Literature DB >> 26548399

Influence of an Inorganic Interlayer on Exciton Separation in Hybrid Solar Cells.

Claire L Armstrong1, Michael B Price2, David Muñoz-Rojas1,3, Nathaniel J K L Davis2, Mojtaba Abdi-Jalebi2, Richard H Friend2, Neil C Greenham2, Judith L MacManus-Driscoll1, Marcus L Böhm2, Kevin P Musselman2,4.   

Abstract

It has been shown that in hybrid polymer-inorganic photovoltaic devices not all the photogenerated excitons dissociate at the interface immediately, but can instead exist temporarily as bound charge pairs (BCPs). Many of these BCPs do not contribute to the photocurrent, as their long lifetime as a bound species promotes various charge carrier recombination channels. Fast and efficient dissociation of BCPs is therefore considered a key challenge in improving the performance of polymer-inorganic cells. Here we investigate the influence of an inorganic energy cascading Nb2O5 interlayer on the charge carrier recombination channels in poly(3-hexylthiophene-2,5-diyl) (P3HT)-TiO2 and PbSe colloidal quantum dot-TiO2 photovoltaic devices. We demonstrate that the additional Nb2O5 film leads to a suppression of BCP formation at the heterojunction of the P3HT cells and also a reduction in the nongeminate recombination mechanisms in both types of cells. Furthermore, we provide evidence that the reduction in nongeminate recombination in the P3HT-TiO2 devices is due in part to the passivation of deep midgap trap states in the TiO2, which prevents trap-assisted Shockley-Read-Hall recombination. Consequently a significant increase in both the open-circuit voltage and the short-circuit current was achieved, in particular for P3HT-based solar cells, where the power conversion efficiency increased by 39%.

Entities:  

Keywords:  Nb2O5; atmospheric pressure spatial atomic layer deposition; energy cascade; metal oxide; recombination; solar cell

Year:  2015        PMID: 26548399      PMCID: PMC4690195          DOI: 10.1021/acsnano.5b05934

Source DB:  PubMed          Journal:  ACS Nano        ISSN: 1936-0851            Impact factor:   15.881


Over the past decade there has been extensive research into organic/inorganic hybrid solar cells as a low-cost and scalable photovoltaic technology.[1−5] For a polymermetal oxide hybrid solar cell, for example, the flexibility and high absorption coefficient of the polymer are combined with the stability, carrier mobility, and band gap tunability of the metal oxide. In addition, the metal oxide can be deposited by a variety of different methods and can also be nanostructured to tune the heterojunction between the organic and metal oxide.[6−11] The mixed materials deployed in hybrid solar cells therefore provide a large degree of parameter customizability that cannot be achieved in all-organic or all-inorganic cells. Despite these advantages, hybrid organic–inorganic cells are still outperformed by all-organic cells. It is likely that an inefficient charge carrier separation at the polymermetal oxide interface is the predominant reason for the lower device performance.[2,3] Originally, it was believed that charge separation at the organic–inorganic interface produces free charge carrier pairs instantly. Recent studies, however, have shown that the efficiency of such a charge transfer process from the polymer to the metal oxide can vary with the properties of the oxide.[12] The electron transfer process in organic–inorganic solar cells from a p-type donor polymer into an n-type metal oxide has been shown to produce a large proportion of charge carrier pairs, which remain entangled across the interface.[13−15] Due to their Coulombic attraction, these bound charge carrier pairs (BCPs) are prone to recombination effects, which have been demonstrated to significantly limit the device performance of hybrid solar cells.[13,15−17] To drive the separation of charges at the interface, strategies such as the incorporation of organic modifiers,[18,19] dyes,[20,21] self-assembled monolayers,[16,17] and doping of the metal oxide[12] have been reported. An alternative approach is to suppress the initial formation of BCPs using energy cascade structures, where an interlayer between the light-absorbing p-type material and the electron-accepting n-type provides a gradient in the conduction band levels. The larger transfer integral due to the improved alignment of donor and acceptor states results in fast electron transfer across the interface,[22] and the larger spatial separation of the bound electron–hole pair has been shown to suppress the formation of BCPs, as the electron and hole are pushed out of their respective Coulomb capture radii, creating free charge carriers directly.[23] While such energy cascade structures have been shown to improve the solar cell device performance,[18,19,22−31] it remains challenging to implement them on large scales due to inconvenient processing conditions.[23] Notably, while organic modifiers that produce energy cascade structures have been shown to prevent BCP formation,[13,17] similar mitigation of BCPs using more robust inorganic layers has not been demonstrated. Here we deploy a stable and rapidly processable Nb2O5 energy cascade interlayer in P3HTTiO2 and PbSe colloidal quantum dot (CQD)–TiO2 solar cells. The layers are fabricated using atmospheric pressure spatial atomic layer deposition (AP-SALD), a recent variation of ALD offering ambient pressure processing and accelerated deposition rates.[32] Using transient photovoltage, transient absorption, photothermal deflection spectroscopy, and light-dependent photovoltage measurements, we confirm that the inorganic interlayer indeed suppresses various recombination channels such as nongeminate and BCP recombination. Furthermore, we present evidence that the interlayer also passivates trap states in the TiO2, specifically reducing nongeminate Shockley–Read–Hall recombination.

