Mutalifu Abulikemu1, Max Lutz Tietze2, Saran Waiprasoet3, Pichaya Pattanasattayavong3, Bita E A Tabrizi1, Valerio D'Elia3, Silvano Del Gobbo3, Ghassan E Jabbour1. 1. School of Electrical Engineering and Computer Science, University of Ottawa, 800 King Edward Ave., Ottawa, Ontario, K1N 6N5 Canada. 2. Centre for Membrane Separations, Adsorption, Catalysis, and Spectroscopy, KU Leuven-University of Leuven, Celestijnenlaan 200F, 3001 Leuven, Belgium. 3. Department of Materials Science and Engineering, School of Molecular Science and Engineering, Vidyasirimedhi Institute of Science and Technology (VISTEC), Rayong 21210, Thailand.
Abstract
Undoped and Nb-doped TiO2 nanocrystals are prepared by a microwave-assisted non-aqueous sol-gel method based on a slow alkyl chloride elimination reaction between metal chlorides and benzyl alcohol. Sub-4 nm nanoparticles are grown under microwave irradiation at 80 °C in only 3 h with precise control of growth parameters and yield. The obtained nanocrystals could be conveniently used to cast compact TiO2 or Nb-doped TiO2 electron transport layers for application in formamidinium lead iodide-based photovoltaic devices. Niobium doping is found to improve the cell performance by increasing the conductivity and mobility of the electron transport layer. At the same time, a measurable decrease in parasitic light absorption in the low wavelength portion of the spectrum was observed.
Undoped and Nb-doped TiO2 nanocrystals are prepared by a microwave-assisted non-aqueous sol-gel method based on a slow alkyl chloride elimination reaction between metal chlorides and benzyl alcohol. Sub-4 nm nanoparticles are grown under microwave irradiation at 80 °C in only 3 h with precise control of growth parameters and yield. The obtained nanocrystals could be conveniently used to cast compact TiO2 or Nb-doped TiO2 electron transport layers for application in formamidinium lead iodide-based photovoltaic devices. Niobium doping is found to improve the cell performance by increasing the conductivity and mobility of the electron transport layer. At the same time, a measurable decrease in parasitic light absorption in the low wavelength portion of the spectrum was observed.
One
of the efficient ways to address the increasing energy demand
and to mitigate the environmental issues caused by excessive use of
fossil fuels is to expedite the utilization of low carbon footprint,
ecofriendly and high-performance materials for decarbonization,[1,2] and renewable energy conversion and storage applications. Metal
oxide materials are promising materials for sustainable energy applications
and are widely used as active components of solar cells,[3,4] photocatalysts,[5−8] sensors, and other electronic devices.[9−11] Compared to their bulk
counterparts, nanostructured oxide materials have received great interest
in academia and industry due to their distinctive optoelectronic properties.[12,13] In particular, titania nanoparticles (NPs), nanocrystals (NCs),
nanowires, nanorods, and hierarchical nanostructures have been widely
used in catalysis,[14−16] photocatalysis,[17,18] energy conversion,[10,11,19,20] energy storage,[21−24] and gas sensing[25,26] applications. Anatase TiO2 NPs grown at low temperatures are excellent starting materials
for the fabrication of compact TiO2 films as electron transport
layers in halide perovskite solar cells.[10,11,19,27−29] Heterometallic doping was also introduced to improve the electron
mobility of the oxide films and, in turn, reduce the series resistance
of the device.[27,30,31] The power conversion efficiencies obtained for solar cells fabricated
utilizing anatase nanoparticles are comparable to or better than cells
based on solution-processed compact or mesoporous titania.[10,11,19,32−34] Various bulk and nanoscale TiO2 materials
were synthesized by solution-based methods such as aqueous sol–gel.[35−39] However, aqueous sol–gel chemistry is quite complex due to
the large number of reaction parameters that have to be carefully
controlled (hydrolysis and the condensation rate of the metal oxide
precursors, pH, temperature, method of mixing, rate of oxidation,
the nature and concentration of anions, etc.).[40,41] Another fundamental problem of aqueous sol–gel chemistry
is that the as-synthesized precipitates are generally amorphous and
need a postsynthetic thermal treatment involving high temperatures
(T ≥ 500 °C) for proper crystallization.
