Thom R.
Harris-Lee
a,
S. Andrew L.
Johnson
a,
Lina
Wang
a,
Philip J.
Fletcher
b,
Jie
Zhang
c,
Cameron
Bentley
c,
Christopher R.
Bowen
d and
Frank
Marken
*a
aDepartment of Chemistry, University of Bath, Claverton Down, Bath, BA2 7AY, UK
bMaterials and Chemical Characterisation Facility (MC2), University of Bath, Claverton Down, Bath, BA2 7AY, UK. E-mail: f.marken@bath.ac.uk
cSchool of Chemistry, Monash University, Clayton, Vic 3800, Australia
dDepartment of Mechanical Engineering, University of Bath, Claverton Down, Bath, BA2 7AY, UK
First published on 7th April 2022
Water splitting by photocatalysis, for example employing seawater or wastewater, has the potential to make a substantial contribution to a future hydrogen economy. New types of 3D metal-wire substrates in woven form or brushes for photoelectrochemical processes are desirable to replace flat semiconductor-coated surfaces. In this report, titanium microwires (100 μm diameter; pre-passivated) are employed to produce high surface area photoanodes with a TiO2 (rutile) nanocrystal array coating that was grown hydrothermally. A photo-active electrode is obtained with nanocrystal TiO2 rods of adjustable length from 1.67 μm up to 7.38 μm. Saturation of the photoelectrochemical response occurs at an intermediate length of approx. 3.19 μm with a photocurrent density of approximately 4.4 mA cm−2 at 1.0 V vs. Ag/AgCl (3 M) in aqueous 1 M Na2SO4 under 100 mW cm−2 385 nm LED illumination. The effectiveness of vacuum annealing for enhancing TiO2 photochemical processes is demonstrated. The formation of oxygen in aqueous 1 M Na2SO4 electrolyte media (with/without chloride) is assessed using Clark probe measurements. Co-evolution of chlorine was evident in 1 M KCl. This work demonstrates that microwire photoelectrodes for woven form or brush structures are entirely feasible, and that pre-passivated titanium metal can be readily coated with titania nanocrystals via hydrothermal synthesis.
In recent work, we have demonstrated the significant enhancement of photoelectrochemical properties by the use of vacuum annealed TiO2 (rutile) nanocrystal rods grown onto fluorine-doped tin oxide (FTO). Of particular note was the increased selectivity towards chloride ion oxidation resulting in the chlorine evolution reaction occurring simultaneously to the oxygen evolution reaction at the photo-anode.12 The same TiO2 nanocrystal rod array system was used in a heterojunction, where the TiO2 nanocrystals were coated with NiO using atomic layer deposition (ALD), yielding significantly increased photoelectrochemical performance.13 Here, TiO2 nanocrystal rods are grown directly onto pre-passivated titanium microwire substrates.
Photoelectrochemical systems are usually investigated and developed on flat conducting substrates based, for example, on tin-doped indium oxide (ITO) or fluorine-doped tin oxide (FTO). For practical applications, porous or wire-based electrode structures and lower cost substrates are highly desirable, sincluding those based on traditional engineering materials such as titanium metal. TiO2 coatings on titanium surfaces are readily formed, for example by heating,14 by anodisation,15 by flame treatment,16 or by plasma treatment.17 However, the formation of nanocrystal rod arrays for TiO2 on titanium metal have not been previously reported and could provide a route to high photoelectrochemical water oxidation performance and ease of production.
Titanium oxide nanocrystal rods have been developed by deposition onto ITO18 and optimised for a variety of applications19 including water splitting.20–22 Dense nanocrystal rod arrays for anatase are obtained with typically 1 μm length,23 and branched nanocrystal rods were reported by Cho and coworkers.24Fig. 1 illustrates the coupled photoexcitation with charge carrier formation and transport (Rcrystal) coupled to charge transfer (Rct) and electrolyte transport (Rpore) in pore spaces between nanocrystal rods. Both the length of nanorods and the pore spaces between nanorods can be seen to be important in optimising the photoelectrochemical processes. In this study the effect of the nanocrystal length is investigated.
For electrochemical experiments, the microwires were heat-sealed between two layers of laminating plastic to reveal a 2 cm length electrode in a window, as seen in Fig. 2A. One end of the microwire was sanded down to reveal the conductive titanium wire and connected to copper tape to facilitate a good electrical connection.
After TiO2 nanocrystal growth, the samples are denoted as Ti-TiO2-A (for thermal pre-annealing) and Ti-TiO2-D (for pre-deposition followed by annealing). From optical or electron microscopy there is no obvious visual difference between microwires produced by each method. Fig. 3 shows field emission scanning electron microscopy (FESEM) images of the nanocrystals. Top views (Fig. 3B and D) demonstrate the porosity of the nanocrystal arrays such that electrolyte can permeate sufficiently and that the overall surface area for catalysis is increased.
