Atsushi
Kogo
,
Yukina
Takahashi†
,
Nobuyuki
Sakai‡
and
Tetsu
Tatsuma
*
Institute of Industrial Science, The University of Tokyo, 4-6-1 Komaba, Meguro-ku, Tokyo 153-8505, Japan. E-mail: tatsuma@iis.u-tokyo.ac.jp; Fax: +81-3-5452-6338; Tel: +81-3-5452-6336
First published on 1st July 2013
Quantum-sized gold clusters are deposited on TiO2 both as a photosensitizer and catalyst, and coupled to plasmonic gold nanoparticles as a light harvesting antenna. Photocurrent enhancement was observed for Au25(SG)18 and Au38(SG)24 but not for Au102(SG)44 (SG = glutathione). The maximum enhancement factor of ∼9 is reached at 900 nm.
Our recent studies have shown that metal CLs serve as a photosensitizer of TiO2 (Fig. 1a) as do some ruthenium dyes.10,11 Metal CL-modified TiO2 exhibits photovoltaic11–13 and photocatalytic14 properties in response to visible and near infrared light. The metal CLs have a great advantage as a sensitizer; their HOMO–LUMO energy gap and absorption wavelength can be tuned by changing their core size.3,15 Moreover, efficient redox reactions can be expected if the catalytic and electrocatalytic properties of the CLs are combined with their capability as a sensitizer.
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Fig. 1 (a) Photocurrent generation at the Au CL-modified TiO2. Schematic illustration of (b) ITO/Au NP/TiO2/Au CL and (c) ITO/TiO2/Au CL electrodes. (d) An AFM image of Au NPs on ITO and (e) a SEM cross-sectional image of an ITO/Au NP/TiO2/Au CL electrode. |
Despite the high internal quantum efficiency of ∼60% for Au CL-modified TiO2, their external quantum efficiency (incident photon-to-electron conversion efficiency, IPCE) has been as low as ∼10%.12 This is due to the low photoabsorption efficiency of the Au CLs (molar absorption coefficient ε ∼ 104 M−1 cm−1 at 670 nm).3 Although the photoabsorption improves as the amount of the Au CLs adsorbed on porous TiO2 increases, the CLs, which are relatively bulky compared to ruthenium dyes, block the mass transfer of a redox species in the nanopores and the internal resistance would be increased.
In the present work, we couple Au CLs to gold nanoparticles (Au NPs) as a light-harvesting antenna, in order to achieve both high internal quantum efficiency and high photoabsorption. Plasmonic metal NPs, which are larger than 3 nm in diameter, exhibit intense light absorption at a specific wavelength based on localized surface plasmon resonance (LSPR) and generate an optical near field (localized oscillating electric field) around their surface, which in turn excites dyes and semiconductors in the vicinity. Their absorption cross-section usually exceeds their geometrical cross-section16 and the lifetime of the near field is much longer than the time for photons to pass by a NP. Photons are thus confined in the vicinity of the NPs and photoabsorption of the dyes and semiconductors around the NPs is enhanced. Therefore, the plasmonic metal NPs have been applied to photoantennas for surface enhanced Raman spectroscopy (SERS),17 enhanced fluorescence,18 photocatalysis19–22 and photovoltaics.23–25
Here we report the Au CL–NP diad systems with photocurrents enhanced by a factor of ∼6 and ∼9 under visible and near infrared light, respectively. We also found that the enhancement factor is increased as the CL size decreases.
The diad systems with high internal quantum efficiency and intense light absorption, which are characteristic of Au CLs and Au NPs, respectively, would lead to the development of more sophisticated photofunctional devices and materials than conventional CL-based photovoltaics11–13 and photocatalysts14 and plasmonic NP-based photovoltaic,26–28 photocatalytic,26,29,30 photochromic31–34 and organic photomorphing35 materials.
An aqueous solution of the synthesized Au25(SG)18 exhibits three absorption peaks at 1.84 eV (674 nm), 2.75 eV (451 nm), and 3.86 eV (321 nm) and an absorption onset at 1.3 eV (950 nm) (Fig. 2b). These features are in good agreement with those of Au25(SR)18 reported elsewhere.3,36–39
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Fig. 2 (a) Electrophoretic pattern of Au38(SG)24 and Au102(SG)44. Absorption spectra of (b) Au25(SG)18, (c) Au38(SG)24 and (d) Au102(SG)44. |
The mixture (∼10 mg) was dissolved in 1 mL aqueous glycerin (5 vol%) and separated by electrophoresis with a 16–26% gradient polyacrylamide gel under a bias voltage of 150 V in an ice-cold bath for 10 h.40 The bands of Au38(SG)24 (migration distance: 68 mm) and Au102(SG)44 (migration distance: 56 mm) (Fig. 2a) were cut out of the gel and immersed in pure water (2 mL) in a refrigerator overnight or longer to extract the Au CLs. The obtained CL solutions were filtered (pore size, 0.2 μm) to remove the gel.
