Kiran P. Shejale,
Devika Laishram and
Rakesh K. Sharma*
Department of Chemistry, Indian Institute of Technology Jodhpur, Jodhpur, 342011, India. E-mail: rks@iitj.ac.in
First published on 24th February 2016
The subject of the current study is a concoct of anatase and rutile mixed phase titania synthesized at −40 °C and −10 °C. At these sub-zero temperatures, highly crystalline, phase-oriented nanostructured titania were formed. At −40 °C, nanocrystals of TiO2 consist of the anatase phase while nanorods dominated by the rutile phase form at −10 °C. These samples are remarkable photoanode materials with excellent photon scattering ability in dye-sensitized solar cells (DSSCs). On performance optimization of DSSCs, a composition of 0.5 wt% TiO2 (prepared at −40 °C) and P25 improved the photon harvesting by providing a large number of sites for interaction, resulting in a high photocurrent of 18.46 mA cm−2 and 8.6% photoconversion efficiency.
Crystalline TiO2 is found as three polymorphs in nature – anatase, rutile and brookite phase.20 Synthetically, anatase crystalline phase is prepared at mild thermal treatment below 400 °C, whereas rutile forms at a higher temperature.21 Various strategies have been employed such as annealing, doping and physical mixing to modify structural and physical properties of titania.22–24 Historically titania is prepared in highly acidic/basic condition or at high temperature that make these processes cumbersome at large scale, accompanied with undesirable phase transformations that limits their applications.25–27 These synthetic limitations are noteworthy to obtain functional nano-TiO2. A simple but perspicacious change in synthetic temperature could lead to thermodynamically controlled growth of nanoparticle of TiO2, particularly at low temperature. Most often low temperature studies are carried out in room temperature with a few exceptions going low as 4 °C, where TiO2 hydrosols were obtained by refluxing titanium ethoxide [entry 30 from Table A2, ESI†], lately, the first investigation on synthesis of nano-titania at sub-zero temperature has been reported by Sharma and coworkers.28 The detailed low temperature crystallization of TiO2 with their crystalline phase are mentioned in Table S2, ESI.†
In our recent work, we have reported a simple one step, sub-zero temperature method to synthesize well crystallized anatase and rutile nanoparticles with controlled size and shape.28 Synergetic effect between the phase composition and variation in shape and size of TiO2 nanoparticles was demonstrated. In this study, two temperatures were selected based on two distinct reasons, first, the TiO2 synthesized at −40 °C and −10 °C clearly point towards drastic changes in texture and phase combination. Second, the band gap of both the samples were found to have significant difference and expected to have better light harvesting in DSSC (Fig. S1, ESI†). The factors affecting the morphology of the synthesized TiO2 nanoparticles at low temperature have been explored and the collaborative role of the mixed phase and different size with shape have been analyzed using them as photoanode material in DSSC.