Results and Discussion

Solar cells were fabricated by sequential deposition of TiO2 (∼90 nm) and Nb2O5 (∼10 nm) films onto ITO/glass substrates by AP-SALD. The photoactive film (either P3HT or PbSe CQDs) was applied using spin-coating methods, and the top electrode (MoO and Ag/Au) was then thermally evaporated. The typical device architectures are illustrated schematically in Figure a and b. A detailed description of the fabrication methods can be found in the Experimental Section.
Figure 1

Schematic device architecture of solar cells employing (a) P3HT or (b) PbSe CQDs as photoactive material where a ∼10 nm thick Nb2O5 film is used as an energy cascading interlayer. (c) Band energy alignment of a P3HT/Nb2O5/TiO2 and a PbSe CQD/Nb2O5/TiO2 cascade structure as determined by ultraviolet photoelectron spectroscopy and absorbance spectroscopy.

Schematic device architecture of solar cells employing (a) P3HT or (b) PbSe CQDs as photoactive material where a ∼10 nm thick Nb2O5 film is used as an energy cascading interlayer. (c) Band energy alignment of a P3HT/Nb2O5/TiO2 and a PbSe CQD/Nb2O5/TiO2 cascade structure as determined by ultraviolet photoelectron spectroscopy and absorbance spectroscopy. Employing X-ray diffraction (XRD) and X-ray photoelectron spectroscopy (XPS) to characterize the TiO2 and Nb2O5 films, we identify polycrystalline TiO2 films consisting of the anatase phase (see Supporting Information S1). Examination of the XRD measurements conducted on Nb2O5 films reveals no diffraction peaks, suggesting an amorphous Nb2O5 structure. Analyzing the corresponding chemical binding energies via XPS shows peaks at 207.7 eV (Nb 3d5/2) and 210.4 eV (Nb 3d3/2), which confirms the presence of Nb in the 5+ oxidation state.[27] Using UV-photoelectron spectroscopy (UPS) and absorbance spectroscopy we measure the electron affinity of Nb2O5 to be smaller than TiO2, but larger than P3HT and PbSe CQDs, confirming the energy cascading nature of the conduction bands in the studied material arrangements (see Figure c).[33] All raw spectra (XRD, XPS, UPS, and absorbance) can be found in the Supporting Information S1 and S2. Current density–voltage curves for (a) P3HT cells and (b) PbSe CQD cells with and without the Nb2O5 interlayer, under AM1.5 solar simulator conditions (100 mW cm–2). We show the average performance of multiple independent solar cells in dark lines and the spread as a shaded area around the mean. The performance of the respective highest efficiency device is shown in parentheses. Current density–voltage (J–V) curves demonstrating the average cell performance under simulated AM1.5G illumination are shown in Figure , with the average and highest efficiency cell performance parameters presented in Table . The open-circuit voltage and short-circuit current density were improved for both the P3HT/TiO2 and PbSe/TiO2 cell designs upon introduction of the Nb2O5 interlayer. The average fill factors were unchanged (within experimental uncertainty).
Figure 2

Current density–voltage curves for (a) P3HT cells and (b) PbSe CQD cells with and without the Nb2O5 interlayer, under AM1.5 solar simulator conditions (100 mW cm–2). We show the average performance of multiple independent solar cells in dark lines and the spread as a shaded area around the mean.

