Lauri
Palmolahti
a,
Harri
Ali-Löytty
*ab,
Markku
Hannula
a,
Tuomas
Tinus
a,
Kalle
Lehtola
a,
Antti
Tukiainen
c,
Jarno
Reuna
c and
Mika
Valden
*a
aSurface Science Laboratory, Physics Unit, Faculty of Engineering and Natural Sciences, Tampere University, Tampere, Finland. E-mail: harri.ali-loytty@tuni.fi; mika.valden@tuni.fi
bLiquid Sun Ltd, Tampere, Finland
cFaculty of Engineering and Natural Sciences, Tampere University, Tampere, Finland
First published on 7th November 2024
Amorphous TiO2 has insufficient chemical stability that can be enhanced with annealing induced crystallization. However, the crystalline structure is already predetermined by the defect composition of the amorphous phase. In this paper, we demonstrate that the oxide defects, i.e., oxygen vacancies and Ti3+ states, can be created by O2 deficiency during ion-beam sputter deposition without affecting the O/Ti ratio of TiO2. The films are thus stoichiometric containing a variable degree of interstitial O instead of lattice O. Defect-free TiO2 crystallizes into microcrystalline anatase during vacuum annealing, whereas a moderate number density of defects causes crystallization into nanocrystalline rutile. An excessive number density of defects results in a mixed amorphous/nanocrystalline rutile phase that was analyzed by near-edge X-ray absorption fine structure (NEXAFS) spectroscopy. The number density of defects did not affect the crystallization temperature, which was 400 °C. All crystalline films, including the mixed amorphous/nanocrystalline rutile phase, were chemically stable in 1.0 M NaOH for 80 h. Unlike annealing treatments in oxidizing environments that are typically applied to improve stability, vacuum annealing improves the stability preserving also the Ti3+ gap states that are critical to the charge transfer in protective TiO2-based photoelectrode coatings.
The formation of an Ov forces three adjacent hexa-coordinated Ti4+ atoms to change into penta-coordinated Ti atoms, two of which change their valence state from 4+ to 3+.8–10 Thus the Ov defects promote the formation of Ti3+ defects. These oxygen defects act as crystallization centers affecting the crystallization of amorphous TiO2 during annealing.11 The higher the concentration of crystallization centers, the closer the growing crystal grains are to each other. Therefore, increasing the number density of Ov and Ti3+ defects is expected to decrease the resulting crystallite size in annealing induced crystallization. The Ov also decrease the energy required to rearrange the atoms.12 Because rutile has a lower Gibbs free energy than anatase, making it the most stable polymorph,6 and because a high Ov concentration has been shown to promote crystallization to rutile through lattice relaxation,6,13 it is expected that defect-rich amorphous TiO2 will crystallize into rutile. Annealing in an oxygen-free environment, e.g., in an ultra-high vacuum, does not oxidize the Ti3+ defects, thus preserving the exceptional charge transfer properties of Ti3+-rich TiO2.
Ov can be created by doping or annealing in a reductive environment, or with sputtering induced defects.14 More importantly, Ov are formed if the deposition of TiO2 is performed under O deficient conditions.2 Amorphous TiO2 can be deposited using various methods including atomic layer deposition (ALD), pulsed laser deposition, and ion-beam sputtering (IBS), in which the number density of Ov or Ti3+ defects can be adjusted by controlling the deposition temperature or the amount of O2 present during the deposition.2,4 O deficiency in amorphous TiO2 has been shown to affect polymorph selection during annealing induced crystallization.15–17 Ov and Ti3+ defects can be created without changing the stoichiometry of TiO2 and an increase in the defect concentration does not necessarily indicate that O atoms are removed from TiO2. Interstitial peroxo species can be formed with the formation of Ov and Ti3+ defects, thus resulting in defect-rich but stoichiometric TiO2.4,8
One potential use of TiO2 thin films is protective coatings used in artificial photosynthesis to protect the photocatalytic material.18,19 The phase structure and defect composition of TiO2 have been shown to have a significant effect on the chemical stability of TiO2.4 Thus, control of the phase composition of TiO2via oxide defect engineering can be used to enhance the chemical stability.