TiO2 prepared at −40 °C display Raman active peaks having highest intensity peak (eg) at 150 cm−1 and other peaks (a1g, eg and 2b1g) suggesting towards high percentage of anatase phase as shown in Fig. 1d. However in Fig. 1e, the TiO2 sample prepared at −10 °C confirms the high percentage of rutile phase showing (eg and a1g) Raman active peaks at 443 cm−1 and 608 cm−1 respectively. The peak at 254 cm−1 is due to multiple phonon scattering process known as compound vibrational peak.29–31 The strain present on the grain boundaries, oxygen vacancies, temperature, particle size etc. are known to directly influence the Raman peaks.32 A small shift in band positions might be due to phonon confinement, lattice strain, crystalline size and oxygen defects.33 The crystallographic phases of both TiO2 analyzed by Raman spectroscopy are in accordance with the above XRD findings and revealed the presence of both anatase and rutile crystallographic phases in both the samples. The detailed information of anatase and rutile crystallographic Raman phases is provided in Note S1, ESI.† Using diffraction peak intensities of rutile (110) and anatase (101), the weight percentage of rutile was estimated to be 73% and 42% for samples prepared at −10 °C and −40 °C respectively (see Note S2, ESI†). Broad diffraction peaks of both samples were indicating towards small size particles accompanied with defects around their grain boundaries. These defects generate strain in the grain boundaries which have a direct impact on the growth of the nanoparticles.34,35 The lattice strain present at the grain boundary along with particle size (D) are calculated for the samples using diffraction peaks of linearly fitted graphs with βcosθ/λ as X-axis and sinθ/λ as Y-axis as shown in Fig. S2, Note S3, ESI† and Table 1. High lattice strain, 0.0367, at −40 °C is a result of more number of atoms accompanied with defects in the grain boundary. The change in phase combination is determined by interface nucleation and these two factors produces stress on the grain boundaries.36 At −10 °C, lattice strain decreasing to 0.0323 indicate towards reduced grain boundary defects and accelerates the growth thereby forming bigger size particle. The reaction temperature increases reduced defects at grain boundary results in the formation of rutile phase in the sample.
TEM analysis was carried out to confirm the size and morphology of the TiO2 prepared at −40 °C and −10 °C (see Fig. 2a and b and Table 1). TiO2 synthesized at −40 °C was found to be oval in shape with 3.78 nm as average particle size whereas at −10 °C nanoparticle was in rod shape exhibit average width as 4.59 nm with 16.54 nm in length. Fig. 2c and d are the HRTEM image of −40 °C and −10 °C showing inter planar distance with anatase and rutile as dominating phase, respectively. Respective dominating phases were also observed in SAED pattern of −40 °C and −10 °C shown in Fig. 2e and f respectively. Small crystal nuclei of both TiO2 structure will form depending on the surrounding temperature.37–40 At −40 °C and −10 °C, difference in the particles size and shape originates from crystal structure consisting different arrangement in TiO6 octahedral units; anatase (zigzag packing) and rutile (linear packing) shown in Fig. 3.41 In anatase, cis-coordination and in rutile trans-coordination sites of octahedra are used for crystal growth. Some have reported that the phase and shape of the TiO2 nanoparticles formed from crystal growth are governed by anions and solvents.42–44 As temperature increases, the thermal conditions are able to form closest linear packing of the TiO6 octahedral units.45 In our case as shown schematically in Fig. 3, at transition initiation temperature of −10 °C, mostly rutile crystals are formed indicating that nucleation is relatively slower than the growth rate thus forming rod shaped nanoparticles with linearly packed TiO6 octahedral units which exhibits less strain (0.0323, see ESI Fig. S2†) on the particles. Where at −40 °C, growth occurs simultaneously with fast nucleation leading to anatase phase with zigzag packed crystal structure as also reflected from high strain (0.0367, see ESI Fig. S2†) on the particle surface. This probably explains the formation of nanorods and nanocrystals with phase transition from anatase to rutile at sub-zero synthesis temperatures.
The optical band gap of both TiO2 samples mentioned in Table 1 were estimated by Tauc plot and Kubelka–Munk expression using % reflectance values.46,47 Fig. 4 with inset demonstrates % R and band gap analysis respectively. Reaction temperature increases from −40 °C to −10 °C, increment of the rutile% were reported in samples allow narrowing band gap from 3.02 to 2.97 eV respectively. These change was also induced by the nucleation, growth rate and stress present on the grain boundaries which were produced by defects and particle size.48 If these samples will be used as photoanodes in DSSC, wider band gap will reduce recombination in the DSSC allowing more electrons to jump from the excited state of the dye to the conduction band of TiO2.