On the other hand, non-aqueous solution routes are able to overcome
these issues through non-hydrolytic processes, which drastically decrease
the reaction rates and lead to controlled crystallization.[42,43] The application of the non-aqueous sol–gel (NASG) route or
glycothermal synthesis, involving condensation reactions of metal
precursors and high-boiling alcohols to grow metal oxide NPs, was
reported by Bourget et al.[42] and by Niederberger
et al.[43] Several binary, ternary, and mixed
metal oxides NPs were prepared by this method.[3,44−46] In addition, metal sulfides NPs were also prepared
using a non-hydrolytic thio-sol-gelmethod.[47,48] This methodology yields sub-5 nm scale NPs that do not need surfactant
stabilization to remain dispersed in mildly polar solvents such as
ethanol or isopropanol. TiO2 and other doped or undoped
oxide NPs were synthesized in the past by the NASG approach, and the
obtained materials were successfully used for energy conversion,[49] gas sensing,[50] catalysis,[45,46,51] and energy storage applications.[23,24] Although the traditional NASG synthesis of TiO2-NCs is
typically carried out at 80 °C under inert conditions, the particle
growth is time-consuming, i.e., in general, the production of a few
hundreds of milligrams of material by this technique may take 1 day
or more.[10,44−46,52,53] The microwave-assisted nonaqueous
sol–gel (MW-NASG) synthesis leads to shorter reaction times
and increases the TiO2-NC production scale.[54,55]We report on the microwave-assisted non-hydrolytic-synthesis
of
TiO2 and Nb-doped TiO2 (Nb:TiO2)
NCs. We demonstrate that it is possible to specifically produce TiO2 and Nb:TiO2 NCs suitable for the fabrication of
an electron transport layer in organohalide perovskite solar cells
based on formamidinium lead triiodide perovskite (FAPbI3) as light absorbers by exploiting the microwave-assisted nonhydrolytic
route. The resulting devices showed external quantum efficiency (EQE)
comparable to devices based on electron transport layers deposited
from NCs grown by the traditional route, i.e., aqueous sol–gel.
Furthermore, it was demonstrated that the incorporation of niobium
in anatase TiO2 has a beneficial effect on cell performance.
The efficiency improvement obtained by the Nb doping of a TiO2 ETM layer in a halide perovskite solar cell is explained
in terms of enhanced carrier mobility and higher conductivity of the
ETL, which are investigated by current density–voltage (J/V) characterization and electrochemical
impedance spectroscopy (EIS), as well as by a reduction of the parasitic
light absorption in the low wavelength spectral region (near-UV).
Results and Discussion
Characterization of TiO2 and Nb:TiO2 Nanocrystals
Transmission
Electron Microscopy (TEM) Characterization
Low-resolution
transmission electron microscopy (TEM) images of
TiO2 and Nb:TiO2-NCs drop-cast from an ethanol
solution on a TEM copper grid are shown in Figure a,e. The images reveal the tendency of the
particles to aggregate in the dry form. Referring to the scale bar,
it is evident that the aggregate size is far below 10 nm. High-resolution
(HR)TEM images (in Figure b,c,f,g) demonstrate that the NCs have a size span of 2.5–5
nm without a regular aspect ratio. A statistical analysis of the size
of TiO2-NCs (3.48 ± 0.1 nm) and Nb:TiO2-NCs (3.15 ± 0.03 nm) is reported in the histograms shown in Figure d and h for TiO2 and Nb:TiO2, respectively. Compositional analysis
of Nb:TiO2-NCs made by energy-dispersive spectrometry (EDS)-TEM
shows that the concentration of niobium is 3 wt % (Figure S1). This concentration is lower than the nominal initial
5 wt % utilized to synthesize the NCs, which is probably due to a
lower reactivity of NbCl5 with respect to TiCl4. The HRTEM images show that both doped and undoped as-synthesized
NCs are highly crystalline (see selected area electron diffraction
(SAED) patterns in Figure S2), confirming
that the short-time microwave irradiation could provide TiO2-NCs with similar characteristics as NCs grown by the classical NASG
method.[10,11,19]
Figure 1
(a) Low-resolution
TEM images of TiO2-NCs. (b,c) High-resolution
TEM images of TiO2-NCs with two different magnifications.
(d) Histograms of size distribution of TiO2-NCs obtained
from TEM images. (e) Low-resolution TEM images of Nb:TiO2-NCs. (f,g) High-resolution TEM images of Nb:TiO2-NCs
with two different magnifications. (h) Histograms of size distribution
of Nb:TiO2-NCs obtained from TEM images.
(a) Low-resolution
TEM images of TiO2-NCs. (b,c) High-resolution
TEM images of TiO2-NCs with two different magnifications.
(d) Histograms of size distribution of TiO2-NCs obtained
from TEM images. (e) Low-resolution TEM images of Nb:TiO2-NCs. (f,g) High-resolution TEM images of Nb:TiO2-NCs
with two different magnifications. (h) Histograms of size distribution
of Nb:TiO2-NCs obtained from TEM images.
Powder X-ray Diffraction (XRD) Characterization
XRD diffractograms (Figure ) of the Nb-doped
and undoped TiO2-NC powder revealed that both as-synthesized
NCs have an anatase crystalline structure with typical diffraction
peaks occurring at 2θ = 25.25° {101}, 2θ = 37.8°
{004}, 2θ = 47.9° {200}, 2θ = 53.59° {105},
and 2θ = 62.36° {204}. The slight asymmetry of the (105)
peaks at 53.59° might be attributed to the presence of traces
of the rutile phase.[56] However, other rutile
peaks are totally absent or could be covered by the dominant anatase
peaks due to their high broadness. For TiO2-NCs, the intensity
ratios of the peaks follow calculated database values, and the recorded
diffractogram compares very well to other reports.[10,24,57] In the Nb-doped TiO2-NC XRD pattern,
the positions of the observed peaks as well as their relative intensities
remain unaltered.[58] This can be attributed
to the relatively low Nb-doping level.
