Hongbing
Lu
ab,
Shimin
Wang
a,
Li
Zhao
a,
Binghai
Dong
a,
Zuxun
Xu
a and
Jinchai
Li
*b
aMinistry-of-Education Key Laboratory for the Green Preparation and Application of Functional Materials, Faculty of Materials Science and Engineering, Hubei University, Wuhan 430062, China
bKey Laboratory of Artificial Micro- and Nano-structures of Ministry of Education and School of Physics and Technology, Wuhan University, Wuhan 430072, China. E-mail: jinchaili@163.com
First published on 27th February 2012
A novel and simple citrate-assisted solution approach has been developed for the shape-selective synthesis of Bi2O3 nanostructures with controllable bandgaps and morphologies at a relatively low temperature of 40 °C. Different distinctive morphologies, including nanorods, nanoplates, plate-built cylinders, nanoplates with holes, and nanorings, are created due to the selective adsorption of the citrate molecules on certain faces during crystal growth. The bandgaps and aspect ratios of the Bi2O3 nanostructures are easily tuned by modifying the product morphologies by adjusting the amount of trisodium citrate. More novel and complex Bi2O3 nanostructures with controllable morphologies and sizes can be manufactured with our method by optimizing the experimental parameters. The distinctive nanostructures presented here extend the family of Bi2O3 nanostructures, and they also provide new opportunities for exploring the potential applications of Bi2O3 in a number of fields including photocatalysis, gas sensors, and photoelectrochemistry.
Bismuth oxide (Bi2O3) has attracted continuous attention over the last three decades. It has five polymorphic forms that are labeled as α-Bi2O3 (monoclinic), β-Bi2O3 (tetragonal), γ-Bi2O3 (body centred cubic), δ-Bi2O3 (cubic), and ω-Bi2O3 (triclinic).5 Among them, the low-temperature α-phase and the high-temperature δ-phases are stable, but the others are high-temperature metastable phases.6 Bi2O3 has been widely used in photocatalysis, gas sensors, capacitors, optical coatings, photovoltaic cells, and so on, owing to their peculiar properties, such as large bandgap, high refractive index and dielectric permittivity, as well as marked photoconductivity.7–12 For the aforementioned applications, polymorph, particle size, porosity, aspect ratio, and specific surface area are of major importance. Recently, polymorph-tuned synthesis of α- and β-Bi2O3 nanowires has been demonstrated by controlling the Bi precursor heating temperature and/or substrate temperature via a vapor transport method.13 In addition, Bi2O3 nano/microstructures have been synthesized in various interesting morphologies, such as nanowires,9,12,14–16 nanorods,17 nanobelts,18 nanotubes,19–21etc., using several different methods, i.e., thermal evaporation,14,15 metalorganic chemical vapor deposition (MOCVD),17,18 template-based heat-treatment,19,20 and so on. Among various nanomaterials, 2-D anisotropic nanomaterials are especially attractive due to their high surface-to-volume ratio and high proportion of exposed high-index planes, which usually exhibit much higher chemical activity because high-index planes have high densities of atom steps, ledges, kinks, and dangling bonds.22 In particular, recent developments on 2-D oxide nanosheets have sparked tremendous research interest for exploring the synthesis and physical properties of 2-D nanomaterials as they are potentially useful not only for developing a new generation of optoelectronic devices, but also for high performance catalysts.23,24 However, the previously reported synthetic methods are mainly limited to the formation of the one-dimensional (1-D) Bi2O3 nanostructures. The production of 2-D and other complex Bi2O3 nanostructures has lingered far behind. Only several papers on the synthesis of 2-D Bi2O3 nanostructures have been published. Zhao et al.25 obtained Bi2O3 nanosquaresheets with typical length and thickness in the range of 200–600 nm and 30–100 nm by thermal evaporation of commercial Bi2O3 powder at a high temperature of 950 °C. Yu et al.26 synthesized α-Bi2O3 nanoplates with a thickness of 30–90 nm via a hydrothermal recrystallization technique by using commercial α-Bi2O3 as the starting material. Very recently, Bhande et al.27 prepared β-Bi2O3 nanoplates with a thickness of 100–400 nm via a wet chemical route. It is therefore highly necessary to further explore simple and low-cost approaches to the morphologically controlled synthesis of 2-D Bi2O3 nano/microstructures and other nanostructures. Large-scale use will require the development of simple, low-cost techniques for the synthesis of inorganic functional nanomaterials. One such method is to grow Bi2O3 nanostructures from an aqueous solution at low temperatures. Here, we develop a citrate-assisted low-temperature solution method for the rational synthesis of Bi2O3 nanostructures with distinctive shapes, including nanorods, nanoplates, plate-built cylinders, nanoplates with holes, and nanorings. The characteristic bandgap of Bi2O3 varies with product morphology according to the absorption spectrum investigations.