Fig. 4 Percentage reflectance data of TiO2 synthesized at −10 °C and −40 °C. And inset shows hν and (hνF(R∞))(1/2) plot. |
To optimize DSSC performance, three samples S1, S2 and S3 were prepared with 0, 16 and 40 of wt% of TiO2 prepared at −40 °C in respective samples, the detailed composition is illustrated in the form of a bargraph in Fig. 5a. The film surface morphology and the average root mean square roughness (Rrms) of S1, S2 and S3 samples are shown in the Fig. S3, ESI† and are listed in Table 2. The films show columnar microstructure accompanied by spherical grain structure suggesting that it constitutes nanorods with oval shaped nanoparticles.
Sample | wt% of TiO2 prepared at −40 °C in sample | Rrms (μm) | Dye loading amount (×10−9 mol cm−2) |
---|---|---|---|
a These values refer to the percentage of the TiO2 prepared at −40 °C in sample and film surface root mean square roughness, Rrms. | |||
S1 | 0 | 0.069 | 3.6066 |
S2 | 16 | 0.101 | 3.9421 |
S3 | 40 | 0.130 | 4.2392 |
The cross sectional film morphology was obtained by SEM (Fig. 5b), the average thickness of the film was found to be 14.5 μm. The film thickness is optimized in the range of 10–18 μm range and its uniformity are the main parameters which control the reproducibility of the DSSC performance. Above this range, thickness produces resistance to electrons travelling through TiO2 and also decreases the number of photons encountered by dye molecules. Below the optimized range number of anchoring site for dye molecules reduces. The inset of Fig. 5b shows uniformly distributed samples along the photoanode films with a highly porous structure.
Light scattering property of photoanode films is one of the important attributers in light harvesting efficiency of the DSSC.49,50 The diffused reflectance of S3 film is higher as compared to the other photoanode films before dye loading as shown in Fig. 5c. High percentage of anatase having different sized nanoparticles with higher surface roughness attributes to increased light scattering in S3 film and will harvest more light during photo conversion. After dye loading, diffused reflectance of all photoanode films were decreased significantly due to light absorption by the dye and are shown in Fig. 5d. The dyed S3 photoanode film is reported to have more absorption with lower diffused reflectance in the 350–700 nm region compared to other samples.
The amount of dye loading at photoanodes directly have profound effect on the photocurrent density are summarized in Table 2, Fig. S4 and Note S4, ESI.† The measured dye loading behaviour matches with the trend of the UV-vis reflectance data. The specific surface area is directly correlated to different size particle distribution along the photoanode films, also the roughness of the films have to be considered as a significant factor which directly influence the amount of dye loading. This provides more number of sites to anchor dye molecules and shows S3 photoanode's dye loading capacity is higher compared to other samples (4.2392 × 10−9 mol cm−2).
The schematic diagram of DSSC is presented in Fig. 6a and a photograph of one of the fabricated DSSC is shown in the inset of same. The current density–voltage curve and parameters of all DSSCs are reported in Fig. 6b and Table 3 respectively. It has been observed that pristine P25, TiO2 synthesized at −40 °C or at −10 °C were able to achieve 11.4 mA cm−2 of photocurrent while S1, S2 and S3 combinations show remarkably higher photocurrent (see ESI Table A1†). The S3 photoanode DSSC have high anatase percentage with oval shaped nanoparticles exhibiting high specific surface area with more sites to anchor more dye which eventually combines yielding enhanced photo-conversion efficiency and reported high efficiency of 8.6% compared to the other samples. Improving DSSC performance depends on the enhancement of the photocurrent Jsc which can be credited to the well-developed light scattering structure of the photoanode which increases the light harvesting, as the open circuit voltage Voc and fill factor (FF) have little difference among the cells. Reduced photocurrent in S2 and S3 can be explained by the less dye loading due to higher percentage of nanorods composition, low roughness and decreased sites to attach dye. Also, band gap of the TiO2 prepared at −40 °C is wider than −10 °C, which exhibits faster electron transport at the interfaces.51 It appears clearly from the above findings that efficiency is a function of percentage of the TiO2 synthesized at −40 °C in photoanodes, although particle size and shape also show their direct impact on the cell efficiency.
