Qiang
Yuan
ab and
Xun
Wang
*a
aDepartment of Chemistry, Tsinghua University, Beijing, 100084, P. R. China. E-mail: wangxun@mail.tsinghua.edu.cn
bDepartment of Chemistry, Guizhou University, Guiyang, Guizhou province 550025, P. R. China
First published on 27th August 2010
Noble metal nanocrystals with controlled morphologies play important role in many fields, such as catalysis and SERS, etc. To date, solution-based methods developed to synthesize nanocrystals mainly exploit organic reagents as solvents including polyol, oleic acid/oleylamine, toluene, diphenyl ether and so on. In organic solvent systems, expensive organometallic precursors and toxic organic solvents are often used, bringing about substantial environmental issues. In this article, based on our recent endeavors, we will summarize facile, general aqueous methods to synthesize monodisperse, uniform, single and binary noble metal nanostructures and their applications in liquid fuel cells. We believe this review article will be useful to those devoted to the catalysis and nanocrystal fields.
![]() Qiang Yuan | Dr Qiang Yuan is currently a postdoctoral research fellow in Professor Xun Wang's group. He received his BS degree from department of chemical engineering, Fuzhou University in 1997, and MS and PhD degree from department of chemistry, Xiamen University in 2001 and 2006, respectively. He joined the faculty of chemistry department and was appointed as associate professor of Guizhou University in 2006. His current research interests include controllable synthesis, understanding formation mechanism and application in catalysis of nanocrystals. |
![]() Xun Wang | Professor Xun Wang received his PhD degree from the Department of Chemistry, Tsinghua University in 2004. He joined the faculty of the Department of Chemistry, Tsinghua University in 2004, and was promoted to associate professor and full professor in 2005 and 2007, respectively. His main awards include National Science Fund for Distinguished Young Scholars (2007) and IUPAC Prize for Young Chemists (2005). His current research interests include synthetic methodology, self-assembly and properties of inorganic nanocrystals. |
Up to now, many synthesis methods have been developed to synthesize nanomaterials. Whereas the synthesis strategies can be mainly summarized as two approaches: physical (top-down) approach (e.g. evaporation and laser ablation) and chemical (bottom-up) approach. Among them, the bottom-up, solution-based approach is widely used to produce monodisperse, uniform and sub-10 nm nanostructures.39,40 The solvent plays a key role in the solution-based approaches. To date, solution-based methods developed to synthesize nanocrystals that mainly exploit organic reagents as solvents including polyol, oleic acid/oleylamine, toluene, diphenyl ether and so on. In organic solvent systems, expensive organometallic precursors and toxic organic solvents are often concerned, bringing about substantial environmental issues.
Water, as an environmentally friendly solvent with the most abundant resources, can avoid these concerns as most metal chlorides and nitrates can be dissolved in it. However, compared with organic solvent systems, limited successful examples have been achieved to produce uniform noble metal nanocrystals in an aqueous solution.28,30,36,41–43 In this article, based on our recent endeavors, we summarize facile, general aqueous methods to synthesize monodisperse, uniform, single and binary noble metal nanostructures and their applications in liquid fuel cells.
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Fig. 1 (a) TEM and (b) HRTEM images of Pd nanocubes. The inset in (b) is the FT pattern of the selected area; TEM images of Pd nanocrystals synthesizes without SLS (c) and without NaBr (d); TEM (e) and HRTEM (f) images of Rh nanocubes. Reproduced with permission from ref. 41. Copyright 2009 the Royal Society of Chemistry. |
Interestingly, high-selectivity Rh nanocrystals with a variety of morphologies can be tuned by halogen anions (F−, Cl−, Br−, I−). Rh nanodendrites (Fig. 2a and b) with nearly 100% selectivity and narrow size distribution from 18 to 25 nm have been achieved in an aqueous solution containing RhCl3, PVP, SLS and NaF. The HAADF-STEM image (Fig. 2d) reveals the nanodendrites consist of many branches, each branch is along different direction, and the maximum number of branches can be beyond twenty. The HRTEM image (Fig. 2c) shows each branch of a single rhodium nanodendrite is shaped like a rice grain with sharp tip and an edge-to-edge width W of about 4.8 nm, and an apex-to-apex length L around 7.3 nm. The interval between two lattice fringes was examined to be 0.220 nm, closed to the (111) lattice spacing of the fcc rhodium. Moreover, the lattice fringes of each branch are along the same direction, which indicates the branch is single crystalline.