Fig. 1 (a) Typical SEM image of the product synthesized with a molar ratio of citrate ion/Bi3+ of 1, exhibiting plate-like structures; (b) XRD pattern of the product; (c) TEM image of a single nanoplate with crystal orientations indicated; the top-right and bottom-right insets show the corresponding SAED pattern and HRTEM image of the nanoplate, respectively. |
Several experiments were carried out to explore the parameters that are important for the formation of nanoplates: (1) The reaction temperature has no obvious influence on the formation of nanoplates. Similar nanoplates can be produced at 90 °C or at even higher temperatures (e.g., 150 °C). (2) The solution concentration of Bi(NO3)3·6H2O and HMT is not crucial to the formation of shape-controlled nanoplates. Other stronger alkaline reagents, such as NH3·H2O and NaOH, also have no visible impact on the formation of nanoplates. (3) Controlling the experiments without trisodium citrate in the solution did not produce nanoplates but long nanorods instead (Fig. 2a). When a smaller quantity of trisodium citrate (citrate ion/Bi3+ of 0.02) was added, short nanorods with larger diameters were obtained (Fig. 2b). Further investigations revealed that the molar ratio of citrate ion/Bi3+ is the dominant parameter for the formation of well-structured nanoplates.
Fig. 2 SEM images of Bi2O3 samples with typical structures in the presence of different molar ratios of citrate ion/Bi3+: (a) long nanorods, without citrate ions; (b) short microrods, molar ratio of citrate ion/Bi3+ of 0.02; (c) short and fat microrods, 0.2; (d) stacked cylinders made of several or tens of nanoplates, 2; (e) nanoplates with holes, 5; (f) hexagonal nanorings, 10. |
As we all know, the growth habit of crystals is related to the growth rate of various crystal faces bounding the crystal, which is affected by the intrinsic crystal structure and the external conditions including the kinetic energy barrier, temperature, time and capping molecules, and so on.28,29 Generally, the face with a higher density of surface atoms is easily blocked by the adsorption of surfactants during the crystal growth, and the growth along this facet is therefore considerably restricted. Citrate is an important biological ligand which can adsorbs strongly on metal and mineral surfaces and significantly alters the surface properties and mineral growth behavior.30,31 It has been suggested that citrate ions may bind on the (001) planes and exert strong inhibiting effects on ZnO elongation.32 We believe that a similar effect occurs during our synthesis process. The citrate molecules are selectively adsorbed on the (11) planes which have a denser surface density of atoms than those of (110), (101), and (01) planes, and the growth along the [11] direction is suppressed under these conditions, but the crystals are still able to grow sideways, leading to the formation of nanoplates.
The result suggests that citrate molecules slow down the crystal growth along the [11] orientation, which provides a simple approach to controlling the morphology and aspect ratio of the Bi2O3 nanostructures. We also investigated the effect of citrate concentrations on the crystal morphology of the obtained Bi2O3. While maintaining the amount of HMT and Bi(NO3)2·6 H2O constant, the citrate concentrations were changed to modify the product morphology, and the important results are presented in Fig. 2. Without citrate ions, long Bi2O3 rods were formed (shown in Fig. 2a). The nanorods have lengths of 6–9 μm and diameters ranging from 300 to 900 nm, producing a typical aspect ratio (height to width) of about 13. When a very small quantity of citrate ions (citrate ion/Bi3+ of 0.02) was added, the Bi2O3 rods became shorter and thicker (Fig. 2b), and the aspect ratio (height to width) was rapidly decreased. As the citrate concentration increased, the length of the Bi2O3 rods decreased further with increased diameter (Fig. 2c), and plate-like Bi2O3 nanostructures rather than rod-like crystals were obtained at a high citrate concentration (citrate ion/Bi3+ of 1), as presented in Fig. 1a. By further increasing the amount of citrate ion/Bi3+ to 2, the product retained the hexagonal plate-like shape, as seen in Fig. 2d. However, an obvious difference that can be observed is the presence of many long strings of hexagonal plates. The diameter and thickness of the plates are estimated to range from 1.3 to 1.8 μm and 70 to 130 nm, respectively. The nanoplates stacked face-to-face with each other to form long strings with a length up to a few microns, which, as a whole, resembled the cylinders. The stacked cylinders can be made of several or tens of nanoplates. A typical TEM image of the stacked cylinder is displayed in Fig. 3a. As can be seen in Fig. 3a, the interstices between neighboring nanoplates are clearly observed. The formation of these special structures of plate-built cylinders is due to the self-assembly of the primary nanoplates through oriented attachment. Similar phenomena have been demonstrated on LaF3 nanodisks and PbWO4 microcrystals.33,34 As the molar ratio of citrate ion/Bi3+ was increased to 5, besides the plate-built cylinders with thinner thickness, some nanoplates with a hole at the middle appeared, as seen in Fig. 2e and Fig. 3b–d. The sizes and shapes of the inner holes vary from plate to plate (Fig. 3b–d). Most of the plates have one hole (Fig. 3b). While in some cases, the plates may possess two or more holes (Fig. 3d). Another main feature is that the nanoplates have a wedge shape that becomes thinner towards the center (Fig. 3b–d). Further increasing the molar ratio of citrate ion/Bi3+ to 10, almost all the nanoplates were dramatically changed into ring-like structures (Fig. 2f). Most of the rings have an hexagonal base and their morphology is fairly uniform. These nanorings have outer diameters of 0.7–1.3 μm, inner diameters of 0.6–1.2 μm, and wall thickness of 30–80 nm. The hexagonal cross-section of the outer shape and central hole is easily identified (the inset in Fig. 2f). It is obvious that the nanorings are evolved from the nanoplates with holes. The formation of these nanorings can be attributed to the well-known Ostwald ripening process from the inner side toward the outside of the nanoplates. Under high concentration of citrate ions, the thickness of the formed plate is thinner and the density of defects at the center of the plate is higher due to the dense citrate ions stabilized primary nanocrystals. Therefore, the central part of the plate has a large tendency to dissolve35 and eventually leads to the formation of a hole at the center. As the hole becomes larger, the plate becomes a hexagonal ring.