Figure 2
Powder XRD patterns of
(a) TiO2 and (b) Nb:TiO2-NCs. The family of
planes responsible for the diffraction peaks
include {101} at 2θ = 25.25°, {004} at 2θ = 37.8°,
{200} at 2θ = 47.9°, {105} at 2θ = 53.59°, and
{204} at 2θ = 62.36°.
Powder XRD patterns of
(a) TiO2 and (b) Nb:TiO2-NCs. The family of
planes responsible for the diffraction peaks
include {101} at 2θ = 25.25°, {004} at 2θ = 37.8°,
{200} at 2θ = 47.9°, {105} at 2θ = 53.59°, and
{204} at 2θ = 62.36°.
UV–Vis Optical Absorption Spectroscopy
of Nanocrystals
The absorption of (Nb:)TiO2-NC
dispersions in ethanol are shown in Figures , whereas the absorption of the same NCs
deposited as thin films by spin coating on quartz slides are shown
in S3. Optical transmission spectra of
the same NC films are shown in Figure S4. The estimated absorption onsets for the NC dispersion are λonset(TiO2) = 332.7 nm and λonset(Nb:TiO2) = 328 nm. It is evident that the Nb doping blue
shifts the TiO2 absorption edge. However, simple UV–vis
absorption measurements in transmission mode of NC dispersions are
not sufficient to estimate the band gap of the nanomaterial. For this
reason, diffuse reflectance spectroscopy measurements on a thin film
of NCs were carried out (vide infra).
Figure 3
Optical absorption of TiO2-NC
and Nb:TiO2-NC dispersions in ethanol.
Optical absorption of TiO2-NC
and Nb:TiO2-NC dispersions in ethanol.
Characterization of the Thin Film
Scanning Electron Microscopy (SEM) Characterization
of the Films
The Nb-doped and undoped titania film morphology
is further characterized by scanning electron microscopy (SEM). High-
and low-resolution SEM images, shown in Figure , reveal a good homogeneity of the films
obtained after sintering at 150 °C. The thickness of the films
is estimated via SEM cross-sectional images of the photovoltaics device
on the fracture side. TiO2 and Nb:TiO2 films
have a comparable thickness of around 50 nm and a very compact morphology.
The film does not show any localized aggregation of NCs but rather
a compact and uniform assembly of the NCs into a thin film. The TiO2 film’s compactness and the lack of pinholes are critical
for its usage as an ETL in solar cells because they prevent infiltration
of the photoactive material (FAPbI3), which would cause
the entire device to shunt.
Figure 4
High-resolution (a, c) and low-resolution (b,
d) SEM images of
TiO2 and Nb:TiO2-NC films deposited on ITO after
the films were annealed at 150 °C.
High-resolution (a, c) and low-resolution (b,
d) SEM images of
TiO2 and Nb:TiO2-NC films deposited on ITO after
the films were annealed at 150 °C.
UV–Vis Optical Absorption Spectroscopy
of Thin Films
The optical properties of the TiO2-NC and Nb:TiO2-NC films were studied by UV–vis
diffuse reflectance spectroscopy. The Kubelka–Munk function
and the Tauc plot of TiO2-NCs Nb:TiO2-NC films
are shown in Figure a, 5b, respectively. The estimated absorption
onsets (Kubelka–Munk plots) for NC films are λonset(TiO2) = 311.2 nm and λonset(Nb:TiO2) = 317.5 nm. From the linear interpolation of Tauc’s
plot in Figure b,
it can be found that Nb doping slightly shifts the band gap of the
TiO2-NC film from 3.69 to 3.8 eV. The TiO2 single-crystal
indirect band gap is reported to be 3.47 eV, whereas the direct band
gap is 3.97 eV.[13] However, due to the variable
defect concentrations that can vary from sample to sample, mainly
depending on the synthetic method utilized, the anatase TiO2 band gap is reported to range from 3.14 to 3.5 eV.[59] On the other hand, for TiO2, the quantum size
effect has been shown to occur only for NPs as small as 2R ≤ 1.5 nm,[12] (R = nanoparticle radius), thus, an NC size range below that of the
reported in this work. Therefore, in the present case, the quantum
size effect is not responsible for the blue shift of the TiO2 absorption edge. This behavior is also backed up by ab initio calculations
that indicate that neither an increase or decrease of the band gap
nor an appearance of intraband states takes place,[60−62] although a
shift of the Fermi level toward the conduction band due to an excess
of electrons in the crystal is expected.[62] Hence, the major role in blue shifting of the absorption band edge
is attributed to plasmonic resonance due to the excess of charges
in the CB induced by the Nb doping.[63]
Figure 5
(a) Kubelka–Munk function of TiO2-NC and Nb:TiO2-NC films on glass and (b) Tauc’s plot of TiO2-NC and Nb:TiO2-NC films on the glass substrate.
