We explored the impact of interfacial property changes on aggregation behavior and photoinduced charge separation in mixed metal oxide nanoparticle ensembles. TiO(2) and SnO(2) nanoparticles were synthesized by metal organic chemical vapor synthesis and subsequently transformed into aqueous colloidal dispersions using formic acid for adjustment of the particles' surface charge. Surface charge-induced heteroaggregation was found to yield blended nanoparticle systems of exceptionally high mixing quality and, after vacuum annealing, to extremely high concentrations of heterojunctions between TiO(2) and SnO(2) nanoparticles with dehydroxylated surfaces. For tracking charge transfer processes across heterojunctions, the photogeneration of trapped charge carriers was measured with electron paramagnetic resonance (EPR) spectroscopy. On blended nanoparticles systems with high concentrations of SnO(2)-TiO(2) heterojunctions, we observed an enhanced cross section for interparticular charge separation. This results from an effective interfacial charge transfer across the interfaces and gives rise to substantially increased concentrations of electrons and hole centers. The here presented insights are key to the rational design of particle-based heterojunctions and mesoporous nanoparticle networks and help to engineer composite nanomaterials for photocatalysis and solar energy conversion.
We explored the impact of interfacial property changes on aggregation behavior and photoinduced charge separation in mixed metal oxide nanoparticle ensembles. TiO(2) and SnO(2) nanoparticles were synthesized by metal organic chemical vapor synthesis and subsequently transformed into aqueous colloidal dispersions using formic acid for adjustment of the particles' surface charge. Surface charge-induced heteroaggregation was found to yield blended nanoparticle systems of exceptionally high mixing quality and, after vacuum annealing, to extremely high concentrations of heterojunctions between TiO(2) and SnO(2) nanoparticles with dehydroxylated surfaces. For tracking charge transfer processes across heterojunctions, the photogeneration of trapped charge carriers was measured with electron paramagnetic resonance (EPR) spectroscopy. On blended nanoparticles systems with high concentrations of SnO(2)-TiO(2) heterojunctions, we observed an enhanced cross section for interparticular charge separation. This results from an effective interfacial charge transfer across the interfaces and gives rise to substantially increased concentrations of electrons and hole centers. The here presented insights are key to the rational design of particle-based heterojunctions and mesoporous nanoparticle networks and help to engineer composite nanomaterials for photocatalysis and solar energy conversion.
An efficient photocatalyst minimizes recombination
of photoexcited
electron–hole pairs and maximizes electron and hole transfer
to the adsorbate upon consecutive surface reactions. In general, the
photocatalytic activity of a given particle system depends on multiple
factors. For a reliable photoactivity assessment, relative contributions
from the particles’ bulk and interfaces have to be sorted out,
and their impact to the overall performance requires a careful evaluation.[1−4] A major limitation of any photocatalytic process originates from
charge carrier recombination. Efforts have been made to identify and
eliminate the responsible defects. An important approach to counteract
charge carrier recombination in photocatalytic particle systems is
based on the coupling of different semiconductor components with desirable
matching of their electronic band structures.[1,5−11]In the case of composite nanoparticle systems, synergistic
properties
and those that are enhanced with respect to the individual components
can only emerge if the particles are mixed intimately enough.[12] For that reason, researchers have explored efficient
and cost-effective methods for combining different metal oxide nanoparticles.
Chemical ways could offer great control in this respect.[13,14] While a variety of experimental approaches leading to the coupling
of two semiconductors have been successfully employed for particles
that were grown in colloidal solutions,[15,16] there are
very few reports about the charge separation properties of dry particle
systems that feature corresponding types of interfaces. With this
study we present a simple as well as versatile approach that involves
surface charging of multiple particle systems inside the same aqueous
dispersion medium to achieve blended nanoparticle systems of superior
mixing quality and, thus, a maximum concentration of functional interfaces
between different particle types.(a) Schematic showing the principle of
hydration-dehydration induced
particle aggregation and solid–solid interface formation. (b)
Adjustment of opposite surface charges on multiple particle types
is expected to favor preferential attraction between different particles
and yields good mixing qualities.We have shown in previous work that water-mediated
aggregation
of TiO2 and ZrO2 nanoparticles and subsequent
dehydration procedures under high vacuum conditions are effective
in the generation of solid–solid interfaces.[17,18] The mechanistic steps of the underlying material transformation
process are as follows (Figure 1): in aqueous
dispersion, mutual attraction and agglomeration of metal oxide nanoparticles
takes place. Upon vacuum treatment dehydration/dehydroxylation processes
(evaporation of liquid phase) in conjunction with particle condensation
lead to the formation of chemical interparticle metaloxygen bonds.