Table 1

Average Voc, Jsc, FF, and Power Conversion Efficiency (PCE) of P3HT and PbSe CQD Devices under AM1.5 Solar Simulator Conditions (100 mW cm–2)a

 Voc (V)Jsc (mA/cm2)FFPCE (%)
P3HT/TiO20.47 ± 0.02 (0.41)0.18 ± 0.02 (0.29)0.44 ± 0.02 (0.57)0.036 ± 0.003 (0.068)
P3HT/Nb2O5/TiO20.56 ± 0.01 (0.51)0.26 ± 0.02 (0.40)0.40 ± 0.02 (0.49)0.050 ± 0.005 (0.100)
average improvement19%44%–9%39%
PbSe/TiO20.49 ± 0.01 (0.51)11.1 ± 1.3 (14.7)0.28 ± 0.02 (0.37)1.68 ± 0.28 (2.81)
PbSe/Nb2O5/TiO20.53 ± 0.01 (0.54)13.9 ± 0.2 (15.5)0.30 ± 0.04 (0.32)2.25 ± 0.05 (2.68)
average improvement8%25%10%34%

The performance of the respective highest efficiency device is shown in parentheses.

We note that prepared P3HT/Nb2O5 cells without the TiO2 film as an electron-accepting layer showed poor device performance because of negligible photocurrent, likely due to the significant increase in series resistance when the TiO2 layer is replaced by the dielectric Nb2O5.[34−36] We therefore argue that only the combination of TiO2 and Nb2O5 (giving rise to the energy cascade and subsequent reduction in interfacial recombination) leads to an efficiency enhancement (see Supporting Information S3). Comparing the polymer-based solar cells with the fabricated CQD devices we find a significantly larger enhancement of Voc and Jsc in the P3HT cells (i.e., 19% and 44% versus 8% and 25% for Voc and Jsc, respectively), even though the Nb2O5 interlayer was of identical thickness in both device architectures. A similar improvement in device performance has been observed for all-polymer solar cells where a polymeric energy cascade was provided.[23] In that report the authors argued that a suppression of recombination mechanisms could be considered as the origin for the observed performance improvement. To investigate whether similar arguments can explain the apparent difference in device performance between the P3HT- and PbSe CQD-based solar cells, we first study the nongeminate recombination dynamics of both device structures by following the transient photovoltage (TPV) decay under constant white light background illumination (see Figure ).
Figure 3

Transient photovoltage decay measurements on (a) P3HT and (b) PbSe CQD solar cells with and without the interlayer under constant white-light background illumination (33 mW cm–2). Solid lines show the measured photovoltage decay, and the dashed lines represent the applied exponential fits. Values in brackets are the errors for the fitted time constants. Further analysis and details of the fitting routines used can be found in the Supporting Information S4.