In our earlier research,4 we have shown that the crystallization of amorphous ALD grown TiO2 during vacuum annealing depends strongly on the amount of tetrakis(dimethylamino)titanium (TDMAT) precursor fragments and Ti3+ defects in the TiO2 film. The decreased amount of precursor fragments and increased number density of Ti3+ defects changed the resulting crystal structure from anatase to rutile and decreased the crystallization onset temperature. However, because both the amount of precursor fragments and Ti3+ defects depend on the deposition temperature, it was not possible to differentiate their roles in crystallization.
In this research, the effect of Ov and Ti3+ defects on vacuum annealing induced crystallization of IBS deposited amorphous stoichiometric TiO2 thin films was investigated. In contrast to ALD, IBS deposition serves as a method for growing TiO2 thin films with a controlled number density of Ti3+ defects but without precursor fragments. The number density of defects (Ti3+/Ti = 0.1–10.5%) in the as deposited samples was controlled by altering the O2 background flow during the deposition to create an O deficient growth environment. The samples were annealed in an ultra-high vacuum (200–500 °C) and the chemical composition, crystal structure, and defect concentrations were analyzed after each annealing step with photoelectron spectroscopy and near edge X-ray absorption fine structure (NEXAFS) spectroscopy. The O2 deficiency during the deposition created Ti3+ and Ov defects, but surprisingly did not affect the O/Ti ratio of TiO2. A low concentration of Ti3+ defects (0.1%) resulted in microcrystalline anatase after vacuum annealing, whereas a medium concentration (6.4%) resulted in nanocrystalline rutile and a high concentration (10.5%) resulted in a mixed nanorutile–amorphous phase.
The as deposited samples and vacuum annealed samples were characterized using UV–vis spectroscopy (Lambda 1050 UV/VIS/NIR spectrometer, PerkinElmer), scanning electron microscopy (SEM, Zeiss Ultra-55), grazing incidence X-ray diffraction (GIXRD) and X-ray reflectivity (XRR, PANalytical X'Pert3 MRD diffractometer). SEM images were taken using an in-lens detector at an acceleration voltage of 1 kV. GIXRD was performed using Cu Kα radiation at a cathode voltage of 45 kV and a cathode current of 40 mA. A 0.02 mm thick nickel beta filter with an attenuation factor of 2.5 was used to attenuate the Cu Kβ peak. XRR was measured in the coupled ω–2θ mode. XRR spectra were analyzed using the GenX program (version 3.5.5).20 In the analysis, a TiO2–SiO2–Si structure was modeled to match the measured reflectance spectra and the densities and thicknesses of the layers and surface roughness were obtained from the fitting parameters. UV–vis transmittance and reflectance spectra were recorded using an integrating sphere module (150 mm InGaAs Int. Sphere).
Both the bulk sensitive total yield and surface sensitive Auger yield NEXAFS spectra were recorded simultaneously. The total yield spectra were recorded from the drain current of the sample and the Auger yield NEXAFS spectra from the middle of the corresponding Auger electron peak with a dwell time of 1 s. The kinetic energy window was 510.8–516.2 eV for the O K-edge. In both modes, the photon beam induced current was measured from a gold grid that was positioned in the path of the photon beam. The measured absorption was normalized by this current, as it is proportional to the photon flux. NEXAFS spectra were normalized so that the background level before the absorption edge was set to zero and the edge jump was normalized to one. The reference spectra of anatase, rutile, and amorphous phases were fitted to the data using the least squares method.
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Fig. 1 (a) GIXRD patterns of the as deposited samples and the samples vacuum annealed at 500 °C. Anatase and rutile reference peak positions22 are shown on top and the height of the reference lines indicates the relative intensity of the reference peaks for powder samples. (b) SEM images of the as deposited samples and the samples vacuum annealed at 500 °C. |
The results obtained from the vacuum annealed TiO2-10 sample are particularly interesting because the SEM images indicated a nano-scale structure, but no GIXRD peaks were observed. This may be due to the nano-scale grain size, as it can result in such wide and low GIXRD peaks that they become indistinguishable. The structure of the annealed TiO2-10 sample was further analyzed by NEXAFS spectroscopy, as it is more sensitive to the nearest neighbor structure.