An aqueous solution of the synthesized Au38(SG)24 is characterized by five distinct absorption peaks at 1.20 eV (1033 nm), 1.69 eV (734 nm), 1.98 eV (626 nm), 2.60 eV (477 nm), and 3.69 eV (336 nm) and the absorption onset at 0.9 eV (1380 nm) (Fig. 2c), which correspond to the features of Au38(SR)24 described in previous reports.39,41–44 Two weak absorption peaks at 2.78 eV (446 nm) and 3.79 eV (327 nm) and an absorption onset at 0.5 eV (2480 nm) are observed for the synthesized Au102(SG)44 (Fig. 2d). These characteristics are close to those for Au102(SR)44 reported elsewhere.39,45,46 These assignments were supported by the electrophoretic migration distance.13
A solution of Au CLs was cast on the ITO/Au NP/TiO2 and ITO/TiO2 electrodes and left for 2 h followed by thorough rinsing with pure water and drying under airflow. GSH-protected Au CLs are electrostatically bound to the anatase TiO2 surface via their carboxyl groups at pH 2 to 6.11 The pH values of the Au38 and Au102 solutions were adjusted to 5 with acetic acid. In the case of Au25(SG)18, acetic acid was not added because the pH value of the as-prepared solution was 3.3. The concentration of the Au25(SG)18 solution was ∼2 × 10−5 M (estimated with a molar extinction coefficient of 8.8 × 103 M−1 cm−1 at 670 nm3). The absorbances of Au38(SG)24 and Au102(SG)44 solutions were ∼0.4 and ∼1.8 at 300 nm, respectively. Absorption spectra of the solutions and electrodes were measured with a spectrophotometer (V-670, JASCO). Spatial distributions of the electric field around the Au NPs were calculated on the basis of a finite-difference time-domain (FDTD) method via FDTD Solutions (Lumerical Solutions).
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Fig. 3 (a) Absorption spectra and (b) photocurrent action spectra in the presence of hydroquinone (0.5 M) for ITO/Au NP/TiO2(6 nm)/Au25, ITO/TiO2(6 nm)/Au25 and ITO/Au NP/TiO2(6 nm) electrodes. (c) Photocurrent enhancement factor under 740 nm light and (d) the maximum localized electric field intensity at the TiO2 surface (point A) calculated by a FDTD method, both plotted against the TiO2 thickness. ((d), inset) Electric field distribution for a model with 6 nm thick TiO2 under 843 nm light. |
Consistent with our previous report,11 the Au25-modified TiO2 electrode generated stable anodic photocurrents in response to visible and near infrared light in the presence of hydroquinone as an electron donor. The photocurrent action spectra for the electrodes with a 6 nm thick TiO2 layer are shown in Fig. 3b. The action spectrum of the ITO/TiO2/Au25 electrode (Fig. 3b) is in good agreement with the extinction spectrum of aqueous Au25 (Fig. 2b). This suggests that the photocurrents generate on the basis of electron injection from Au25 to TiO2 (Fig. 1a).11 On the other hand, the ITO/Au NP/TiO2/Au25 electrode exhibited 2–9 times as large photocurrents as that without Au NPs at 600–900 nm (Fig. 3b), at which the Au NPs exhibit intense LSPR. Ratios of the number of Au25 CLs on the electrode with Au NPs to that without Au NPs were evaluated to be <1.4 so that we can conclude that the photocurrent enhancement is not due to the difference in the amount of the adsorbed Au25 on the two electrodes. At wavelengths below 600 nm, where LSPR is weak or absent, the enhancement factor (e.g. 1.3 at 540 nm) was close to the ratio of the number of adsorbed CLs. Incidentally, photocurrents of ITO/Au NP/TiO2 electrodes were negligibly small (Fig. 3b). If these currents are increased by Au CL, the photocurrents should be cathodic, although the Au CL–NP diad system exhibits anodic photocurrents as described above. These results suggest that the photocurrents are enhanced by the plasmonic Au NPs.
If the enhancement was induced by LSPR of Au NPs, the enhancement factor should increase as the spacing between the NP and the photosensitizer decreases, because the plasmonic near field intensifies.19,48–52 When the spacing becomes too small, however, the enhancement becomes less significant.19,48,49,51,52 So we investigated the dependence of the photocurrent enhancement on the CL-NP spacing by controlling the TiO2 thickness (Fig. 3c). When the spacing was 30 nm or larger, the photocurrents in the presence of Au NPs were lower than those in the absence of the NPs. This negative effect is explained in terms of a screening effect; the extinction of NPs reduces the number of photons reaching CLs. On the other hand, when the spacing was shorter than 20 nm, the photocurrents were enhanced by the Au NPs; a positive effect exceeded the negative screening effect. The maximum enhancement factor was reached at 6 nm and seemed to decrease at the shorter spacing. These results indicate that the positive enhancement effect is due to the plasmonic near field.