Annealing-induced aggregation of particles during thermal treatment
results in interconnected particles but, according to N2 sorption measurements, does not reduce the specific surface area
in comparison to the unprocessed nanoparticle powders.[17]
Figure 1
(a) Schematic showing the principle of
hydration-dehydration induced
particle aggregation and solid–solid interface formation. (b)
Adjustment of opposite surface charges on multiple particle types
is expected to favor preferential attraction between different particles
and yields good mixing qualities.
Schematic energy diagram showing the positions of conduction and
valence band edges of TiO2 and SnO2. Expected
vectorial charge transfer directions are indicated for electrons (top
arrow) and holes (bottom arrow).For the exploration of surface charge-induced heteroaggregation,
we chose the TiO2–SnO2 system. Both materials
are central to photocatalysis, solar water splitting, and dye sensitized
solar cells. As a result of composite formation upon generation of
heterointerfaces, light-induced charge separation and vectorial charge
transfer (Figure 2) were found to be facilitated
in composites.[19] The conduction band position
of SnO2 is lower than that of TiO2 and such
that it is incapable of reducing oxygen molecules to form superoxide
anions. The band offsets between TiO2 and SnO2 will promote charge separation across the interfaces. Using electron
paramagnetic resonance (EPR) spectroscopy, we address the vectorial
transfer of separated charges to generate paramagnetic O– radicals as well as paramagnetic Ti3+ sites. Another
reason for selecting this system has been the exclusion of Sn–Ti–O
compound formation. For SnO2–TiO2 core–shell
nanostructures, it was found that the phase boundary between the two
oxides remains abrupt up to T = 1200 K without substantial
chemical transformations in this region.[20] Thus, heteroaggregated SnO2–TiO2 nanoparticle
networks represent an ideal model system to explore the potential
of surface charge-induced heteroaggregation with regard to the generation
of heterojunctions that enhance the separation of photogenerated charges.
Figure 2
Schematic energy diagram showing the positions of conduction and
valence band edges of TiO2 and SnO2. Expected
vectorial charge transfer directions are indicated for electrons (top
arrow) and holes (bottom arrow).
Experimental Section
Synthesis
TiO2 and SnO2 nanoparticles
were prepared by metal organic chemical vapor synthesis (MO-CVS) based
on the decomposition of either titanium(IV) isopropoxide (Aldrich,
99.999% trace metals basis) or tetra-n-butyltin (Aldrich,
technical grade, > 93%) vapor at T = 1073 K in
a
flow reactor system. The details of this technique are given elsewhere.[21] For purification, the obtained powder samples
were subjected to thermal treatment under high vacuum conditions.
First, the powder sample was heated to T = 870 K
using a rate of r ≤ 5 K min–1. Subsequent oxidation with O2 at this temperature followed
by cooling in O2 atmosphere was successfully applied to
remove organic remnants originating from the precursor material, on
the one hand, and to guarantee the stoichiometric composition of the
oxide on the other. The average particle size determined by transmission
electron microscopy (TEM) and nitrogen sorption was 13 nm for TiO2[27] and 10 nm for SnO2 nanoparticles.For the preparation of mixed ensembles of TiO2 and SnO2 nanoparticles, 250 mg of the powder samples
were dispersed in 100 mL of c = 10–6 mol·L–1 formic acid solution for 30 min under
ultrasonication (Hielscher Sonifier 200S) and simultaneous agitation
by a magnetic stirrer. Cooling with an ice–water mixture was
applied to avoid unwanted sample heating. Centrifugation and subsequent
drying in vacuum at room temperature resulted in the formation of
monolithic pieces, which were transferred to a quartz glass cell and
annealed to T = 873 K at p < 10–5 mbar prior to
spectroscopic investigations. Prior to liquid exposure TiO2–SnO2 nanoparticles were mixed in the desired 1:1
particle ratio.