The thickness and density of the TiO2 films were determined from the XRR patterns by fitting the measured pattern with modeled patterns of the TiO2–SiO2–Si layer structure. The thicknesses of the as deposited TiO2-40, TiO2-20, and TiO2-10 samples were 34.0, 43.2, and 37.8 nm, respectively. After annealing at 500 °C, the thicknesses were slightly smaller: 33.1, 40.6 and 36.5 nm. Based on our test on a thicker sample (60.7 nm), the film thickness had no significant effect on the crystallization or defect formation. As the annealing is done in a vacuum, the ambient O2 partial pressure does not affect the crystallization. The presence of O2 could cause film thickness related differences in the crystallization because in a thicker film, a smaller proportion of Ti atoms could react with O2. The densities of the samples are presented in Table 1. The density of TiO2 increased slightly with increasing oxygen deficiency during the IBS fabrication process as the Ov made the TiO2 denser by shortening the remaining Ti–O bond lengths.10,25 After annealing at 500 °C, the TiO2-20 and TiO2-10 samples had higher densities of 4.00 and 4.01 g cm−3, respectively, whereas the TiO2-40 sample had a density of 3.68 g cm−3. Rutile is denser than anatase6 and thus the measured densities suggest that rutile is a possible phase for the TiO2-20 and TiO2-10 samples after annealing. For the TiO2-20 sample, this is also supported by the GIXRD and SEM results.
TiO2-40 | TiO2-20 | TiO2-10 | |
---|---|---|---|
As deposited | |||
Density (g cm−3) | 3.66 | 3.78 | 3.86 |
α @ 528 nm (103 cm−1) | 8.4 | 22.9 | 70.9 |
O/Ti | 2.04 | 2.03 | 2.04 |
Ti3+/Ti (%) | 0.1 | 6.4 | 10.5 |
O1−/O (%) | 3.9 | 5.0 | 6.1 |
Ti3+ 3dxy/VB (%) | 0 | 0 | 1.4 |
Annealed at 500 °C | |||
Density (g cm−3) | 3.68 | 4.00 | 4.01 |
α @ 528 nm (103 cm−1) | 47.8 | 35.6 | 69.2 |
O/Ti | 2.00 | 2.04 | 2.10 |
Ti3+/Ti (%) | 3.7 | 19.4 | 41.3 |
O1−/O (%) | 12.6 | 12.7 | 19.1 |
Ti3+ 3dxy/VB (%) | 0 | 1.7 | 3.9 |
Three chemical states were identified from both O 1s and Ti 2p spectra.4,8,26 The O2− and Ti4+ components can be assigned to TiO2, whereas the O1− and Ti3+ components are related to the Ov and Ti3+ defects. The third components are peroxo and Ti2+ species, but the amount of these species is small.8 The in-gap Ti3+ 3dxy state was identified just below the Fermi level in the valence band spectra.
The Ti3+/Ti, O/Ti, O1−/O, and Ti3+ 3dxy/VB ratios are presented in Table 1 for the as deposited samples and for the samples vacuum annealed at 500 °C. The as deposited TiO2-40 sample had a negligible number density of Ti3+ defects whereas TiO2-20 had 6.4% and the TiO2-10 sample had 10.5%. The number density of Ti3+ defects increased during the annealing. The samples that already had a large number density of Ti3+ defects also had the largest increase in it during the annealing. The increase in the defect density is linked to the thermal rearrangement during the crystallization.4 The crystallization can cause the formation of interfacial defects at the grain boundaries. Materials with smaller crystallite sizes have larger total grain boundary areas, explaining why the samples with the smallest crystallite sizes had the largest increase in the defect density during the crystallization. Unexpectedly, the O/Ti ratio was the same for all as deposited samples regardless of the oxygen deficiency during the deposition and the ratio is close to the stoichiometric value of 2 despite the strong difference in the number density of Ti3+ defects. Vacuum annealing had a negligible effect on the O/Ti ratio, which indicates that O is not removed from the samples during vacuum annealing. Thus, there is no formation of Ti suboxides, e.g., Ti2O3, during annealing. This is contradictory to some earlier research where the formation of Ti3+ defects is linked to the O deficiency in TiO2.27,28 The information depth of the XPS measurements was about 6 nm, which represents a significant proportion of the film thickness.
