Ping Anab,
Zhurong Liangab,
Xueqing Xu*ab,
Xin Wanga,
Hu Jinab,
Nan Wanga,
Junxia Wanga and
Furong Zhuc
aCAS Key Laboratory of Renewable Energy, Guangzhou Institute of Energy Conversion, Chinese Academy of Sciences, Guangzhou 510640, P. R. China. E-mail: xuxq@ms.giec.ac.cn; Fax: +86-020-37278821; Tel: +86-020-87057782
bUniversity of Chinese Academy of Sciences, Beijing 100049, P. R. China
cDepartment of Physics, Institute of Advanced Materials and Research Centre of Excellence for Organic Electronics, Hong Kong Baptist University, Hong Kong
First published on 3rd December 2014
Pure phase kesterite Cu2ZnSnS4 (CZTS) nanocrystals (NCs) have been successfully synthesized via a heating-up method utilizing metal salts as cation sources and thioacetamide (TAA) as a coordinating sulphur precursor in combination with oleylamine (OAm) as a coordinating ligand and solvent. The slower release of H2S from the metal–TAA complexes, as compared with the commonly used sulphur powder, is crucial for control of the grain size and size distribution of the NCs. As dominating coordinating ligands, OAm led to Sn-rich nuclei and kesterite CZTS NCs. The formation of pure phase kesterite CZTS NCs depends significantly on the temperature and Zn2+/Sn4+ molar ratio of the reaction system. The formation mechanism of the pure phase kesterite CZTS NCs has been clarified taking into account the chemical potentials of the elements involved.
To synthesize solution-processed CZTS NCs with a low defect density, it is important to realize precise control of the crystal phase, composition, and size of the NCs. For this purpose, CZTS NCs with controllable diameters ranging from 2 nm to 7 nm have been prepared by precursor decomposition methods using copper, zinc, and tin diethyl dithiocarbamate complexes as precursors, and oleylamine (OAm) as a coordinating ligand. It was indicated that OAm played an important role in the control of the decomposition temperatures of the dithiocarbamate complexes, and eventually in the compositions and phases of the prepared NCs. However, precursor decomposition methods normally require precursors with precise design, including metal thiolate and metal dithiocarbamate complexes.
As listed in ESI 1,† hot injection and heating-up methods have also been widely investigated, in which the nucleation and growth of NCs can be more feasibly controlled as compared to hydrothermal and solvothermal approaches. In combination with coordinating ligands, such as OAm, trioctylphosphine (TOPO), dodecanethiol (DDT) etc., sulphur powder or DDT were commonly used as sulphur precursors. Wurzite phase CZTS tended to be formed when DDT was used as the sulphur source and coordinating ligand.10,12,15 Using sulphur powder in octadecene (ODE) solution as a sulphur source, combined with DDT and OAm as coordinating ligands, Jiang's results showed that the orange ODE–S complex led to relatively Zn-rich nuclei and finally formed wurztite CZTS NCs, while the yellow ODE–S complex led to Sn-rich nuclei, resulting in the preferential formation of kesterite CZTS NCs.20 However, the relatively high formation rate of H2S from sulphur powder generally led to NCs with sizes above 10 nm and wide size distributions. In addition, thiourea has also been used as a sulphur precursor resulting in large-sized spindle-like kesterite CZTS. For the purpose of separating the nucleation and growth of the NCs, Jasieniak et al.17 reported a one-pot heating-up synthesis of kesterite CZTS utilizing the binary sulphur precursor zinc ethyl xanthate in conjunction with DDT, which allowed multi-gram yields with high concentrations of the reaction precursors. However, the precursors are quite expensive and need to be specially designed. Accordingly, alternative routes are desired for developing high quality CZTS NCs using facile operation techniques and feasible precursors at low cost.
In this paper, we report the utilization of thioacetamide (TAA) as a coordinating sulphur source in combination with OAm as a coordinating ligand for the facile synthesis of CZTS NCs via a simple heating-up method. Herein, the coordination of TAA with metal cations ensures the slow release of H2S during the reaction process, which plays a key role in the control of the size and size distribution of the prepared CZTS NCs. As dominating coordinating ligands, OAm leads to Sn-rich nuclei and kesterite CZTS NCs. Furthermore, the formation mechanisms of the pure phase kesterite CZTS NCs have been analyzed taking into account the chemical potentials of the elements involved.
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Fig. 1 XRD patterns of CZTS NCs synthesized from (a) S and TAA, and from (b) TAA at different reaction times. |
It was observed that H2S was released from the metal–TAA complexes at around 80 °C. Fig. 1b presents the XRD patterns of the CZTS NCs obtained at 240 °C for different reaction times. The average grain sizes calculated from the widths of the (112) and (220) peaks using the Debye–Scherrer formula are listed in Table 1. It can be seen that the CZTS NCs grew to ∼5.5 nm at the very beginning of the heating at 240 °C, and the size of the grains remained nearly constant between 1 min and 30 min. It is worth noting that the average size of the CZTS NCs obtained between 1 min and 30 min is smaller than the Bohr diameter of CZTS (around 6 nm).25 It became larger than 6 nm at reaction times longer than 30 min.