Fig. 3 (a) Typical TEM image of the plate-built cylinder; (b–d) TEM images of the nanoplates with one or more holes. |
Accompanied with the morphology changes from long hexagonal rods to short hexagonal crystals, hexagonal nanoplates, and then to plate-built cylinders, nanoplates with holes, and hexagonal nanorings with the increase of citrate concentrations, the size and the aspect ratio of the crystals can also be well modulated accordingly. The aspect ratios (height to width) and widths as a function of citrate concentrations are shown in Fig. 4a and b, respectively. The results demonstrate that the aspect ratio of the crystals is directly related to the citrate concentration. The aspect ratio shifts to progressively lower values as citrate concentration increases, which can be tuned from 13 to 0.03 under current experimental conditions. The width, does not increase directly in relation to an increase in citrate concentration. As the molar ratio of citrate ion/Bi3+ increases, the width increases markedly at first and reaches a maximum value of about 2.1 μm at a molar ratio of 1, it then reduces slightly, and reaches a value of 1.2 μm at a molar ratio of 10. The results indicate that at a molar ratio of less than 1, the citrate ions mainly adsorb on the (11) facets, but with an increase in the molar ratio (>1) the growth of the ± (101), ±(110), and ± (01) side facets is also suppressed by the adsorption of citrate ions, inducing the reduced width of Bi2O3 crystals. In fact, when the molar ratio is increased to 20, almost no Bi2O3 crystals are formed due to the suppressed growth of Bi2O3 crystals by the strong adsorption of citrate ions.
Fig. 4 The aspect ratios (height to width) (a) and widths (b) for Bi2O3 structures as a function of citrate concentrations. |
The UV-vis absorption spectra were examined to study the optical properties of the representative Bi2O3 samples. As an example, Fig. 5 shows the typical absorption spectrum of the Bi2O3 nanoplates shown in Fig. 1a (denoted as sample 4). An estimate of the optical bandgap Eg for direct interband transitions can be made by using the following equation for a semiconductor:
(αhv)2 = B(hv − Eg) |
Fig. 5 Optical absorption spectrum of the Bi2O3 nanoplates, the inset shows the plot of (αhv)2versus hv. |
where hv is the photon energy, α is the absorption coefficient, B is the parameter that relates to the effective masses associated with the valence and conduction bands. Therefore, the optical bandgap for the absorption edge can be obtained by extrapolating the linear portion of the plot (αhv)2versus hv to α = 0. The inset of Fig. 5 shows the plot of (αhv)2versus hv calculated from the absorption spectrum. From the results, the direct bandgap is determined to be 3.05 eV for the Bi2O3 nanoplates. Using a similar method, the direct bandgaps for the samples shown in Fig. 2 (denoted as sample 1, 2, 3, 5, 6, and 7, respectively) are determined to be 2.50, 2.57, 2.75, 3.93, 3.78, and 3.50 eV, respectively (shown in Table 1). It has been reported that the bandgap of Bi2O3 may change from 2 to 3.96 eV,19,20,36,37 depending on preparation technology. In our case, samples 1 and 2 have similar bandgaps, and the bandgaps for the samples 1–4 show a slight enhancement with the aspect ratio decreasing. As the morphologies of the samples changed from plates to plate-built cylinders and nanorings, the bandgaps show obvious variations. This indicates that the bandgaps of our samples change with the sample shapes and sizes, which may be partially associated with the modified Bi2O3 surfaces by the adsorption of citrate ions.
Samples | Morphologies | Bandgaps/eV |
---|---|---|
1 | Long nanorods | 2.50 |
2 | Short microrods | 2.57 |
3 | Short microrods | 2.75 |
4 | Nanoplates | 3.05 |
5 | Plate-built cylinders | 3.93 |
6 | Nanoplates with holes | 3.78 |
7 | Nanorings | 3.50 |
This journal is © The Royal Society of Chemistry 2012 |