Characterization
Zeta potentials and agglomerate size
distributions of suspensions of 2.5 g oxide nanoparticles·L–1 formic acid solution were derived from dynamic light
scattering measurements on a Malvern ZetaSizer Nano ZS. Nitrogen sorption
isotherms were obtained at T = 77 K using nitrogen
adsorption/desorption (Quantachrome NOVA 4000e). Samples were degassed
for 2 h in the degas unit of the adsorption apparatus at T = 473 K under vacuum prior to analysis. The BET surface area SBET was evaluated using adsorption data in a
relative pressure range p/p0 from 0.05 to 0.2.[22] The pore size
distribution was calculated by applying the Barrett–Joyner–Halenda
(BJH) model using the desorption branch of the isotherm.[23]Scanning electron microscopy (SEM) measurements
were performed on a Zeiss Gemini Ultra 55 microscope operating at
20 kV equipped with an energy dispersive X-ray emission (EDX) detector.
To characterize the mixing quality inside the nanoparticle networks
we used EDX to track compositional homogeneity changes in the range
of a few hundreds of nanometers. The local resolution of chemical
information for EDX analysis is limited to the penetration depth and
scattering of the primary electrons and therefore to the volume where
characteristic X-rays are emitted of the sample. With acceleration
voltages of 20 kV, the sampled volume in EDX studies is on the order
of a few cubic micrometers for bulk TiO2 or SnO2 samples. Consequently, the determination of absolute Ti and Sn concentrations
via EDX at the nanometer scale is not feasible. Nevertheless, by scanning
the aggregate with a linescan, the change in the ratio between Ti
and Sn can be tracked with a very high spatial resolution of approximately 100 nm.[24]For EPR
measurements, the powder sample was contained within a
Suprasil quartz glass tube connected to an appropriate high vacuum
pumping system with a base pressure p = 10–6 mbar. This allows for thermal
sample activation and UV irradiation in situ. A 300 W Xe lamp (Oriel)
was used as UV source. The light beam was passed through a water filter
to exclude IR contributions from the excitation spectrum. Light power
was measured with a bolometer (International Light). It was held constant
at Pirr = 0.9 mW·cm–2 for the energy range 3.2 eV < E < 6.2 eV
throughout all experiments. During UV exposure, the samples were held
at a temperature between T = 90 K and T = 140 K in order to keep UV-induced heating
effects constant. X-band EPR measurements were performed on a Bruker
EMX Micro spectrometer using a Bruker ER 4119 HS resonator. For measurements
in the temperature range between T = 90 K and T = 140 K, an ER 4131 VT variable-temperature accessory
was used. EPR computer simulations were done using the SIM 14S program.[25] The g values were determined
on the basis of a DPPH standard.
Results and Discussion
The procedure of particle aggregation
as outlined by Figure 1 aims at the conversion
of aerosol metal oxide nanoparticle
powders, of high purity and well characterized particle surface properties,[26,27] into binary metal oxide nanoparticle networks of high mixing quality
and therefore with high concentrations of solid–solid heterointerfaces
(Figure 1b).[28,18] Prior to the
process, aggregation between particles must be avoided in the starting
mixture in order to achieve nanoparticle networks of different and
perfectly intermixed metal oxides. Dynamic light scattering experiments
on dispersions of vapor phase-grown TiO2 nanoparticles
with an average particle size of 13 nm as determined by TEM[27] clearly demonstrate that metal oxide nanoparticles
that were grown by MO-CVS can be efficiently deagglomerated by ultrasonic
treatment in aqueous dispersion (Figure 3).
As a consequence of ultrasonification, the agglomerate size distribution
maximum shifts from 100 nm (Figure 3a) to 20
nm (Figure 3b). After discontinuation of ultrasonic
treatment, particles reagglomerate, and the agglomerate size distribution
maximum shifts to approximately 40 nm (Figure 3c).