Reaction time | XRD | TEM size (nm) | EDX | UV | |||
---|---|---|---|---|---|---|---|
(112) (nm) | (220) (nm) | Cu/Zn/Sn/S | Cu/Zn/Sn | Cu/Zn + Sn | Eg (eV) | ||
1 min | 5.3 | 5.5 | 6.70 ± 1.43 | 1.66/0.74/0.94/4 | 2.24/1/1.27 | 1/1 | 1.75 |
5 min | 5.0 | 5.8 | 6.95 ± 1.72 | 1.74/0.84/1.01/4 | 2.07/1/1.2 | 1/1.05 | 1.65 |
30 min | 5.1 | 5.7 | 6.98 ± 1.57 | 2.06/1.09/1.04/4 | 1.88/1/0.95 | 1/1.03 | 1.55 |
60 min | 4.4 | 6.3 | — | 2.23/0.83/1.16/4 | 2.68/1/1.39 | 1/0.89 | — |
120 min | 5.8 | 6.4 | 11.72 ± 3.98 | 2.05/0.59/1.1/4 | 3.47/1/1.86 | 1/0.82 | 1.48 |
The morphology and size distributions of the CZTS NCs obtained at different reaction times were further observed using TEM measurements. As shown in Fig. 2, the CZTS NCs had irregular polygonal shapes, and their average grain sizes were ∼6.7 to 6.9 nm with a narrow size distribution at reaction times between 1 min and 30 min, which were larger than those derived from XRD measurements. The average size of the grains increased to ∼11.77 nm and the size distribution became broader at a reaction time of ∼120 min due to Ostwald ripening. HRTEM images further confirmed the high crystallinity of the NCs, with a lattice spacing of 0.31 nm which can be ascribed to the (112) plane of kesterite CZTS.25
The formation of kesterite CZTS NCs cannot be confirmed only based on the XRD patterns, which could come from the diffraction of several related sulfides such as ZnS and Cu2SnS3.9 Accordingly, Raman spectra measurements were performed to obtain a more precise assignment of the structure. The formation of kesterite CZTS was confirmed by the single Raman peak detected at 333 cm−1 (Fig. 3a), which is expected for bulk CZTS. In particular, no Raman peaks of impurity phases, such as Cu2S, ZnS, SnS2, and Cu2SnS3, were detected, which confirmed that the as-prepared CZTS NCs had a pure kesterite phase. However, we note that by lowering the reaction temperature to 220 °C, in addition to the Raman peak at ∼333 cm−1 for CZTS, peaks at 300 cm−1 and 478 cm−1, attributed to Cu2SnS3 and Cu2S, respectively also appeared (Fig. 3b).
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Fig. 3 Raman spectra of the samples (a) synthesized at 240 °C for different reaction times, (b) obtained at different temperatures, and (c) prepared with different molar ratios of Zn2+/Sn4+. |
The chemical compositions of the samples obtained at different reaction times were estimated from EDX measurements averaged from a set of samples and summarized in Table 1. It can be seen that the samples obtained at 1 min and 5 min were Cu and Sn-rich. However, the compositions of the samples were close to the expected stoichiometry of CZTS at 30 min, probably due to ionic exchange between Sn4+ and Zn2+ ions. However, at longer reaction times, the Cu/(Zn + Sn) ratio increased, while the content of Zn decreased, which can be attributed to the formation of point defects of CuZn.28 Since the CZTS NCs used for the most efficient reported photovoltaic devices are Cu and Sn deficient, the composition of the CZTS NCs needs to be further optimized.
The valence states of Cu, Zn, Sn and S in the CZTS NCs obtained after 30 min of growth were further identified by XPS (Fig. 4). The Cu 2p peaks appeared at binding energies of 931.7 eV (2p3/2) and 951.6 eV (2p1/2) with an energy difference of 19.9 eV, which can be assigned to Cu(I). The 2p3/2 peak of Cu(II) (942 eV) was not detected. The presence of Zn(II) was confirmed by the peak splitting of 23.1 eV between the two peaks located at 1044.6 eV (2p1/2) and 1021.5 eV (2p3/2). The peaks located at 486.2 eV (3d5/2) and 494.6 eV (3d3/2) with a difference of 8.4 eV were consistent with Sn(IV) 3d. The doublet peaks of S 2p were located at 161.4 eV (2p3/2) and 162.6 eV (2p1/2) with a peak splitting of 1.2 eV. These results further confirmed that pure phase CZTS NCs were obtained.29
The UV-Vis absorption spectra of the CZTS NCs obtained at different reaction times are presented in Fig. 5. With increasing reaction time, the absorption edges gradually shifted toward longer wavelengths. No pronounced excitonic peaks were observed, so the optical band gap Eg of CZTS NCs was estimated from the commonly used formula Ahν = (hν − Eg)1/2 by plotting (Ahν)2 as a function of hν (inset in Fig. 5), where A = absorbance, h = Planck constant, and ν = optical frequency. The values of the optical band gaps of the CZTS NCs were estimated and are presented in Table 1. They ranged from 1.75 eV to 1.50 eV, reaching the value of bulk CZTS (1.5 eV) at a reaction time of 2 hours. At reaction times between 1 min and 30 min, quantum confinement effects can be observed owing to the size of the NCs being smaller than their Bohr diameter, as detected in the XRD measurements. The absorption of the CZTS NCs extended towards the near infrared region because of the NCs with large size, and the absorptions above 800 nm can be attributed to the deep defect states existing in the samples.