In addition, the relatively small blue shift of the observed absorption
onset for the film in respect of the dispersion is probably due to
the measurement methodology used, i.e., diffuse reflectance spectroscopy
in the first case, absorption in transmission for the latter. Tauc’s
plot of the FAPbI3 film deposited on quartz and crystallized
following the same procedure used for the photovoltaic device is shown
in Figure S5. By linear regression of Tauc’s
plot, the band gap was estimated to be 1.48 eV. As expected, this
value is in line with the literature reported value for the polycrystalline
thin film[59] and is a bit higher than the
band gap of the single crystal.[64] For comparison,
Tauc’s plot of extensively used MAPbI3 is also reported,
providing a 1.58 eV band gap (Figure S5).(a) Kubelka–Munk function of TiO2-NC and Nb:TiO2-NC films on glass and (b) Tauc’s plot of TiO2-NC and Nb:TiO2-NC films on the glass substrate.
X-ray Photoelectron Spectroscopy
(XPS) Characterization
of Thin Films
XPS compositional analysis of TiO2 and Nb-doped TiO2-NC thin films, deposited on glass/ITO
substrates (Figure ), reveals the presence of niobium in the doped TiO2 film
(Figure c). The observed
doublets at 365.9 and 381 eV (Figure e) as well as at 207.6 and 210.4 eV (Figure d) correspond to Nb 3d and
Nb 3p core level emissions of oxygen hexacoordinated niobium (NbO6–) in the Nb5+ oxidation state[65] rather than Nb4+ and Nb3+.[66] The observed N 1s and C 1s signals
are due to synthesis-related impurities, as it is the case for sulfur-
and chlorine-containing species, as in the case of sulfur- and chlorine-containing
species, as those are also present in the bare undoped TiO2 film (cf. Figure a,b). The presence of Nb4N5 was excluded as
it displays the Nb 3d5/2 core level at ca. 204 eV rather
than the measured value of 207.6 eV.[66]
Figure 6
XPS survey
spectra of TiO2 (a) and (b) expansion of
the spectral area containing Ti 2p3/2 and Ti 2p1/2 peaks. The XPS survey of Nb:TiO2 NC films deposited on
the ITO substrate (c) and expansion of the Nb 3d (d) and Nb 3p (e)
core level emissions.
XPS survey
spectra of TiO2 (a) and (b) expansion of
the spectral area containing Ti 2p3/2 and Ti 2p1/2 peaks. The XPS survey of Nb:TiO2 NC films deposited on
the ITO substrate (c) and expansion of the Nb 3d (d) and Nb 3p (e)
core level emissions.
UV
Photoelectron Spectroscopy (UPS) Characterization
of Thin Films
UPS spectra of TiO2 and Nb:TiO2 thin films deposited on glass/ITO substrates are shown in Figure . The determined
high binding energy cutoffs (EHBEC) are
17.24 and 17.13 eV, respectively, yielding a work function of 3.98
and 4.09 eV, respectively. The valence band (VB) onsets wrt to the
Fermi level (EF) are estimated to be 3.50
eV for TiO2 and 3.41 eV for Nb:TiO2, which yields
ionization energies (IEs) of 7.48 and 7.50 eV, respectively. These
values are similar to IEs reported for compact rutile TiO2-NCs prepared in a hydrolytic sol–gel process.[67] However, the VB onsets are slightly higher here,
indicating that the microwave-assisted synthesis yields TiO2 films being more n-type.[59] As estimated
from optical measurements via Tauc’s plot shown in Figure b, the (optical)
gaps are 3.69 eV for TiO2 and 3.80 eV for Nb:TiO2, i.e., the conduction band minima (CBM) are 3.79 and 3.70 eV below
the vacuum level, and thus, only a few tens of meV each above the
Fermi level. Since these values match well the CBMs of MAPbI3[68] and FAPbI3,[69] it is expected that the synthesized films are suitable
as ETL in corresponding perovskite solar cells, as demonstrated in
section 2.4.
Figure 7
UPS spectrum of TiO2 and Nb:TiO2 films on
ITO substrates.
UPS spectrum of TiO2 and Nb:TiO2 films on
ITO substrates.
Characterization
of Electronic Transport Properties
of the Films
Electrochemical Measurement
of the Electron
Mobility and Conductivity of TiO2 and Nb:TiO2 Films
The conductivity and the electron mobility of the
TiO2 and Nb:TiO2 films were measured by electrochemical
impedance spectroscopy (EIS) carried out in an electrolytic medium
and by solid-state current–voltage (J/V) characterization. The results of the latter measurements
are shown in Table .
Table 1
Conductivity and Mobility Values for
TiO2 and Nb:TiO2 Films
EIS
solid-state J–V
sample
σ (S/cm)
μ (cm2/V s)
σ (S/cm)
μ (cm2/V s)
TiO2
3.02 × 10–7
2.84 × 10–2
5.59 × 10–6
3.51 × 10–3
Nb:TiO2
4.06 × 10–7
3.27 × 10–2
1.69 × 10–5
3.75 × 10–3
Figure S6 shows the Nyquist plots of
the TiO2 and Nb:TiO2 films obtained by spin-coating
six layers of (Nb:)TiO2-NCs on ITO-coated glass. The equivalent
circuit of the fabricated layer on ITO and immersed in the electrolytic
medium is shown in Scheme .