Figure 3
Size distribution profiles determined by dynamic light scattering
experiments on dispersions of vapor phase-grown TiO2 nanoparticles
with an average particle size of 13 nm in c = 10–6 mol·L–1 formic acid. Ultrasonic
treatment breaks up particle agglomerates and leads to the shift of
the agglomerate size distribution maximum from (a) 100 nm to (b) approximately
20 nm. After 15 min of reagglomeration, which occurs after discontinuation
of ultrasonic treatment, the maximum increases to approximately 40
nm (c).
Size distribution profiles determined by dynamic light scattering
experiments on dispersions of vapor phase-grown TiO2 nanoparticles
with an average particle size of 13 nm in c = 10–6 mol·L–1 formic acid. Ultrasonic
treatment breaks up particle agglomerates and leads to the shift of
the agglomerate size distribution maximum from (a) 100 nm to (b) approximately
20 nm. After 15 min of reagglomeration, which occurs after discontinuation
of ultrasonic treatment, the maximum increases to approximately 40
nm (c).Zeta potential measurements reveal that both oxides
carry a negative
surface charge in neutral aqueous dispersion (Figure 4). As a result of particle aggregation,
TiO2 and SnO2 form a nonuniform network which
has a significant fraction of TiO2–TiO2 and SnO2–SnO2 interfaces. Self-assembly
of oppositely charged particles in colloidal dispersion and, in consequence,
the generation of desired TiO2–SnO2 heterointerfaces
is achievable via control of the surface charge.[29−31] In comparison
to inorganic acids, which potentially contaminate the particle surface
with ions such as Cl–, carboxylic acids are eligible
candidates for surface charge adjustment since they can be efficiently
eliminated from the particle network via oxidation at elevated temperatures.
The zeta potential dependence of TiO2 and SnO2 nanoparticles on the formic acid concentration (Figure 4) prompted us to choose a formic acid concentration of c = 10–6 mol·L–1 (indicated by gray arrow) where the zeta potential of TiO2 and SnO2 particles is +24 mV and −9 mV, respectively.
Figure 4
Zeta potentials
of TiO2 and SnO2 nanoparticle
samples in aqueous dispersion as a function of formic acid concentration.
The shaded areas indicate the uncertainty of measurement. Prior to
zeta potential measurements, all metal oxide samples were subjected
to vacuum annealing and subsequent oxidation treatment at elevated
temperatures to eliminate unintended effects that could originate
from surface impurities.
Zeta potentials
of TiO2 and SnO2 nanoparticle
samples in aqueous dispersion as a function of formic acid concentration.
The shaded areas indicate the uncertainty of measurement. Prior to
zeta potential measurements, all metal oxide samples were subjected
to vacuum annealing and subsequent oxidation treatment at elevated
temperatures to eliminate unintended effects that could originate
from surface impurities.Surface charge adjustment for dispersed particles
in combination
with control over the pH in solution shows a complex functional dependence
on the formic acid concentration. This is due to the formate adsorption
equilibria at the metal oxide particle surfaces which, in turn, are
subject to particle concentration in the dispersion and on the concentration
of the acid and, concomitantly, on the pH.[32,33] (For further details please see Supporting Information, Figure S1.)Dehydration and dehydroxylation as well as oxygen
treatment of
the obtained particle networks at elevated temperatures were applied
in order to eliminate organic surface groups that previously lead
to surface charging and heteroaggregation.[34,29] X-ray diffraction, TEM, and N2 sorption measurements
were carried out to identify potential process-induced structural
changes that may result from hydration- and annealing procedures.
All methods unambiguously reveal that primary particle properties
size, structure, and morphology have been retained (Supporting Information, Figure S2).Changes in the adsorption
desorption hysteresis of nitrogen sorption
experiments (left panel of Figure 5) clearly
demonstrate that loose nanoparticles transform into a mesoporous network,[17] which are made up from interconnected particles
and show a distinct pore size distribution (right panel of Figure 5b).
Figure 5
Sorption isotherms (left) and BJH pore size distributions
(right)
of SnO2–TiO2 nanoparticle ensembles before
(a) and after formation of heterointerfaces (b) in aqueous formic
acid dispersion. The sorption isotherms and pore size distributions
are shifted on the ordinate scale for 300 cm3·g–1 and 3 cm3·g–1·nm–1, respectively, for clarity.