We also carried out finite-difference time domain (FDTD) calculations to simulate the electric field distribution for an oblate Au hemisphere (42 nm wide and 15 nm high) coated with 6 nm thick TiO2 (Fig. 3d, inset). In Fig. 3d, the electric field intensity at point A (indicated by the arrow in the inset) at the wavelength which gives the highest intensity is plotted against the TiO2 thickness. The intensity increases as the TiO2 thickness decreases. This behavior corresponds to that of the photocurrent enhancement in the TiO2 thickness range of ≥10 nm (Fig. 3c). However, the photocurrent enhancement saturates or decreases when the thickness is <10 nm, although the electric field intensity still increases. Such suppression of enhancement is often observed for the plasmonic enhancement of fluorescence,52 photocatalysis19 and photocurrents of dye-sensitized solar cells.48,49,51 In those reports, the suppression is explained in terms of energy transfer from dyes or semiconductor nanoparticles to metal NPs, which is accelerated when the spacing between them is small enough. The energy transfer should also take place in the present system, since the bandgap of TiO2 (∼3.2 eV) is sufficiently larger than the energy range examined (<2.5 eV) and TiO2 cannot trap the energy.
We also employed Au38 and Au102. Their HOMO potentials are too negative to receive electrons from hydroquinone.13 We therefore used I− as an electron donor. We have previously proven that TiO2 modified with those CLs exhibits stable photocurrents in the presence of I− and that ligand exchange and etching of the CLs by I− are negligible during the photoelectrochemical measurements under deaerated conditions, on the basis of stable photocurrents and absorption spectra.13 All Au CL-sensitized TiO2 electrodes generated photocurrents under 500–900 nm monochromatic light (Fig. 4a–c, black symbols). The action spectrum of the ITO/TiO2/Au38 electrode (Fig. 4b) is rather featureless in comparison with the absorption spectrum of a Au38 aqueous solution (Fig. 2c). This is because the absorption spectrum consists of many different electron transitions from HOMO−2, HOMO−1 and HOMO to LUMO, LUMO+1, LUMO+2 and LUMO+3 (ref. 53) and the contribution of each transition to the photocurrent is not the same.
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Fig. 4 Photocurrent action spectra for the ITO/Au NP/TiO2(6 nm)/Au CL and ITO/TiO2(6 nm)/Au CL electrodes in the presence of LiI: (a) Au25(SG)18, (b) Au38(SG)24 and (c) Au102(SG)44. (d) Enhancement factor of photocurrents under 740 nm light as a function of the CL size. |
In the case of Au25 (Fig. 4a), the Au NPs enhanced the photocurrents in the wavelength range of 600–900 nm, as in the system with hydroquinone (Fig. 3b). Au38-sensitized currents were also enhanced by Au NPs, and the enhancement factor (2.3 ± 0.6 at 740 nm, Fig. 4b) was slightly smaller than that for Au25 (2.9 ± 0.5). When Au102 was employed, however, the photocurrents were suppressed by Au NPs (Fig. 4c). We obtained similar results for TiO2 layers with different thicknesses (3–10 nm). Since the electric field intensity at the TiO2 surface does not depend on the CL size, the decrease in the enhancement factor with increasing CL size (Fig. 4d) is ascribed to accelerated back energy transfer from Au CLs to NPs. The energy transfer is based on the dipole–dipole interaction between a NP and a CL. Since the interaction becomes stronger as the dipole moment increases, a larger CL should be easier to transfer energy to a NP. Actually, energy transfer from CdTe quantum dots to Au NPs becomes more significant as the quantum dot size increases.54
The plasmonic enhancement of Au CLs may be involved in the case of polydisperse Au NPs deposited photocatalytically or chemically on TiO2, because Au CLs may also be deposited with NPs.26,55 Notably, Kominami et al.55 reported that photocatalytic H2 generation from alcohol on TiO2 modified with plasmonic Au NPs was improved by coexisting cluster-sized Au particles. Although their average size, ∼1.4 nm, corresponds to 100 Au atoms, CLs smaller than the average size would benefit from the plasmonic enhancement. Moreover, Kamat et al.56 suggested that the photocatalytic activity of Ag NPs was increased by CL segments at the NP surface. This can also be explained in terms of the plasmonic enhancement of the CL-sensitized process. It is also suggested that the plasmon-induced charge separation of metal NP–TiO2 systems would be improved in efficiencies and functionalities by introducing CLs which effectively work as a photosensitizer as well as a catalyst.
Footnotes |
† Present address: Department of Applied Chemistry, Faculty of Engineering, Kyushu University, 744 Moto-oka, Nishi-ku, Fukuoka 819-0395, Japan. |
‡ Present address: International Center for Materials Nanoarchitectonics, National Institute for Materials Science, 1-1 Namiki, Tsukuba, Ibaraki 305-0044, Japan. |
This journal is © The Royal Society of Chemistry 2013 |