Scheme 1
Equivalent Circuit of the Device/Electrolytic Solution
Interface
In Scheme , R1 is the resistance
of the ITO substrate (negligible), R2 is
the resistance of the (Nb:)TiO2 film, R3 is the resistance of the electrolytic
solution, C1 is the ITO/(Nb:)TiO2 interface capacitance, and C2 = Cμ is the capacitance of the electrolyte/(Nb:)TiO2 interface, namely, chemical capacitance. The values of conductivity
(σ) were estimated from the EIS measurements using the σ
= L/RA relation, where L is the (Nb:)TiO2 film thickness, A is
the device area, and R is the extracted resistance
from the impedance (R2 in Scheme ). The calculated conductivity
values reported in Table suggest that Nb doping results in increased conductivity.Electron mobility (μ) was also extracted from EIS data using
the Stoke–Einstein diffusion relation[70]where e is the elementary
charge of the electron, kB is Boltzmann’s
constant, and T is the absolute temperature in Kelvin
and it is taken to be the room temperature (298 K). The electron (chemical)
diffusion coefficient (Dn) was obtained
from the fitting of the Nyquist plot through the equationwhere Ln is the
electron diffusion length, τn is the period of the
charge transfer process as well as electron lifetime, and Rt is the charge transfer resistance (Rt = R2 and C2 = Cμ in Scheme ). The calculated
μEIS values reported in Table also show evidence of the improvement in
electrical transport properties imparted by Nb doping.
Solid-State J/V Measurement
of the Mobility and Conductivity of TiO2 and
Nb:TiO2 Films
In addition to EIS, σ and
μ of TiO2 and Nb:TiO2 films were also
estimated from the J/V characteristics
of solid-state devices. The J/V characteristics
on a linear scale with the linear fit in the Ohmic region of the devices
are shown in Figure S7, whereas those on
a double logarithmic scale with the fit in the space-charge-limited
current (SCLC) region are shown in Figure S8.The σ values were extracted from the linear equation
fitting the J/V curve in the Ohmic
region by J = V/RA with σ = L/RA, where R is the resistance, A is the area of the
device determined by the crossing between the top and bottom metal
contacts (0.04 cm2), and d is the distance
between the two electrodes, i.e., the thickness of the (Nb:)TiO2 film measured by a profilometer. As can be seen from the
values of σ reported in Table , Nb doping improves the conductivity of the TiO2 film by a factor of about 2.5. The values of mobility (μSCLC) were obtained by fitting the experimental data in the
trap-free SCLC region (V ≈ 4 V) by the Mott–Gurney
equation (Figure S8a,b)[71]where
ε0 is the permittivity
of vacuum and εr is the dielectric constant of the
material [εr(TiO2) = 16].[72] The calculated μ values are reported in Table that further corroborate
that Nb doping can improve the electrical transport properties of
TiO2.The data from both EIS and J/V characteristics consistently show that doping
by Nb can result in
the improvement of electrical transport properties in the prepared
TiO2 films. The improvement of both conductivity and mobility
can be ascribed to the excess electrons spilling into the conduction
band caused by the introduction of Nb5+ ions in place of
Ti4+ ions in the TiO2 crystal (n-doping).[60,65] Nb doping also causes a shift of the Fermi energy EF toward the conduction band.[62] The introduction of Nb5+ also leads to a reduction of
oxygen vacancies and thus defects of the host TiO2 crystal,
reducing the electron scattering and trapping, which results in higher
mobility and conductivity.[73] From the comparison
with literature mobility values reported in Table S2, the mobility in our TiO2 and Nb:TiO2 films cast from NCs is constantly of 1 or 2 orders of magnitude
higher (amongst values determined from the same SCLC analysis). This
positive trend can be explained based on better crystallinity and
lower defect concentrations for NC-derived films compared to films
fabricated by the solution process.[74−76] It is worth noting that
the estimated μ values in this work are even better than in
some TiO2 films deposited by the atomic layer deposition
(ALD) technique, which is known to provide highly uniform and crystalline
films.[77] As shown further below, when applied
in perovskite solar cells, the Nb-doped TiO2-NC film with
higher mobility and conductivity also results in an increase in photocurrent,
further highlighting the advantage of Nb doping.
Characterization of Photovoltaic Devices
The TiO2 and Nb-doped TiO2 NC films were
used as ETL in halide perovskite solar cells with the ITO/(Nb:)TiO2/FAPbI3/spiro-MeOTAD/Au (2,2′,7,7′-tetrakis(N,N-di-p-methoxyphenylamine)-9,9′-spirobifluorene
(spiro-MeOTAD)) structure, where FAPbI3 was used as a light
absorber. FAPbI3 is also thermodynamically more stable
and more resistant to degradation in air. In addition, it harvests
a wider portion of sunlight than MAPbI3 (Figure S5), owing to its lower band gap. The J/V characteristics (Figure a) show that the Nb:TiO2-based
device has a better power conversion efficiency than the TiO2-based device. The short circuit current density (JSC) of Nb-doped TiO2-based devices is increased
by 6.73%, while the VOC is decreased by
5.17%, which, overall results in an increase of the fill factor (FF)
by 0.17% and of the photocurrent conversion efficiency (PCE) by 1.8%.