The O1−/O ratio increases with the number density of Ti3+ defects, as the charge neutrality principle suggests that an equal number density of O1− and Ti3+ defects should be formed. This means that the O1−/O ratio should be about half of the Ti3+/Ti ratio as there are about twice as many O atoms compared to Ti atoms. However, the annealing increased the O1−/O ratio more than the oxygen deficiency during the deposition, as can be seen in Table 1. The increase in the O1− and Ti3+ defect states indicates that the bond between O and Ti atoms breaks, leaving the O atom partially debonded from the crystal lattice, creating a partial Ov. This has been demonstrated in our earlier research.4,26
The formation of Ti3+ shifts the Ti3+ 3dxy energy level from the conduction band to inside the band gap just below the Fermi level due to Jahn–Teller distortion.29 Because the state is now below the Fermi level, it becomes occupied, which can be seen from the valence band XP-spectra in Fig. 2 and Table 1. The Ti3+ 3dxy/VB ratio correlates with the Ti3+/Ti ratio. This in-gap state also causes broad band absorption at long wavelengths (>350 nm) as the electrons can be excited from the in-gap state to the conduction band.8 This broad band absorption can be used to estimate the Ti3+ defect concentration in the bulk by measuring the absorption of the TiO2 thin film deposited on a glass substrate. The absorption coefficient α was calculated from transmission T and reflectance R (Fig. S3†) using the equation α = −ln(T/(1 − R))/d, where d is the thickness of the TiO2 thin film determined from the XRR measurements. The absorption coefficients of the as deposited samples and the samples vacuum annealed at 500 °C are presented as a function of wavelength in Fig. 3. In addition, the band gap values obtained from Tauc analysis are shown. The wavelength of 528 nm is the focus of interest as the vacuum annealing treatment has been shown to have the strongest effect (decrease) on the defect band absorption at this wavelength. The absorption coefficients at 528 nm corresponding to the absorption of trapped holes in the band gap are shown in Table 1.5 The absorption clearly shows that in the as deposited samples the defect concentration in bulk follows a similar trend with the surface Ti3+/Ti defect concentration and the TiO2-10 sample clearly has the highest number density of defects both in surface and in bulk whereas the TiO2-40 sample has only a few defects.
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Fig. 3 Absorption coefficient of the as deposited samples and the samples vacuum annealed at 500 °C. Band gap energies were calculated using the Tauc method (Fig. S3†). An indirect band gap was assumed in the analysis. |
The effect of the Ti3+/Ti ratio on optical absorption is not nearly as consistent for the annealed samples as it is for the as deposited samples. The shape of the in-gap absorption spectra is slightly different for the as deposited and annealed samples because the as deposited samples have a wider in-gap absorption band. Bharti et al. proposed that both Ti3+ and Ov defects cause a trap state inside the band gap at slightly different energies and that the formation of non-lattice oxygen causes Ov.30 The annealed samples have a higher O1−/O ratio and the optical absorption at 528 nm scales better with the O1−/O ratio than with the Ti3+/Ti ratio. This is consistent with the absorption caused by the trapped holes in the deep gap states, while the Ti3+ states are shallower closer to the Fermi edge. The results imply that both Ti3+ and Ov contribute to the optical absorption.