Sorption isotherms (left) and BJH pore size distributions
(right)
of SnO2–TiO2 nanoparticle ensembles before
(a) and after formation of heterointerfaces (b) in aqueous formic
acid dispersion. The sorption isotherms and pore size distributions
are shifted on the ordinate scale for 300 cm3·g–1 and 3 cm3·g–1·nm–1, respectively, for clarity.We employed SEM to characterize the composition
and mixing quality
inside the nanoparticle networks and used EDX to track compositional
homogeneity changes in the range of few hundreds of nanometers.[24] A typical EDX line scan on nanoparticle networks
obtained from surface charge-induced heteroaggregation in aqueous
formic acid solution (c = 10–6 mol·L–1) is shown in Figure 6a and
reveals that the ratio of the two elements should remain constant
across the scanned distance (gray line). The mixing quality and thus
the concentration of SnO2–TiO2 heterojunctions
is expected to be significantly higher than in the water processed
networks. Here, deviations of the desired Ti to Sn ratio point to
a nonuniform distribution of the two elements (gray line in Figure 6b) and therefore to the low mixing quality of the
network.
Figure 6
Characteristic EDX linescans of TiO2–SnO2 networks obtained by heteroaggregation in (a) aqueous formic
acid solution (c = 10–6 mol·L–1) and (b) water. Scanned
paths are shown in the SEM insets. The black and red lines show the
distribution of Ti and Sn within the scanned distance. The gray line
indicates the deviation of the desired Ti/Sn ratio.
Characteristic EDX linescans of TiO2–SnO2 networks obtained by heteroaggregation in (a) aqueous formic
acid solution (c = 10–6 mol·L–1) and (b) water. Scanned
paths are shown in the SEM insets. The black and red lines show the
distribution of Ti and Sn within the scanned distance. The gray line
indicates the deviation of the desired Ti/Sn ratio.The here presented procedure provides a very good
measure of the
local mixing quality within the nanoparticle networks. To obtain statistical
meaningful information throughout different nanoparticle network samples,
we evaluated the deviation of the desired ratio of Ti/Sn for approximately
600 sample spots (Figure 7). Deviations of
0% indicate that the chosen value of one TiO2 particle
per SnO2 particle has been achieved. It can be shown that
the nanoparticle network that originates from processing in pure water
displays a very broad distribution of Ti/Sn deviation, while the network
which was prepared in aqueous formic acid exhibits excellent mixing
quality, i.e., relatively small deviations from desired Ti/Sn ratio.
Figure 7
Statistical
analysis of the mixing quality throughout the powder
samples. Deviations of the desired Ti/Sn ratios within line scans
of several micrometers across the particle networks are plotted in
the diagram. The samples were prepared in c = 10–6 mol·L–1 aqueous formic acid
solution (HCOOH/High mixing quality) and water (H2O/Low
mixing quality).
Statistical
analysis of the mixing quality throughout the powder
samples. Deviations of the desired Ti/Sn ratios within line scans
of several micrometers across the particle networks are plotted in
the diagram. The samples were prepared in c = 10–6 mol·L–1 aqueous formic acid
solution (HCOOH/High mixing quality) and water (H2O/Low
mixing quality).A good mixing quality of SnO2 and TiO2 nanoparticle
mixtures represents a necessary requirement for a high concentration
of heterojunctions inside the resulting particle network. To verify
that these solid–solid interfaces are truly suitable for interfacial
charge transfer, we spectroscopically probed the photoelectronic materials’
properties. For this purpose we utilized EPR to track the photogeneration
of surface trapped hole centers O–, unpaired electrons
in shallow trap states Ti3+ or adsorbed O2– ions (Supporting Informations).[27] As demonstrated by previous studies
this technique provides site specific information about charge trapping
sites.[3,35−38] Band gap and conduction band edge energies
determine the pathway of electrons or holes from one oxide to the
other (Figure 2). The relative positions of
the conduction band minima favor electron transfer from TiO2 to SnO2. On the other hand, the valence band positions
of the two oxides are such that photogenerated hole centers become
accumulated on TiO2 nanoparticles.EPR spectra of metaloxide samples after 30 min UV/Vis light exposure
(Pirr = 0.9 mW·cm–2 for the energy range 3.2 eV < E < 6.2 eV).