The little reduction of VOC is probably
caused by a drop of the energy difference between the conduction bands
of FAPbI3 and Nb:TiO2 compared to FAPbI3 and TiO2, resulting in a built-up potential reduction,
which is, in turn, reflected in the measured VOC. Figure b shows that the maximum EQE of both device types reaches 80% and
that Nb:TiO2-based devices have a higher EQE in the UV
spectral range (<400 nm), which is attributed to less parasitic
absorption in this wavelength range due to the slightly wider band
gap of Nb:TiO2 over undoped TiO2, as confirmed
by optical measurements shown in Figures S2 and S3. The origin of the different behaviors of EQE between TiO2 and Nb:TiO2-based devices in the 600–700
nm range was already observed but has never been clarified.[78] However, it might be tentatively assigned to
factors such as optical interference due to a small thickness difference
of the perovskite films[79] or the difference
in grain size in both absorbing and ETL layers.[58] On the other hand, observing the J/V characteristic and the EQE spectrum of the device (vide
infra), Nb doping results in an increased JSC under illumination due to a higher conductivity as well as higher
electron mobility of the ETL.
Figure 8
(a) J–V characteristics
and (b) EQE spectra of the photovoltaic devices based on FAPbI3 as the light absorber and TiO2 and Nb:TiO2 as ETL.
(a) J–V characteristics
and (b) EQE spectra of the photovoltaic devices based on FAPbI3 as the light absorber and TiO2 and Nb:TiO2 as ETL.Although relatively low,
a PCE of about 11% shows that, in principle,
the doped and undoped TiO2-NCs prepared according to our
methodology can be applied for the preparation of ETL layers for photovoltaic
devices. However, future optimization of NCs and the device structure
is needed to achieve better efficiency. Such optimization should mainly
target the spiro-MeOTAD layer by reducing its thickness, as well as
increasing the perovskite layer thickness to harvest the largest amount
of light possible, as shown previously.[29,80−84] Moreover, this methodology to fabricate doped and undoped TiO2 ETL can be extended to other metal oxides and to other types
of applications such as LEDs, optical sensors, transistors, as well
as for transparent coating of surfaces, in particular for UV screening
and filtering.
Conclusions
In this
manuscript, we show that microwave-grown sub-4 nm TiO2 and
Nb:TiO2-NCs are suitable and conveniently
prepared materials to prepare thin films of TiO2 and Nb:TiO2-NCs that serve as electron transport layers for organohalide
perovskite solar cells. The synthesized NCs were characterized morphologically
by TEM and XRD and were utilized to cast a thin film of (Nb:)TiO2 functioning as ETL in lead halide perovskite solar cells
based on FAPbI3. The transparent film morphology was characterized
by SEM, whereas its optical properties were characterized by absorption
and diffuse reflectance spectroscopies. The electronic transport properties
of the film such as conductivity and mobility were investigated by
space-charge-limited current (SCLC) and electrochemical impedance
spectroscopy (EIS) techniques. As expected, niobium doping led to
reduced parasitic absorption in the near-UV region and led to an improvement
of conductivity, electron mobility and, as a consequence, improvement
of the cell performances in terms of photocurrent (J) and external quantum efficiency (EQE) that were investigated by
EQE and J/V measurements with a
simulated solar light source.
Experimental Section
Materials
All materials were used
as received without further purification. Anhydrous benzyl alcohol
(99.8%), anhydrous dimethylsulfoxide (DMSO), γ-butyrolactone
(GBL), ethanol, diethyl ether, 4-tert-butylpyridine
(TBP), anhydrous acetonitrile, anhydrous chlorobenzene, methoxyethanol,
lithium bis(trifluoromethane-sulfonyl)imide (Li-TFMSI), and TiCl4 99.999% were purchased from Sigma Aldrich. NbCl5 99.999% metal basis and lead iodide (PbI2) 99.999% metal
basis were purchased from Alfa Aesar. Methylammonium iodide (CH3NH3I; MAI), formamidinium iodide (HC(NH3)2I;FAI), and Tris(2-(1H-pyrazol-1-yl)-4-tert-butylpyridine)cobalt(III) bis(trifluoromethylsulphomyl)imide
(FK 102 Co(III) TFSI Salt) were purchased from Dyesol (GreatCell Solar).
2,2′,7,7′-Tetrakis(N,N-di-p-methoxyphenylamine)-9,9′-spirobifluorene
(spiro-MeOTAD) 98% was purchased from Borun Chemicals. Tetrabutylammonium
tetrafluoroborate (TBA+BF4–) 99% was purchased from Alfa Aesar. HC(NH3)2PbI3 and CH3NH3PbI3 were
prepared by stirring at 60°C for 12 h HC(NH3)2I and CH3NH3I, respectively, with PbI2 with a 1:1 molar ratio in 1 mL of GBL/DMSO (3:2 v/v ratio).
Synthesis and Characterization of TiO2 and Nb-Doped TiO2 Nanocrystals
In a typical
experiment, anhydrous TiCl4 (0.6 mL) was added dropwise
under stirring to anhydrous ethanol (4 mL). The solution was transferred
into a 20 mL microwave vial containing 15 mL of anhydrous benzyl alcohol.
