our results
revealed that Ag/Aualloy PNPs exhibit higher efficiencies than Au
and significantly lower efficiencies than Ag (by ∼8-fold).
Since the PNPs used in this work are smaller than the mean free path
of the hot electrons, the measured hot electron injection efficiencies
are not limited by hot charge transport to the PNP surface. Instead,
the measured hot electron injection efficiencies are expected to be
limited by low hot electron energies and high interfacial energy barriers
between the TiO2 and the different metals. It is well known
that Au PNPs undergo interband electronic transitions when illuminated
with visible light, which results in low-energy hot electrons and,
therefore, low hot electron injection efficiencies. In this work,
we assign the higher hot electron injection efficiency of the Ag/Au
(when compared to Au) to a decrease in visible-light-induced interband
transitions. Au presents an interband energy threshold shift to higher
energies (lower wavelengths) when alloyed with Ag. This shift increases
the visible-light-induced intraband excitations, which results in
higher hot electron energies and injection efficiencies. However,
unlike the pure PNPs, the threshold energy of the alloy PNPs is not
sharp and the d-band density of the states decreases progressively
in a transition region. Therefore, we conclude that alloying Ag with
Au decreases the interband excitations in the visible region, but
does not suppress them entirely. This interband transition region
was revealed here by XPS and explains the lower HEI efficiencies of
the alloy PNPs when compared to the Ag PNPs. Nevertheless, the Ag/Au
PNPs not only exhibit higher hot electron injection efficiencies than
Au but, unlike their pure counterparts, also allow tuning their absorption
spectrum by changing their Ag/Au composition ratio. Such tunability
can be used to perfectly extend the light utilization of semiconductors
to lower light energies (Despite the advantages in
stability and absorption tunability of
PNPs, the HEI efficiencies measured in this work (e.g., APCE of ∼0.5%
for 15 nm Ag PNPs at 425 nm) are too low for any photoelectrochemical
solar-to-fuel energy conversion applications (e.g., water splitting,
CO2 reduction). From the measured efficiencies we conclude
that most of the absorbed visible light in 15 nm Ag, Au, and alloy
(Ag/Au) PNPs dissipates without generating energetic hot electrons.Finally, the photoelectrochemical conversion efficiency of the
TiO2 film was also studied by irradiating light with energies
above the semiconductor’s OBGE. In this region of the spectrum
(λ < ∼380 nm), the photocurrent of the PNP/TiO2 composites is mainly due to TiO2 interband excitations.
When the metal PNPs were deposited, the IPCE of the semiconductor
significantly increased. This increase cannot be caused by light-trapping
effects due to the lack of absorption overlap between the PNPs and
the semiconductor. Instead, the photocurrent increase is ascribed
here to a more efficient charge transfer across the semiconductor
electrolyte interface upon the metallic PNP deposition. However, the
origin of this charge transport effect must be further investigated.
Methods
PNP Synthesis
The 15 nm Ag, Au, and Ag/Au PNPs were
synthesized in the gas phase with a spark discharge particle generator
coupled with a differential mobility analyzer as described briefly
above and in detail elsewhere.[27] In the
spark discharge particle generator electrodes of Ag, Au, and Ag/Aualloy (50–50 atomic %) were used for the PNP synthesis of the
corresponding compositions. The electrodes, having a purity of 99.95%,
were purchased from Goodfellow Cambridge Limited.
TiO2/Metallic PNP Composite Electrode Synthesis
A 10 nm film
of Ti was deposited on FTO (fluorine tin oxide)-coated
glass substrates by magnetron sputter deposition. The samples were
annealed in a tube oven at 500 °C for 5 h under flowing air (20
mL/min) to oxidize the Ti films to TiO2. Charged metallic
PNPs were deposited electrostatically from the gas phase to the TiO2 surface.
Photoelectrochemical Measurements
The photoelectrochemical
measurements (shown in Figures , 4, 5A, 8, and S1) were carried
out in a methanol/water (50 v/v %) solution in an electrochemical
cell using a three-electrode configuration: a working electrode whose
potential was controlled by a potentiostat (EG&G PAR 283), a reference
Ag/AgCl electrode (XR300, saturated KCl + AgCl solution (KS120), Radiometer
Analytical), and a coiled Pt wire as a counter electrode. The photocurrent
measurements shown in Figures and S1 were performed under simulated
AM1.5 solar illumination with a Newport Sol3A Class AAA solar simulator
(type 94023A-SR3). The monochromatic photocurrents (IPCE) shown in Figures , 5A, and 8 were measured using a 200
W quartz tungsten–halogen lamp coupled into a grating monochromator
with a 6 nm step, as described in detail elsewhere.[28]
Absorption Measurements
The absorption
spectra measurements
of the PNPs shown in Figure B were carried out with a PerkinElmer-Lambda 900 spectrometer
equipped with an integrated sphere device. Measurements were conducted
before and after PNP deposition, so that the influence of the PNPs
on the TiO2 absorption spectra could be determined.
Authors: Scott K Cushing; Jiangtian Li; Fanke Meng; Tess R Senty; Savan Suri; Mingjia Zhi; Ming Li; Alan D Bristow; Nianqiang Wu Journal: J Am Chem Soc Date: 2012-08-27 Impact factor: 15.419
Authors: Ravishankar Sundararaman; Prineha Narang; Adam S Jermyn; William A Goddard; Harry A Atwater Journal: Nat Commun Date: 2014-12-16 Impact factor: 14.919
Authors: Angeliki Kourmouli; Marco Valenti; Erwin van Rijn; Hubertus J E Beaumont; Olga-Ioanna Kalantzi; Andreas Schmidt-Ott; George Biskos Journal: J Nanopart Res Date: 2018-03-02 Impact factor: 2.253
Authors: Attila Kohut; Lajos Péter Villy; Albert Kéri; Ádám Bélteki; Dániel Megyeri; Béla Hopp; Gábor Galbács; Zsolt Geretovszky Journal: Sci Rep Date: 2021-03-04 Impact factor: 4.379