(a) Simulated EPR spectrum of O– and Ti3+ centers on TiO2 nanoparticles. (b) Experimental EPR spectrum
of O– and Ti3+ centers on TiO2 nanoparticles. (c) EPR spectrum of the sample with low mixing quality.
(d) EPR spectrum of the sample with high mixing quality. All spectra
were acquired at T = 90 K and p <
10–6 mbar using a microwave power of PMW = 6.32 mW.In Figure 8a, a simulated
EPR spectrum of
O– and Ti3+ centers is shown in comparison
to an experimental spectrum (b), which was acquired on dehydroxylated
TiO2 nanoparticles after 30 min of UV/Vis exposure under
high vacuum conditions. The separation of photoexcited states (eq 1) is followed by persistent trapping of electrons
and holes upon formation of Ti3+ and O– centers, respectively (eqs 2 and 3).
Figure 8
EPR spectra of metal
oxide samples after 30 min UV/Vis light exposure
(Pirr = 0.9 mW·cm–2 for the energy range 3.2 eV < E < 6.2 eV).
(a) Simulated EPR spectrum of O– and Ti3+ centers on TiO2 nanoparticles. (b) Experimental EPR spectrum
of O– and Ti3+ centers on TiO2 nanoparticles. (c) EPR spectrum of the sample with low mixing quality.
(d) EPR spectrum of the sample with high mixing quality. All spectra
were acquired at T = 90 K and p <
10–6 mbar using a microwave power of PMW = 6.32 mW.
The corresponding EPR
spectrum of SnO2 nanoparticles
shows no significant signals after irradiation and is therefore not
presented here.After irradiation of a nanoparticle network
of low mixing quality,
the corresponding EPR spectrum reveals the presence of O– and Ti3+ stabilized on TiO2 nanoparticles
(Figure 8c). However, the network prepared
from surface charge induced heteroaggregation in aqueous formic acid
solution shows a strong signal for O– stabilized
on TiO2 nanoparticles but no Ti3+ centers (Figure 8d). Their absence points to an efficient interfacial
electron transfer from TiO2 particles to SnO2 particles (Figure 2) upon formation of EPR
silent states. For corroboration of this assumption, we exposed the
samples after UV exposure to molecular oxygen (p =
10 mbar). In the case of TiO2 nanoparticles, photogenerated
electrons transfer to O2 and form paramagnetic superoxide
anions (O2–) (eqs 4 and 5), which remain stabilized on the particle
surface and give rise to characteristic EPR signal signatures (Table 1, Figure 9a).[27]
Table 1
EPR Parameters of Radicals Observed
on TiO2 and SnO2 Nanoparticle Surfaces as a
Result of Charge Trapping
Ti3+ [I]
Ti3+ [II]
O– (TiO2)
O2– (TiO2)
O2– (SnO2)
g1
1.9660
1.9904
2.0126
2.0183
2.0235
g2
1.9510
1.9600
2.0045
2.0094
2.0088
g3
2.0033
2.0029
Figure 9
EPR spectra of preirradiated metal oxide samples
after oxygen exposure
(p(O2) = 10 mbar). (a) EPR spectrum of
O– and O2– species
stabilized on MO-CVS TiO2 nanoparticles. (b) EPR spectrum
of the sample with low mixing quality. (c) EPR spectrum of the sample
with high mixing quality. The spectra were acquired at T = 90 K and p <
10–6 mbar using a microwave power of PMW = 0.2 mW. For better comparison, they were normalized
and therefore do not carry any quantitative information.