The vial was then sealed by a headspace cap in a glovebox and inserted
into the microwave cavity. The solution was irradiated for 3 h by
keeping the temperature at 80 °C. After cooling, the solution
turned into a slightly milky suspension, indicating the formation
of TiO2 NCs. The NCs were precipitated by adding diethyl
ether (40 mL), and the precipitate was washed three times by redispersing
in anhydrous ethanol and reprecipitating with diethyl ether. Washed
NCs were finally dispersed in anhydrous ethanol, resulting in a colloidal
suspension with a TiO2 concentration of approximately 10
mg/mL. Niobium-doped TiO2-NCs were prepared following the
same procedure except that NbCl5 (50 mg in 0.5 mL anhydrous
ethanol) was added to the previously described TiCl4 solution
in anhydrous ethanol. The resulting nominal Nb doping of the TiO2-NCs is 5% w/w. This doping level was chosen according to
previous reports as a typical, although moderate, dopant concentration,
leading to significant enhancement of the electronic properties of
the materials.[81−84] For the deposition of TiO2 and Nb:TiO2-NC
films, initial formulations with 1.18 wt % TiO2 suspended
in anhydrous ethanol were used. The doped and undoped dispersions
were stored at −20 °C and found to be shelf-stable for
months.
Characterization of Nanocrystals
Powder and thin-film XRD patterns were collected on a Bruker D8 Advance
A25 diffractometer in the Bragg–Brentano geometry equipped
with a Cu tube (λ(Cu Kα) = 0.15418 nm) operating at 40
kV and 40 mA using a linear position sensitive detector (opening 2.9°).
The diffractometer was configured with a 0.1° diverging slit,
a 2.9° antiscattering slit, a 2.5° Soller slit, and a nickel
filter to attenuate the contributions from Cu Kα fluorescence.
Data sets were acquired in a continuous scanning mode over the 2θ
range of 10–80°. A step size of 0.012° was applied
with a counting time of 1s per step for the films and 6s per step
for the powder. Because of the tendency of the dry NCs to agglomerate
in macroscopic chunks, the material was ground to a fine powder using
an agate mortar.Transmission electron microscopy (TEM) analysis
of the samples was also performed by employing an FEI Company’s
TEM Titan G2 80–300 CT equipped with field-emission gun and
an X-ray EDS detector from EDAX, Inc. TEM specimens were prepared
by placing small amounts of samples on the holey carbon-coated copper
(Cu) grids of 300 mesh size. Moreover, the imaging was carried out
by operating the microscope at a beam energy of 300 keV, and thus
several low- as well as high-magnification electron micrographs from
various locations were acquired during the analysis. In addition,
SAED and EDS were also recorded to investigate the crystal structure
and the elemental composition of the samples, respectively. The entire
TEM data acquisition and the proceeding image analysis was carried
out in the Digital Micrograph of version GMS 1.85 from Gatan, Inc.UV photoelectron spectroscopy (UPS) measurements were carried out
using an Omicron SPHERA hemispherical analyzer under He–I excitation
(21.22 eV) of an attenuated discharge lamp (Omicron/Focus HIS 13,
1/12 attenuation). The base pressure of the analysis chamber was 8
× 10–10 mbar. As a substrate, ITO-covered glass
was used. The samples were prepared in a glovebox according to the
device procedures and transferred to the UPS analysis chamber via
ambient conditions, estimating the total air exposure time being less
than 2 min. The film’s work functions (W)
were determined from the spectra high binding energy cutoffs via the
relation: W = 21.22 eV – Ecutoff, where Ecutoff is the
respective cutoff energy. The film ionization energies (IE) are obtained
by adding the photoemission onset of the valence edge EVB, respectively, to the Fermi level EF: IE = W + EVB. A multichanneltron detector and an analyzer were calibrated to
the Fermi edge of a sputter-cleaned Au foil, yielding an energy resolution
of 100 meV at room temperature. X-ray photoelectron spectroscopy (XPS)
measurements were performed with the same equipment by exciting the
sample with an Al/Mg soft X-ray source.UV–vis–NIR
optical absorption measurements were carried
out using a Varian Cary 6000i UV–vis–NIR spectrometer.
For this measurement, as-grown NCs were dispersed in absolute ethanol
and loaded in a quartz cuvette.
Characterization
of the ETL Film
Scanning electron microscopy (SEM) images
were taken at a 5 kV accelerating
voltage and a beam aperture of 30 μm, using a Zeiss Auriga microscope
equipped with an in-lens detector. The structure of the films was
investigated using an X-ray diffraction (XRD) Bruker D8 Discovery
with a Cu Kα radiation source (λ = 1.5418 Å), and
UV–vis–IR absorption measurements were taken using a
Cary 6000i from Varian equipped with a diffuse reflectance accessory
(integrating sphere). The samples were positioned at the center of
the sphere and tilted 20° with respect to the incident light
beam. This configuration allows most of the specular and diffused
reflected and transmitted light to be integrated into the sphere and
measured by the detector with minimal losses.Electrochemical
impedance spectroscopy (EIS), cyclic voltammetry (CV), and chronoamperometry
measurements were carried out using a potentiostat/galvanostat Metrohm
Autolab PGSTAT302N equipped with an FRA32M module, using a Ag/AgCl
reference electrode and 0.1 M tetrabutylammium tetrafluoroborate in
anhydrous acetonitrile as an electrolyte. The electrolytic cell was
enclosed in a Faraday cage to prevent electromagnetic disturbances.