Transient photovoltage decay measurements on (a) P3HT and (b) PbSe CQD solar cells with and without the interlayer under constant white-light background illumination (33 mW cm–2). Solid lines show the measured photovoltage decay, and the dashed lines represent the applied exponential fits. Values in brackets are the errors for the fitted time constants. Further analysis and details of the fitting routines used can be found in the Supporting Information S4. For TPV measurements the device was held at open-circuit voltage and the voltage decay transient was recorded after the device was subjected to a small perturbative monochromatic light pulse from an LED. The intensity of the pulse was chosen such that the resulting change in voltage (δV) compared to the Voc was small (<5%) (the Voc was produced by constant white-light background illumination). For the extraction of the decay constants we applied mono- and biexponential fits. The TPV decay of the PbSe CQD-based cells with and without the inorganic interlayer could be modeled accurately using a monoexponential fitting routine. In contrast, a biexponential fit was needed to derive accurate decay constants for the P3HT cells (see Figure ). For cells consisting of PbSe CQDs we see a mild increase in the TPV decay times from 3.09 ± 0.01 ms to 4.65 ± 0.02 ms once the inorganic interlayer is applied. This behavior suggests that the observed photovoltage decay is due, at least in part, to interfacial recombination[37] and that interfacial recombination can be suppressed by spatially separating the charges at the interface (electrons in TiO2 and holes in the CQDs). A similar increase in the fast decay component τ1 is also observed in the P3HT cells when the interlayer is incorporated (15.6 ± 0.2 to 33.1 ± 0.2 ms), indicating again that the interlayer prevents interfacial recombination. We therefore tentatively assign the increased decay times and the entailed reduction in recombination rate to the spatial separation of electrons and holes by the energy cascade, which reduces the Coulombic attraction of opposite charges across the interface.[18,19,22−31] The biexponential nature of the decay in the P3HT devices highlights the significance of multiple nongeminate recombination mechanisms. Considering the omnipresence of electron acceptor states below the conduction band in as-prepared TiO2 films (see Supporting Information S5),[38,39] we suggest that the additional Nb2O5 layer may also perform as a passivating agent for these acceptor states. Due to their localized nature, electron acceptor states are likely to promote additional, nongeminate recombination channels such as Shockley–Read–Hall-type recombination (SRH). If the density of these localized acceptor states is reduced (e.g., through a potential passivating agent such as Nb2O5), we would expect a much less pronounced second TPV decay component. Indeed, while the decay constant τ2 remains relatively unchanged for the P3HT cells (89.1 ± 2.3 and 85.2 ± 2.3 ms with and without the interlayer, respectively), we find that in devices with a Nb2O5 layer it does not become the dominant decay channel until much smaller voltages (see Supporting Information S4). In other words, a much smaller percentage of the charges recombine via this slower mechanism when the interlayer is present. We associate this finding with a still detectable but significantly reduced density of electron acceptor states in the TiO2 band gap when the Nb2O5 interlayer is introduced. Further evidence for this result comes from photothermal deflection spectroscopy, where we measure a sharper drop in absorbance in Nb2O5-modified TiO2 films compared to plain TiO2 samples (see Supporting Information S5). This steeper slope in absorbance is in agreement with a reduced density of midgap trap states.[40] It should be noted that in dye-sensitized solar cells it has been shown that a thin film of AlOx between the sensitizer and electron acceptor can efficiently passivate trap states on the TiO2 surface, thereby increasing the solar cell efficiency.[41,42] In such studies, the AlOx does not provide an energy cascade between the donor and acceptor. In independently prepared P3HT/AlOx/TiO2 solar cells we find inferior device performance, suggesting that passivation of TiO2 trap states alone cannot produce the observed increase in efficiency (see Supporting Information S6). We note that the interlayer would similarly passivate such acceptor states on the TiO2 surface in the PbSe CQD cells. The comparatively good transport in the PbSe CQD layer (μH = ∼0.1 cm2 V–1 s–1 in PbSe CQDs vs ∼10–4–10–3 cm2 V–1 s–1 in P3HT),[43,44] however, is likely to promote faster nongeminate recombination mechanisms, such as Auger recombination and direct band-to-band recombination at the interface. However, at present we cannot discount the possibility that some interfacial recombination in the PbSe CQD cells occurs via trap states and that the observed increase in photovoltage decay time in these cells (which was attributed to a reduction in interfacial recombination with the introduction of the interlayer) may be due in part to the passivation of trap states on the TiO2 surface. Dependence of Voc on light intensity for P3HT and PbSe CQD cells with and without a Nb2O5 interlayer. Further evidence for multiple operational recombination channels in the P3HT devices without the Nb2O5 interlayer comes from steady-state JV measurements where we monitor the open-circuit voltage (Voc) under different light intensities (see Figure ). We find that P3HT devices without the interlayer exhibit a stronger dependence on light intensity (larger slope) than those with the interlayer. By expressing the slope of the VOC as a function of logarithmic light intensity in increments of kT/q, we can obtain the ideality factor nid, which provides some indication for the recombination mechanisms present in the cell.[45−47] As shown by Kirchartz and Nelson, the value of nid can be used to determine whether nongeminate recombination between free and trapped carriers (SRH-type) occurs via a shallow band tail (i.e., acceptor states close to the band edge) or deeper, midgap trap states.[45] Assuming equal capture cross sections for electrons and holes, SRH-type recombination via band tail states has been shown to produce nid values close to 1. If recombination through midgap states becomes the dominant recombination channel, nid approaches 2.[48] A mixture between deep and shallow trap-state-mediated recombination consequently produces nid values between 1 and 2. We note that nid values exceeding 2 have also been observed in the literature and assigned to more complex recombination channels such as tunneling-enhanced bulk recombination,[49] recombination due to local nonlinear shunts,[50] and recombination at extended defect sites.[51]
Figure 4

Dependence of Voc on light intensity for P3HT and PbSe CQD cells with and without a Nb2O5 interlayer.