The uniformity of the nanocrystal rod coating around the surface of the wire can be seen in Fig. 3. The TiO2 nanocrystal rod length can be increased systematically by repeating the hydrothermal synthesis procedure, with each cycle resulting in approx. 1.6–1.8 μm additional rod growth (see Experimental). Cross sectional FESEM images were obtained, see Fig. 4, to demonstrate this for 1, 2, and 4 hydrothermal synthesis cycles. For the remainder of the paper, samples will be denoted as Ti-TiO2-X-N where X is the passivating method (either A or D as previously defined), and N is the number of hydrothermal synthesis cycles – e.g. a microwire that has been passivated by annealing and subsequently undergone two hydrothermal rod growth cycles would be denoted as Ti-TiO2-A-2.
Reflection X-ray diffraction (R-XRD) was carried out to analyse the TiO2 phases present. R-XRD was difficult to obtain at high resolution due to the small microwire diameter (∼100 μm), however it was possible to see the stronger peaks associated with the different phases (Fig. 5A). The signals at 25° and 28° are common, strong signals for anatase and rutile phases,26 respectively, and the slight peak at 63° could be associated either rutile or anatase. Previous work has shown the TiO2 nanocrystal rods grown by the same hydrothermal method to be solely rutile phase,12 hence it is likely that the rutile peaks originate from the nanocrystal rods while the anatase is from the underlying TiO2 passivating layer. Raman spectroscopy was also applied, see Fig. 5B, which showed three strong peaks all correlating to rutile, as expected for the nanorods based on previous work.12
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Fig. 5 (A) R-XRD data for a Ti-TiO2-D-1 sample. Signals clearly corresponding to both rutile (25°) and anatase (28°) polymorphs can be seen (JCPDS no.: 88-1175 and 84-1286, respectively), likely due to the rutile nature of the rods and the passivating layer existing as anatase. R-XRD referenced to data taken from the literature.27 (B) Raman spectroscopy data for a Ti-TiO2-D-1 sample. All peaks match those of rutile.28 |
Further evidence for the presence of rutile nanocrystal rods comes from transmission electron microscopy data, as seen in Fig. 6. Material dislodged from microwires with the help of ultrasound shows crystalline regions and an electron diffraction pattern consistent with that expected for rutile.29
The effect of the TiO2 nanocrystal rods on photocurrents are seen in Fig. 7B, which compares the illuminated and dark currents produced for the working electrodes with passivation but no rod growth (Ti-TiO2-D-0), rod growth under a single cycle giving lengths approx. 1.67 μm (Ti-TiO2-D-1), and rod growth from two cycles giving lengths approx. 3.19 μm (Ti-TiO2-D-2). There is still some photoactivity without the nanocrystal rods, however it is substantially lower than that for a single cycle of growth. At low potentials, the currents for Ti-TiO2-D-2 and Ti-TiO2-D-1 are very similar, however the magnitude for Ti-TiO2-D-2 begins to extend further at around 0.2 V vs. Ag/AgCl(3 M). At potentials greater than approx. 0.6 V vs. Ag/AgCl(3 M), the photocurrents from Ti-TiO2-D-2 are consistently around double that of Ti-TiO2-D, showing a direct correlation between the length of the nanocrystalline rods and the photoactivity of the sample. Data for Ti-TiO2-D-4 (not shown) proved to be variable, but consistently lower than photocurrent data for Ti-TiO2-D-2. Therefore, an optimum nanocrystal rod length is achieved with typically 2 cycles of hydrothermal growth (or about 3–4 μm nanocrystal length). There are three plausible explanations for this observation: (i) the absorption of photons may be limited to the penetration depth of light into TiO2, (ii) the transport of conduction band electrons may be limited to about 4 μm through nanocrystals, or (iii) the transport of water, oxygen, and protons in the pore space between nanocrystals could be limited to about 4 μm. Conduction band electrons in nanoparticulate TiO2 have been reported to travel typically 80 μm,30 and given the typical thickness of solar absorber layers based on TiO2 of 10 μm,31 it seems unlikely that penetration depth could be a significant problem. Therefore, it is more likely that there is a limit in the transport of water, oxygen, and protons. Pore spaces in between nanocrystals are limited and likely to impose a resistance effect, as outlined in Fig. 1C. The presence of higher proton and electrolyte concentrations within pores seems likely, thereby enhancing transport or lowering Rpore, due to the production of protons in the oxygen evolution reaction. In fact, due to the localised/confined proton production, the pH within pores could be very acidic and thermodynamically suppressing oxygen evolution.
Fig. 7C compares the photocurrents at 1.0 V vs. Ag/AgCl(3 M) for different types of microwires. Wires passivated by TiO2 deposition (Ti-TiO2-D) were shown to have greater activity than wires passivated by annealing (Ti-TiO2-A) for no rod growth and single cycle growth. This is consistent with a thicker TiO2 passivating layer adding to the photocurrents. Ultimately, for both Ti-TiO2-D-2 and Ti-TiO2-A-2, the simple pre-annealing process results in more active photoelectrochemical electrodes. This is likely to be linked to the fact that an optimum is achieved after 2 deposition cycles, and further increase of TiO2 from the pretreatment may have detrimental rather than beneficial effects.