Prior to the EIS measurements, the stability of the device was tested
through cyclic voltammetry measurement by scanning twice from −1
to 1 V. The devices were fabricated by spin-coating an (Nb:)TiO2-NC dispersion in ethanol at 2000 rpm for 30 s on ITO glass
(six layers by consecutive coatings and drying on a hot plate at 120
°C for 30 min) and sealing the contour with epoxy resin to avoid
the possible contact of the electrolyte with the ITO layer underneath.
The average thicknesses of TiO2 and Nb:TiO2 films
measured by EIS are 214.1 ± 3.3 and 231.6 ± 8.3 nm, respectively.J/V characterizations of the
ETL films were carried out using a Keithley 2614B dual-channel source/measure
unit. The devices were fabricated by depositing in sequence: 40 nm
thick patterned Al contacts via thermal evaporation on a 1 in. by
1 in. glass substrate, a compact layer of (Nb:)TiO2-NCs
by spin-coating six layers of an (Nb:)TiO2-NC dispersion
in ethanol at 2000 rpm that was successively dried at 120 °C
on a hot plate, 1 nm LiF electron injection layer by thermal evaporation,
and 100 nm thick patterned Al contacts crossed with the bottom Al
contacts defining a 0.04 cm2 area.In these devices,
the average thickness of TiO2 and
Nb:TiO2 films are 214.1 ± 3.3 and 231.6 ± 8.3
nm, respectively. All of the thickness measurement of the films was
performed on a Borofloat using a Bruker Dektak XT profilometer with
a 200 μm/s measurement speed and with a 10 mg applicable force.
The film was masked off with Kapton tape before spin-coating of the
(Nb:)TiO2 film and removed after providing a measurable
step of the deposited material.
Fabrication
and Testing of Solar Cells
Patterned indium tin oxide substrates
(ITO, 15 Ω/cm2) were cleaned in an ultrasonic bath
(Branson 5510) using diluted
Hellmanex II detergent for 20 min. Samples were rinsed with deionized
water for 5 min before being sonicated in sequence with acetone and
isopropanol for 10 min. Next, the samples were dried with nitrogen
before being exposed to UV–ozone plasma for 10 min. TiO2 and Nb:TiO2 compact layers were prepared by spin-coating
the colloidal dispersion of nanocrystals in anhydrous ethanol at 4000
rpm for 30 s, followed by drying at 150 °C for 30 min. The thickness
of the compact layer was tuned by adjusting the concentration of TiO2 nanocrystals (3.54–0.24 wt % TiO2 to ethanol).A HC(NH2)2I (FAI) + PbI2 solution
was deposited onto (Nb:)TiO2/ITO substrates by a consecutive
two-step spin-coating process at 1000 and 4500 rpm for 10 and 40 s,
respectively, followed by drying at 100 °C for 30 min. The hole
transporting material (HTM) solution was spin-coated on the previously
deposited FAPbl3 layer at 2200 rpm for 30 s. The HTM solution
was prepared by dissolving 80 mg of spiro-MeOTAD in 1 mL of chlorobenzene
alongside 28.8 μL of TBP, 17.6 μL of a Li-TFMSI stock
solution (520 mg of Li-TFMSI in 1 mL of acetonitrile), and 29 μL
of an FK 102 Co(III) TFSI Salt stock solution (300 mg of FK 102 Co(III)
TFSI salt in 1 mL of acetonitrile). Finally, at an operating pressure
below 1 × 10–7 Torr, the devices were completed
by thermally evaporating 100 nm thick gold electrodes at a 2 Å/s
rate through a deposition mask to yield a device active area of 0.075
cm2.J/V measurements
of solar cells
were performed in a glovebox using a Keithley 2400 source meter and
an ABET Technology Sun 3000 class AAA solar simulator calibrated to
1 sun, AM1.5 G, and an NREL-calibrated reference silicon cell (ABET
Technology). The external quantum efficiency (EQE) measurements were
performed at zero bias by illuminating the device with monochromatic
light emitted by a xenon arc lamp in combination with a dual-grating
monochromator. The number of incident photons on the sample (light
power) was measured for each wavelength using a NIST calibrated silicon
photodiode.
Authors: Lihao Han; Fatwa F Abdi; Roel van de Krol; Rui Liu; Zhuangqun Huang; Hans-Joachim Lewerenz; Bernard Dam; Miro Zeman; Arno H M Smets Journal: ChemSusChem Date: 2014-08-19 Impact factor: 8.928
Authors: Jérémy Barbé; Max L Tietze; Marios Neophytou; Banavoth Murali; Erkki Alarousu; Abdulrahman El Labban; Mutalifu Abulikemu; Wan Yue; Omar F Mohammed; Iain McCulloch; Aram Amassian; Silvano Del Gobbo Journal: ACS Appl Mater Interfaces Date: 2017-03-21 Impact factor: 9.229