For the P3HT-based cells we find a decrease in nid from 2.4 ± 0.2 to 1.1 ± 0.4 when the Nb2O5 interlayer is introduced, indicating that without the interlayer SRH-type recombination primarily occurs through midgap traps or proceeds via more complex recombination scenarios.[45] We note that these devices also show nid values approaching 1 at high light intensities (see Figure ; last data point). Such an unexpected change in ideality factor has been seen before and assigned to surface recombination at the contacts, which has been identified to be strongly favored under high light intensities when the minority carrier concentration is high.[45] Upon introduction of the Nb2O5 interlayer, nid is decreased to 1.1, suggesting a recombination mechanism that is no longer dominated by deep midgap trap states. This finding is consistent with the TPV results and aforementioned passivation of TiO2 surface states by the Nb2O5 interlayer. We therefore conclude at this stage that the Nb2O5 interlayer suppresses midgap-state-mediated SRH-type recombination in the P3HT cells (by passivating these states), such that the band-tail state-governed recombination channel is more prevalent and the solar cell performance is improved. Examining the ideality factor of the CQD cells provides a completely different picture, where we observe a slight reduction in ideality from 0.63 ± 0.09 to 0.56 ± 0.07 upon introduction of the Nb2O5 interlayer. In order to explain this trend in nid, we consider two phenomena that are intrinsic to quantum dots: first, the quantum confinement effect, which provides a correlation between the physical size of the CQD and its band gap,[52,53] and second, the large surface-to-volume ratio of the nanometer-sized crystallites.[54] The strong quantum confinement changes the kinetic interplay of recombination channels compared to bulk material, thus favoring multiparticle recombination channels such as Auger recombination.[55−57] This process has been shown to produce ideality factors of nid = 2/3.[58] Furthermore, the large surface-to-volume ratio can generate a significant number of midgap trap states that are able to pin the Fermi level under operating solar cell conditions.[59] The resulting light-intensity-independent evolution of VOC has been shown to reduce the ideality factor further.[48] We therefore interpret the unchanged and low ideality factors in the PbSe CQD cells as an indication that the recombination channels are predominantly governed by typical CQD-related processes (e.g., Auger-type- and CQD-surface-related phenomena) and are influenced less by the applied Nb2O5 interlayer, consistent with the smaller influence of the interlayer observed in the TPV measurements (Figure ). We therefore conclude at this stage that both P3HT- and PbSe CQD-based solar cells show an overall reduction in nongeminate recombination when a cascade interlayer is introduced. We attribute this phenomenon to the energy level cascade, which drives the electrons away from the interface, thereby providing an efficient spatial barrier to interfacial recombination. In addition, trap-assisted recombination in P3HT cells is reduced by the interlayer through the passivation of interfacial electron-accepting states on the TiO2, resulting in an improved JSC and VOC (Figure a). While transient techniques with microsecond time resolution can provide insights into nongeminate recombination mechanisms, they cannot resolve faster processes such as the geminate-like recombination of BCPs.[13,60] Since polymers like P3HT have lower charge densities and dielectric constants than inorganic CQDs,[13,61] we expect a larger proportion of generated excitons to form BCPs at the interface between the polymer and metal oxide. As such BCPs are prone to recombination,[13,17] it follows that the extractable photocurrent in these hybrid cells is highly dependent on the quantity of BCPs formed. We note that significant quantities of BCPs have been shown to build up at the P3HTTiO2 interface using ultrasensitive steady-state absorbance techniques such as photothermal deflection spectroscopy (PDS).[14] To study whether the introduced Nb2O5 interlayer has an influence on the formation of BCPs, we conduct ultrafast (picosecond time resolution) transient pump–push photocurrent spectroscopy measurements. In this extension of conventional transient absorption spectroscopy, the hybrid device is exposed to an optical “pump” pulse with an energy greater than the band gap (2.7 eV). This creates electron–hole pairs, which ideally separate at the polymermetal oxide interface and which can be extracted to produce a photocurrent, Pc. If some charge carrier pairs temporarily remain at the interface as BCPs, a subsequent near-infrared “push” pulse (1.1 eV) can provide the energy necessary to separate the BCPs into free charges, thus generating additional photocurrent, δPc.[13,23] Correlating the generated photocurrent with and without the additional push pulse as a function of the pump–push delay provides insight into the quantities and kinetics of BCP states formed at the interface (see Figure ). No increase in photocurrent was observed in the PbSe CQD cells upon application of the push pulse, which is consistent with the absence of BCPs. In P3HT cells without an interlayer, however, we see a difference in the transient δPc/Pc signal. We assign this additional photocurrent contribution to BCPs, which are separated into free charges by the energy provided through the “push” pulse. This additional photocurrent decreases as the pump–push delay increases. We explain this decay with the BCPs having more time to recombine prior to the arrival of the “push” pulse. It follows that fewer BCPs can be split by the push pulse, and the contribution to the photocurrent decreases. Similar decay times (∼200 ps) have also been observed in other polymer/oxide hybrid devices and attributed to BCPs.[13,17] Interestingly, we could not clearly distinguish the δPc/Pc signal from the noise floor (4σ threshold) once the interlayer was introduced, suggesting that fewer BCPs are formed at the interface. This finding is in agreement with our previous hypothesis that the energy cascade structure provides a sufficient driving force to efficiently direct electrons away from the P3HTmetal oxide interface, thereby preventing the formation of BCPs. As a consequence, fewer charge carrier pairs recombine prior to extraction, which leads to a significant increase in Jsc (Figure ).
Figure 5