The band gaps of TiO2 thin films were analyzed from the UV-vis data using the Tauc method.31,32 An indirect band gap was assumed in the Tauc analysis.33 The band gap values fall within the values reported in the literature.34,35 In the as deposited samples, the band gap slightly increases with increasing defect concentration because of the Moss–Burstein effect.5,8,36 As the density of the in-gap defect states just below the conduction band increases, electrons are thermally excited from the defect states to the bottom of the conduction band. As the bottom of the conduction band is now occupied, the optical transition from the valence band to the conduction band needs more energy and the observed absorption edge is shifted to the higher energies. The band gap of rutile is smaller than the band gap of anatase.37 This further supports the result that the TiO2-20 sample crystallizes into rutile and the TiO2-40 sample into anatase, as the band gap of the TiO2-20 sample is smaller than the band gap of the TiO2-40 sample after vacuum annealing. The TiO2-10 sample exhibits a large band gap due to the highest concentration of Ti3+ defects and the Moss–Burstein effect. The crystallite size also affects the band gap. A smaller crystallite size increases the band gap of anatase and rutile, which also partly explains the large band gap of the TiO2-10 sample after annealing.38,39 Thinner films also have higher band gap values, explaining why the obtained band gap values are slightly higher compared to the band gap of bulk TiO2.40
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Fig. 4 (a) NEXAFS total electron yield spectra of the O K-edge measured from the cumulative vacuum annealing series after 200 and 500 °C steps. The thick gray line represents the measured data. The spectra were fitted with amorphous (red), anatase (green) and rutile (blue) reference spectra and the thin black line is the sum of the fitted components. The reference spectra of anatase and rutile were recorded from samples with known crystallinity,5,41 whereas the spectra of the TiO2-10 sample after 200 °C annealing were used as a reference for the amorphous phase as it has the lowest density of defects. (b) The concentrations of amorphous, anatase, and rutile phases during the annealing series were calculated from the total yield data. All spectra and fittings are presented in Fig. S5 and S6† and the relative concentrations of the phases in Fig. S7.† |
NEXAFS spectroscopy results showed no significant difference between total electron yield and Auger electron yield spectra and thus we conclude that the phase of TiO2 is more or less the same in the bulk and at the surface. The results show that all the samples have similar NEXAFS spectra at the beginning of the annealing series. Based on the GIXRD and SEM measurements, this phase was identified to be amorphous. All samples remained amorphous until the 400 °C annealing temperature. This is contrary to our earlier research where Ti3+ defects have been caused by N doping,4 but is in line with the research where the crystallization was controlled by the O content of the initial amorphous TiO2 thin film.16 NEXAFS spectroscopy shows that at 400 °C the TiO2-40 sample crystallized into anatase and the TiO2-20 sample into rutile. This interpretation is also supported by the GIXRD and SEM results. According to NEXAFS fittings, the TiO2-10 sample had a mixed amorphous and rutile phase after vacuum annealing at 400 °C. The increase of the separation of the t2g and eg peaks is a clear sign of crystallization and thus supports the hypothesis that the TiO2-10 sample is at least partially crystallized.4,43
The peak ratio of t2g and eg peaks of defect free TiO2 should be 1.5 as both the orbitals should be unoccupied.43 However, a large number density of Ti3+ defects causes the t2g orbital to be partially occupied,4 which decreases the intensity of the t2g absorption peak. This is clearly visible in the TiO2-10 sample, especially after annealing at 500 °C, as the intensity of the t2g peak falls short compared to the fitted reference spectra. As the intensity of the t2g peak is similar in both total electron yield and Auger electron yield spectra, it can be concluded that there is no vast difference in the Ti3+ concentrations between the bulk and surface phases. The crystallite size of the sample remained below the detection limit of conventional GIXRD but partial crystallization was observed by NEXAFS spectroscopy as it is sensitive to the structure of the nearest neighbors.
By combining NEXAFS and XPS results, it can be shown that the crystallization of amorphous TiO2 during vacuum annealing depends on the number density of Ov and Ti3+ defects but the crystallization temperature was the same regardless of the defect concentration. TiO2 with no defects crystallizes into microcrystalline anatase, whereas TiO2 with a moderate number density of defects crystallizes into nanocrystalline rutile. Interestingly, TiO2 with a large number density of defects crystallizes into a mixed amorphous/nanocrystalline rutile phase. A similar result has been published for pulse laser deposited TiO2 films by Yajima et al.2 They demonstrated that the amorphous TiO2 deposited in low O2 pressure (0.1 Pa) results in the rutile phase and TiO2 deposited in moderate O2 pressure (1 Pa) results in the anatase phase after crystallization during annealing at 600 °C in N2. Also, the existence of amorphous domains in defect-rich black TiO2 has been realized by Kang et al.1
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Fig. 5 The change in impedance at 316 Hz during the stability tests in 1.0 M NaOH for the as deposited samples and the samples vacuum annealed at 500 °C. |
Footnote |
† Electronic supplementary information (ESI) available: Additional materials characterization data. See DOI: https://doi.org/10.1039/d4nr03545c |
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