EPR spectra of preirradiated metal oxide samples
after oxygen exposure
(p(O2) = 10 mbar). (a) EPR spectrum of
O– and O2– species
stabilized on MO-CVS TiO2 nanoparticles. (b) EPR spectrum
of the sample with low mixing quality. (c) EPR spectrum of the sample
with high mixing quality. The spectra were acquired at T = 90 K and p <
10–6 mbar using a microwave power of PMW = 0.2 mW. For better comparison, they were normalized
and therefore do not carry any quantitative information.The redox potential of O2/O2– (Figure 2 gray dotted
line, E = −4.22 eV[35]) is slightly above
the conduction band minimum of SnO2 (ECB = −4.5 eV[39]), which
inhibits the transfer of SnO2 related conduction band electrons
to molecular oxygen and, thus, the formation of surface adsorbed O2– ions.[40] Figure 9 shows EPR spectra of the preirradiated metal oxide
samples after 15 min oxygen exposure at T = 90 K
and subsequent pumping to p < 10–6 mbar. In the case of TiO2 nanoparticles (a), a superimposition
of O– and O2– signal
components is observed. The EPR parameters are given in Table 1.Additional EPR resonances are observed on the network
of low mixing
quality (b) and attributed to O2– radicals,
which are stabilized on SnO2 surfaces (Table 1).[40,41] For the network of high mixing quality,
no O2– stabilized on TiO2 are
observed in the EPR spectrum (c). From the absence of O2– ions we infer that all photogenerated electrons
are drained into SnO2 (Figure 2).
This is different from TiO2, where photogenerated electrons,
irrespective of whether they localize in shallow trap states (Ti3+) or whether they remain in the conduction band,[42] readily transfer to molecular oxygen.For particle systems that were only in contact with pure water
and dehydrated thereafter, there are no corresponding interfacial
charge transfer effects. Obviously, related networks contain too many
regions where TiO2 or SnO2 particles are aggregated
in such a way that interfaces between identical metal oxide particles
types prevail. Corresponding solid–solid interfaces were found
to actually enhance the recombination of photogenerated charge carriers.[28] The quantitative analysis of persistently trapped
photogenerated charges on the three different powder samples shows
no concentration increase of stabilized hole centers (O– radicals) for the water prepared network with low mixing quality
in comparison to the pure MO-CVS TiO2 nanoparticles (Figure 10). However, a strong enhancement of the concentration
of O– radicals was observed for the sample of high
mixing quality.
Figure 10
Quantitative assessment of trapped photogenerated charges
on TiO2 nanoparticles. The metal oxide samples were irradiated
for 15 min (Pirr = 0.9 mW·cm–2 for the energy range
3.2 eV
< E < 6.2 eV) at T = 90 K
and p < 10–6 mbar.
Quantitative assessment of trapped photogenerated charges
on TiO2 nanoparticles. The metal oxide samples were irradiated
for 15 min (Pirr = 0.9 mW·cm–2 for the energy range
3.2 eV
< E < 6.2 eV) at T = 90 K
and p < 10–6 mbar.The quantitative analysis of the yield of photogenerated
charges
clearly shows that the adjustment of surface charge during particle
network formation allows for the achievement of high mixing qualities
and enables the realization of a high concentration of heterojunctions
that are vital for the separation of photogenerated electrons and
holes. The here presented results clearly underline the necessity
to characterize and annihilate charge recombination on photoactive
materials.Surface charge-directed aggregation of different
types of particles
and the subsequent introduction of functional interfaces is a cheap
and versatile particle engineering approach to generate high concentrations
of heterojunctions inside particle-based devices for photochemical
application and energy production.
Conclusions
We intentionally introduced functional
particle interfaces between
two types of metal oxide nanoparticles and quantitatively determined
the yield of photogenerated and trapped charges.[28] To yield blended nanoparticle systems hosting high concentrations
of heterointerfaces, it is vital to prepare nanoparticles that subsequently
can be easily deagglomerated in colloidal dispersion and to control
the process of interface formation via surface charge induced heteroaggregation.
As shown in this study, MO-CVS-grown particles can be simply dispersed
by use of ultrasonic treatment to the single particle level. Controlled
interface formation was achieved via heteroaggregation, i.e., via
the self-assembly of oppositely charged particles in colloidal dispersion
using formic acid for the adjustment of surface charge. In comparison
to mixed particle systems prepared in pure water via surface charge-directed
aggregation-prepared mixed particle systems show a substantially increased
yield for photogenerated hole centers. The extremely high concentration
of SnO2–TiO2 heterojunctions actually
gives rise to an enhanced cross section for the separation of photogenerated
charges, which results from an effective interfacial charge transfer
across the particle–particle interfaces.
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