Pump–push photocurrent kinetics for P3HT cells with and without the Nb2O5 interlayer. The pump–push photocurrent is much higher for devices without an interlayer, decaying on a time scale of approximately 200 ps. Solar cells with an interlayer show a pump–push current response indistinguishable from the noise level (±2σ).

Pump–push photocurrent kinetics for P3HT cells with and without the Nb2O5 interlayer. The pump–push photocurrent is much higher for devices without an interlayer, decaying on a time scale of approximately 200 ps. Solar cells with an interlayer show a pump–push current response indistinguishable from the noise level (±2σ).

Conclusion

To conclude, we have investigated the charge recombination mechanisms in P3HTTiO2 hybrid solar cells and PbSe CQD–TiO2 photovoltaic devices when an energy cascading interlayer of Nb2O5 is introduced. Using a rapid and scalable deposition technique for the fabrication of the Nb2O5 interlayer (AP-SALD), we find improved device performance in both types of devices mainly due to a suppression of nongeminate recombination. Interestingly, with the Nb2O5 interlayer present, the P3HT cells show a much greater improvement in short-circuit current density than the PbSe CQD cells (44% versus 25% improvement). We explain this phenomenon with the capability of Nb2O5 to passivate electron-accepting trap states on the TiO2 surface, which suppresses the trap-assisted (Shockley–Read–Hall-type) recombination that is prevalent in the P3HT devices. In PbSe CQD-based cells we argue that this effect is less dominant since we measure other nongeminate recombination channels to occur on faster time scales, rendering trap-assisted SRH-type recombination less important. Furthermore, using pump–push photocurrent spectroscopy we show that BCP formation in P3HT cells is virtually eliminated as a loss pathway upon introduction of the Nb2O5 interlayer. We note that our scalable and rapid deposition technique to fabricate stable, inorganic interlayers could be extended to further types of bilayer and nanostructured metal oxides to increase the efficiency of hybrid photovoltaics.

Experimental Section

Synthesis of TiO2 Nb2O5 and AlOx Thin Films

TiO2, Nb2O5, and AlOx films were deposited on ITO/glass substrates at 300, 300, and 150 °C, respectively, using AP-SALD. Substrates were sonicated in water, acetone, and 2-propanol prior to deposition. Titanium isopropoxide (heated to 110 °C), niobium ethoxide (heated to 205 °C), and trimethylaluminum (room temperature) (all Sigma-Aldrich) were used as the Ti, Nb, and Al precursors, respectively, with water as the oxidizing agent. Nitrogen was bubbled through the metallic precursors at 100 mL min–1 for deposition of TiO2 and Nb2O5 films, respectively, and 10 mL min–1 for AlOx. The bubbling rate through the water was 50 mL min–1 for all TiO2, Nb2O5, and AlOx depositions. The resulting vapors in each bubbler were delivered to the head via separate carrier lines. For TiO2 and Nb2O5 depositions a flow of 500 mL min–1 was used in the metal carrier line, 100 mL min–1 through the oxidizing line, and 1000 mL min–1 through the inert purging line. For AlO, these flows were 100, 200, and 1500 mL min–1, respectively. The samples were scanned underneath the head at 50 mm s–1. Film thicknesses were measured using a Dektak profilometer.