Fig. 6 (a) Schematic representation of fabricated DSSC. (b) Current density–voltage curves of the DSSC consisting −40 °C, −10 °C, P25, S1, S2 and S3 samples as photoanodes under one sun illumination. |
Sample | wt% of anatase | Jsc (mA cm−2) | Voc (V) | FF | η (%) |
---|---|---|---|---|---|
a Short circuit current density, Jsc, open circuit voltage, Voc, fill factor, FF and photoconversion efficiency, η are the parameters of DSSC examined at AM 1.5G 1000 W m−2 by keeping 0.09 cm2 as the working area for all the solar cells. | |||||
−40 °C | 58 | 9.69 ± 0.9 | 0.68 ± 0.01 | 50.8 ± 0.9 | 3.3 ± 0.02 |
−10 °C | 27 | 7.86 ± 0.02 | 0.73 ± 0.01 | 50.79 ± 0.2 | 2.9 ± 0.05 |
P25 | 80 | 11.4 ± 0.01 | 0.71 ± 0.01 | 64 ± 0.01 | 5.2 ± 0.08 |
S1 | 59 | 17.44 ± 1.4 | 0.68 ± 0.01 | 57.67 ± 0.33 | 6.9 ± 0.5 |
S2 | 64 | 18.07 ± 0.7 | 0.7 ± 0.02 | 65.54 ± 1.54 | 8.2 ± 0.8 |
S3 | 71 | 18.46 ± 0.4 | 0.7 ± 0.01 | 66.46 ± 1.46 | 8.6 ± 0.3 |
EIS has been widely used to analyse various parameters attributed to electrons transport in the TiO2 interface and recombination between electron at LUMO level of dye and the redox electrolyte are listed in the Table 4. Inset of Fig. 7a shows the equivalent circuit of all fabricated DSSCs. Under illumination, sheet resistance is observed as almost same for all DSSCs and as identical Pt counter electrodes were used during the fabrication, there is no significant change in the value of R1. In such condition charge transport resistance R2 decreased in S3 resulting in fast electron transport at electrolyte–dye–photoanode junction in the S3 DSSC shown in Fig. 7a. In dark condition EIS shown in Fig. 7b, no electron jumped from LUMO level of dye to TiO2 and it implies transport of electrons to the electrolyte specimen. So R2 transport resistance attributes recombination rate at these junction.52,53 The sheet resistance (Rs) is the combine value of resistance of the FTO glass, contact resistance of the DSSC and resistance created due to external circuits. The charge transfer between Pt counter electrode and electrolyte is demonstrated by first semicircle (R1). The electron transfer at electrolyte–dye–photoanode interface serves as charge transport and recombination represented by the intermediate semicircle (R2). Diffusion of the iodide species in electrolyte is shown by the third semicircle.54
DSSC | Under illumination | In dark | ||||
---|---|---|---|---|---|---|
Rs/Ω | R1/Ω | R2/Ω | Rs/Ω | R1/Ω | R2/Ω | |
a Sheet resistance and series resistance are obtained under illumination at AM 1.5G 1000 W m−2 and in dark. The derived parameters are corresponds to high performed cells in Table 3. | ||||||
S1 | 14.97 | 17.47 | 4.817 | 15.12 | 30.53 | 12.53 |
S2 | 14.82 | 19.11 | 4.63 | 15.45 | 26.73 | 3.757 |
S3 | 15.14 | 15.66 | 3.124 | 12.72 | 35.37 | 4.575 |
Fig. 7 Nyquist plot of DSSC with S1, S2 and S3 samples as photoanodes (a) under illumination and (b) in dark respectively. |
Footnote |
† Electronic supplementary information (ESI) available. See DOI: 10.1039/c6ra00227g |
This journal is © The Royal Society of Chemistry 2016 |