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Fig. 5 Absorption spectra of the CZTS NCs obtained at different reaction times. The inset in the right corner shows the plots of (Ahν)2 as a function of hv. |
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Fig. 6 Schematic map for the formation mechanism of CZTS NCs via a simple heating-up method with TAA as the coordinating sulphur source combined with OAm as coordinating ligand. |
It is worth noting that, according to the hard–soft acid–base theory, Cu+, Zn2+, Sn4+ are soft, intermediate, and hard acids, respectively, so the coordinating powers between the metal ions and the hard base OAm are in the order: Sn4+ > Zn2+ > Cu+. The resulting Cu2ZnxSn2−xS4–OAm complexes were therefore Sn-rich, which led to nuclei of Sn and Cu-rich kesterite CZTS,20 or even nuclei of Cu2SnS3 at lower temperature as detected in the Raman analysis. Therefore, the CZTS NCs obtained at 240 °C at reaction times of 1 min and 5 min were Cu and Sn-rich as shown in Table 1. As the reaction time progressed, Zn2+ diffused into the NCs, resulting in compounds with the expected stoichiometry at a reaction time of 30 min. The slow release of H2S from the metal–OAm(TAA) complexes gave rise to the separation of the nucleation and growth of CZTS NCs, leading to a small size distribution of NCs.
In fact, as indicated by Chen et al.,28 the stable region of pure phase kesterite CZTS in the chemical potential diagram (ESI 4†) is very narrow, so a great deal of attention should be given to precisely controlling the reaction conditions. As shown in the Raman spectra in Fig. 3b, pure phase kesterite CZTS NCs can be obtained at 240 °C, while the undesirable Cu2SnS3 and Cu2S phases appeared if the reaction temperature was set at 220 °C. From the point of view of chemical thermodynamics, to obtain pure phase CZTS, the chemical potential of Cu+, Zn2+, Sn4+, and S must satisfy the following equation: 2μCu + μZn + μSn + 4μS = ΔHf(CZTS), where ΔHf(CZTS) = −4.21 eV is the calculated formation enthalpy of CZTS. To avoid the secondary phases Cu2SnS3 and Cu2S, the following relations should be satisfied, i.e. 2μCu + μSn + 3μS < ΔHf(Cu2SnS3) and 2μCu + μS < ΔHf(Cu2S), where ΔHf(Cu2SnS3) = −2.36 eV and ΔHf(Cu2S) = −0.52 eV are the calculated formation enthalpies of Cu2SnS3 and Cu2S respectively. With decreasing reaction temperature, the chemical potentials of the elements, i.e. μCu, μZn, μSn, and μS, increased.30 As a result, (2μCu + μSn + 3μS) and (2μCu + μS) became larger than ΔHf(Cu2SnS3) and ΔHf(Cu2S) respectively, leading to the formation of Cu2SnS3 and Cu2S at 220 °C.
In addition, the molar ratio of the metal ion precursors may have an important effect on the chemical potential of each element, and eventually on the phase composition of the obtained NCs. As presented in Fig. 3c, an additional Raman peak from the Cu2SnS3 phase appeared at 300 cm−1 when the molar ratio of Zn2+/Sn4+ became 1/1 instead of 1.25/1. It can be imagined that, when the molar ratio of Zn2+/Sn4+ is 1.25/1, the chemical potential of each element can fall within the region for the formation of pure CZTS phase (ESI 4†). However, for a molar ratio of Zn2+/Sn4+ of 1/1, with the decrease in μZn and the increase in μSn, (2μCu + μSn + 3μS) became larger than ΔHf(Cu2SnS3), leading to the formation of Cu2SnS3. This fact highlights that the molar ratio of metal ion precursors should be carefully controlled to obtain pure phase kesterite CZTS NCs.
Footnote |
† Electronic supplementary information (ESI) available: Overview of formulation and size distribution of colloidal CZTS NCs reported by different groups; UV-Vis absorption spectra of the CZTS synthesized using sulfur powder and TAA as sulphur sources with the reaction time of 1 hour; FT-IR spectra analysis of the mixture of metal ion precursors with OAm or with OAm plus TAA; schematic diagram of the stable chemical-potential region of CZTS. See DOI: 10.1039/c4ra13252a |
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