Device Fabrication

TiO2, Nb2O5, and AlOx layers were deposited by AP-SALD onto ITO/glass substrates. For P3HT cells, Sepiolid P200 P3HT (Rieke Metals, Inc.) was dissolved in chlorobenzene (Sigma-Aldrich) with a concentration of 15 mg mL–1 and stirred overnight at 40 °C. Prior to coating with P3HT, the samples were sonicated in ethanol and then heated to 120 °C for 10 min. A 125 μL amount of P3HT was spin-coated onto the films at 600 rpm for 6 s, followed by 1000 rpm for 60 s. Samples were then annealed at 150 °C in air for 15 min, and contacts (ca. 7 nm MoO3 and 80 nm Ag) thermally evaporated. For PbSe cells, all chemicals were purchased from Sigma-Aldrich, if not otherwise stated, and were anhydrous if available. The synthesis of PbSe quantum dots follows previous work. In summary, lead acetate trihydrate (2.2 g, 5.8 mmol, 99.999%) or lead(II) oxide (1.3 g, 5.8 mmol, 99.999%) was degassed with OA (4.45 mL, technical grade, 90%) in ODE (34 mL, technical grade, 90%) at 110 °C under vacuum for 2 h. Under inert atmosphere, the solution was then heated to 120 °C, and the Se precursor solution, consisting of Se (1.26 g, 16 mmol, 99.999%) and diphenyl phosphine (16 μL, 98%) in tri-n-octylphosphine (16 mL, 97%), was injected rapidly. After 10 s the reaction was quenched by the injecting of hexane and placing the flask into a water bath. The formed PbSe quantum dots were separated from the reaction solution by flocculating with an n-butanol/methanol mixture in a nitrogen-filled glovebox. Hexane, n-butanol, and methanol were used for two additional cleaning steps. Finally, the quantum dots were dispersed in octane and stored under nitrogen. To fabricate solar cells, the TiO2- and TiO2/Nb2O5-coated ITO samples were transferred to a nitrogen-filled glovebox, and quantum dots (25 mg/mL in octane) were deposited by a layer-by-layer technique. A thin layer of quantum dots was spin-cast on the films followed by dropping 1,3-benzenedithiol (BDT) in acetonitrile (0.02 M) on the film to cross-link the quantum dots. Three seconds after BDT deposition the liquid was spun off followed by spinning cycles with pure acetonitrile and pure octane. This was repeated until the desired thickness (150 nm) was reached. Contacts (∼7 nm MoO3 and ∼80 nm Au) were thermally evaporated.

Materials Characterization

X-ray Diffraction

Measurements were performed using a Bruker D8 theta/theta XRD system with Cu Kα radiation (λ = 0.154 18 nm) and a LynxEye position-sensitive detector, scanning from 2θ = 20° to 75°.

Photoemission Spectroscopy

The samples (TiO2 and Nb2O5 films on silicon wafer) were transferred to the ultrahigh-vacuum chamber (ESCALAB 250Xi) for UPS/XPS measurements. UPS measurements were performed using a double-differentially pumped He gas discharge lamp emitting He I radiation (hν = 21.22 eV) with a pass energy of 2 eV. XPS measurements were carried out using an XR6 monochromated Al Kα X-ray source (hν = 1486.6 eV) with a 650 μm spot size. Ar+ ion gun etching was performed using an ion energy of 3000 eV.

UV–Vis Measurements

Absorbance measurements were performed using an Agilent/HP 8453 UV–vis spectrometer, and the band gap was determined through a Tauc plot.

Photovoltaic Measurements

Current Density–Voltage Characterization

Measurements were made using a Keithley 2636 source meter under an Oriel 92550A solar simulator, at an intensity equivalent to 100 mW cm–2 after correcting for spectral mismatch. Mesh attenuators (ABET) were used to measure the light intensity dependence.

Photovoltage Decay

Measurements were carried out using a green (525 nm) light-emitting diode connected to a Hewlett-Packard 8116A pulse/function generator producing a 750 and 15 ms square voltage pulse for P3HT and PbSe cells, respectively. The voltage response from the solar cell was recorded using an Agilent DSO6052A digitalizing oscilloscope (input impedance 1 MΩ). Measurements were taken with a white light bias of 33 mW cm–2.

Photothermal Deflection Spectroscopy

Measurements were performed on TiO2 and TiO2/Nb2O5 thin films (∼90 nm TiO2, ∼10 nm Nb2O5) deposited on Spectrosil substrates. A detailed description of this technique can be found elsewhere.[62]

Transient Pump–Push Photocurrent Spectroscopy

A tunable titanium-sapphire oscillator system (Coherent, Chameleon Ultra II, 80 MHz) was used to directly generate infrared push pulses (1100 nm) and to pump an optical parametric oscillator (Coherent, OPO Compact) to generate visible pump pulses (450 nm). The pump beam frequency of 2 kHz was selected using a commercial acousto-optic pulse picker (PulseSelect pulse picker from STFC), and the push line frequency was given by a homemade acousto-optic pulse selector at 1 kHz. Reference photocurrent from a photodiode was detected at the pump repetition frequency by a lock-in amplifier (Zurich Instruments HF2LI). The push beam’s effect on the photocurrent was detected by the lock-in amplifier. A ∼0.5 nJ pump and a ∼0.1 μJ push pulse were focused into a ∼0.2 mm2 spot on the device with an objective lens.
  22 in total