Due to the inaccuracy in determining the total wire surface area being irradiated, photocurrent values have been given in units of mA (as measured) rather than the more common mA cm−2 (photocurrent density) which provides a more comparable standard value. An approximate current density can be calculated, however. Given that the wire has a 0.1 mm diameter, there is an open active window of 2 cm, and assuming 50% of the wire is irradiated by the single LED source, the total wire area (A) irradiated by the 385 nm 60 mW cm−2 light is where r is the wire radius and l is the length of exposed wire. The current density at 1.0 V vs. Ag/AgCl(3 M) for Ti-TiO2-D-2 is therefore 4.4 mA cm−2. While this value is not exceptionally high (considering the 385 nm light used instead of simulated solar irradiation), it forms a very promising framework for the future to produce high activity and high surface area heterojunctions by deposition of another semiconductor onto the nanorod architype, in particular one that can absorb more of the visible light spectrum such as Fe2O3, Cu2O, or BiVO4. A good deposition method to achieve this is atomic layer deposition (ALD), a high aspect ratio technique that does not lose the surface area of the original substrate and has been previously proven as a successful method for creating TiO2–NiO heterojunctions on similar TiO2 nanocrystalline structures.13
In order to explore the robustness of TiO2 nanocrystal coated titanium microwire electrodes, a long-time photo-chronoamperometric experiment was performed. Fig. 7E shows data for a Ti-TiO2-D-1 electrode immersed in aqueous 1 M Na2SO4. Over the first 6 h the photocurrent increases slightly, but over a 24 h period the performance remained stable. Voltammograms recorded before and after this experiment confirmed that there was no change in performance. Further testing of mechanical robustness was performed by placing the electrode into an ultrasonic cleaning bath. Even after 2 h of sonication there was no evidence for damage to the electrode based on the scanning electron microscopy images (Fig. 7F). Only mechanical scraping of the TiO2 film was effective in removing/damaging the coating.
A previous report using TiO2 nanocrystal rods and vacuum annealing explored the significant effect of oxygen vacancies on chlorine evolution in aqueous electrolytes containing chloride ions. Fig. 7D shows data for photocurrents seen for Ti-TiO2-D-1 in varying concentrations of KCl solution. Results suggest that photocurrents are very similar to those for Ti-TiO2-D-1 in aqueous 1 M Na2SO4 and that there is little variation in current when changing the KCl concentration. Tentatively (and prematurely), it could be suggested that chlorine evolution is less prevalent for these nanocrystal rods. However, the magnitude of the photocurrent may be limited by factors independent of the chemical product formation (independent of Rct; see Fig. 1C). Further investigation is possible with a photo-Clark probe approach.32
Fig. 8A illustrates the approach with a Clark probe as an oxygen sensor exposed to blue LED light. The titanium microwire is located at the Teflon film to allow oxygen flux into the Clark probe. First experiments were performed in aqueous 1 M Na2SO4. Fig. 8B shows data recorded simultaneously at the Clark probe (top) and at the titanium microwire (bottom). Light-on and light-off periods (5 min) are indicated. As expected, the photocurrents at the microwire are substantial reaching approx. 1.1 mA under illumination. The effect of the light pulses on the Clark probe response are more complicated. During light-on periods, currents seem to level in the range from −0.5 to −0.6 μA possibly affected by thermal effects. Therefore, only the currents under dark conditions are interpreted. A black dot indicates the dynamic equilibrium currents. The initial value of typically −0.4 μA is typical for the background concentration of 0.2 mM oxygen in aqueous solution.33 Due to oxygen evolution, this value increases during the experiment reaching approx. −1.3 μA. This value is consistent with a localised increase in oxygen concentration by a factor 3.3 to 0.65 mM. The solution volume covering the Clark probe is approx. 3 mm thick × 100 mm2 area to give a volume of 300 mm3. The increase in local oxygen concentration in this volume then amounts to 45 nmol excess oxygen, and this would suggest 51 mC charge. The charge produced at the microwire is approx. 1000 mC. Therefore, a lot of oxygen has been mixed/lost into the bulk solution during the time of the experiment.
The photo-Clark probe experiment was repeated in aqueous 1 M KCl, see Fig. 8C. In this case again similar photocurrents are observed. However, the Clark probe data suggest a much lower production of oxygen locally (an increase from 0.2 mM to 0.3 mM). Therefore, the effect of chloride is substantial and likely to lead to side products produced locally such as chlorine and hypochlorite.
In the future, microwire substrates (for example based on titanium) could be combined into brushes or 3D structures to provide mechanically robust electrodes coated with rutile nanocrystal arrays for applications in photochemical hydrogen production, pollution degradation, or photosynthetic reactions. The mechanism behind the photocurrent generation and the factors limiting the photocurrent will require further work especially addressing the role of pore spaces in between nanocrystal coatings. Additional coatings on rutile nanocrystals (e.g. by atomic layer deposition) will provide better light harvesting and improved catalysis.
Footnote |
† Dedicated to Paul R. Raithby, celebrating a career in inorganic and organometallic chemistry, on the occasion of his 70th birthday. |
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