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Journal:  J Phys Chem Lett       Date:  2014-07-24       Impact factor: 6.475

3.  Enhanced thermopower in PbSe nanocrystal quantum dot superlattices.

Authors:  Robert Y Wang; Joseph P Feser; Jong-Soo Lee; Dmitri V Talapin; Rachel Segalman; Arun Majumdar
Journal:  Nano Lett       Date:  2008-07-03       Impact factor: 11.189

4.  The effect of three-dimensional morphology on the efficiency of hybrid polymer solar cells.

Authors:  Stefan D Oosterhout; Martijn M Wienk; Svetlana S van Bavel; Ralf Thiedmann; L Jan Anton Koster; Jan Gilot; Joachim Loos; Volker Schmidt; René A J Janssen
Journal:  Nat Mater       Date:  2009-09-13       Impact factor: 43.841

5.  Urbach tail of anatase TiO2.

Authors: 
Journal:  Phys Rev B Condens Matter       Date:  1995-09-15

Review 6.  Nanostructured organic and hybrid solar cells.

Authors:  Jonas Weickert; Ricky B Dunbar; Holger C Hesse; Wolfgang Wiedemann; Lukas Schmidt-Mende
Journal:  Adv Mater       Date:  2011-02-15       Impact factor: 30.849

7.  Preventing interfacial recombination in colloidal quantum dot solar cells by doping the metal oxide.

Authors:  Bruno Ehrler; Kevin P Musselman; Marcus L Böhm; Frederik S F Morgenstern; Yana Vaynzof; Brian J Walker; Judith L Macmanus-Driscoll; Neil C Greenham
Journal:  ACS Nano       Date:  2013-04-02       Impact factor: 15.881

8.  Trap-induced losses in hybrid photovoltaics.

Authors:  Feng Gao; Zhe Li; Jianpu Wang; Akshay Rao; Ian A Howard; Agnese Abrusci; Sylvain Massip; Christopher R McNeill; Neil C Greenham
Journal:  ACS Nano       Date:  2014-03-18       Impact factor: 15.881

9.  Hybrid polymer/zinc oxide photovoltaic devices with vertically oriented ZnO nanorods and an amphiphilic molecular interface layer.

Authors:  Punniamoorthy Ravirajan; Ana M Peiró; Mohammad K Nazeeruddin; Michael Graetzel; Donal D C Bradley; James R Durrant; Jenny Nelson
Journal:  J Phys Chem B       Date:  2006-04-20       Impact factor: 2.991

10.  Improved Exciton Dissociation at Semiconducting Polymer:ZnO Donor:Acceptor Interfaces via Nitrogen Doping of ZnO.

Authors:  Kevin P Musselman; Sebastian Albert-Seifried; Robert L Z Hoye; Aditya Sadhanala; David Muñoz-Rojas; Judith L MacManus-Driscoll; Richard H Friend
Journal:  Adv Funct Mater       Date:  2014-03-07       Impact factor: 18.808

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  3 in total

1.  Balanced Dipole Effects on Interfacial Engineering for Polymer/TiO2 Array Hybrid Solar Cells.

Authors:  Fan Wu; Yanyan Zhu; Xunheng Ye; Xiaoyi Li; Yanhua Tong; Jiaxing Xu
Journal:  Nanoscale Res Lett       Date:  2017-02-03       Impact factor: 4.703

2.  A Quarterthiophene-Based Dye as an Efficient Interface Modifier for Hybrid Titanium Dioxide/Poly(3-hexylthiophene)(P3HT) Solar Cells.

Authors:  Arumugam Pirashanthan; Thanihaichelvan Murugathas; Neil Robertson; Punniamoorthy Ravirajan; Dhayalan Velauthapillai
Journal:  Polymers (Basel)       Date:  2019-10-25       Impact factor: 4.329

Review 3.  Roles of Interfacial Modifiers in Inorganic Titania/Organic Poly(3-hexylthiophene) Heterojunction Hybrid Solar Cells.

Authors:  Arumugam Pirashanthan; Thirunavukarasu Kajana; Dhayalan Velauthapillai; Yohi Shivatharsiny; Said Bentouba; Punniamoorthy Ravirajan
Journal:  Nanomaterials (Basel)       Date:  2022-02-28       Impact factor: 5.076

  3 in total

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