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Fig. 2 The TEM and HRTEM images of rhodium nanostructures synthesized in the presence of NaF, NaCl, NaBr and NaI, respectively: (a)–(d) dendrites, NaF; (e) horned particles, NaCl; (f) cubes, NaBr; (g) and (h) network-shaped wires, NaI. Reproduced with permission from ref. 43. Copyright 2010 American Chemical Society. |
The dendritic structure is one of the most complex structures synthesized by colloidal chemistry processes thus far and was produced mainly via kinetic control,30,53 because their anisotropic shapes give them larger surface areas, which is metastable and energetically unfavorable for thermodynamic control. The formation mechanism of rhodium dendrites was deduced as following. In the first stages, the Rh3+ ions were reduced by PVP at elevated temperature and nucleated to form seeds. The seeds grew and sprouted in random directions to form rice-shape or horned particles with size of ∼5 nm or so by Ostwald ripening. Then the rice-shaped and horned particles were attached or aggregated to branched structures (dendrites). It was supported by the intermediates of rhodium dendrites (Fig. 3).
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Fig. 3 The TEM images of intermediates of Rh nanodendrites at primary growth stage. Reproduced with permission from ref. 43. Copyright 2010 American Chemical Society. |
The other high-selectivity morphologies of Rh nanostructures such as horned particles, cubes and network-shaped wires (Fig. 2e–g) can be produced by replacement F− with equal mole quantity of other halogen anion (Cl−, Br− and I−). Among these nanostructures, the rhodium network-shaped wires were first reported by us. The formation mechanism of network-shaped wires is suggested by interface–defect and tip-connection attachments (Fig. 2h)
In this system, it is proposed that the electronegativity and ionic radii of different halogen anions (F−, Cl−, Br− and I−) should play the most important role in these processes, which would affect the coordination strength/number of rhodium and halogen. Maybe these factors integrate to control the reduction, nuclei and growth rate of Rh crystals. Meanwhile, the effect of SLS is also important to obtain rhodium crystals with highly selective morphologies.
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Fig. 4 TEM images of representative Pd–Pt nanocube alloys. (a) Pd90.6Pt9.4 (b) Pd80.8Pt19.2, (c) Pd74.4Pt25.6, (d) Pd66.0Pt34.0. (The inset is HRTEM and FT patterns of single nanocube.) Reproduced with permission from ref. 36. |
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Fig. 5 STEM image and EDS line scanning profiles of a single nanocube alloy. Reproduced with permission from ref. 36. |
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Fig. 6 The Pd and Pt XPS spectra of Pd–Pt nanocubes alloys. Reproduced with permission from ref. 36. |
Furthermore, one-dimensional binary noble metal nanostructures, Pd/Pt and Rh/Pt ultrathin wires have been achieved by a seed-mediated method in aqueous solution containing only Pd or Pt seeds, PVP and Pt precursor. Seed-mediated epitaxial growth method is often exploited to synthesize binary metallic heterostructures. The morphologies of final products are mainly determined by both the shapes of the seeds and the lattice mismatch of binary metals. Accordingly, the morphologies of the products are commonly similar to those of seeds. In our synthetic strategy, we made use of Pt epitaxial growth on Pd or Rh (the Pd and Pt have a very small lattice mismatch of only 0.77%, the lattice mismatch of Rh/Pt is about 3.2%) nanocube seeds to produce heterostructured ultrathin nanowires.41,42
Fig. 7a and b show the selectivity of Pd/Pt nanowires is nearly 100%. The length of the wires can exceed 300 nm. The wires are made of nodes and stems, the diameter of Pt stems is about 3.1 ± 0.1 nm and that of nodes is below 5.0 nm (Fig. 7c). The STEM image and selected-area element analysis maps of Pt and Pd are shown in Fig. 8a, the results indicated that Pt atoms distribute in the whole area (green), whereas, the Pd atoms nearly distribute in the portion of nodes (orange). The results of the EDS line profiles taken from the single node and the single stem (Fig. 8c and d) indicate the node is made of Pt and Pd atoms, nevertheless, the stem is almost made of Pt atoms. Meanwhile, the EDS line profile (Fig. 8c) of single node indicates the node has the core–shell structure. The distance of surface lattice fringes of a node is 0.227, which corresponds to (111) of fcc platinum (Fig. 7d). It showed the node has Pd@Pt structure. The above-mentioned evidence indicated that the heterostructured nanowires are made of core–shell Pd@Pt structured nodes (the heavy dark dots) and Pt stems.
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Fig. 7 TEM (a, b) and HRTEM (c) and (d) images of Pd/Pt heterostructured nanowires. Reproduced with permission from ref. 41. |
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Fig. 8 STEM images (a) and (b) of Pd/Pt heterostructured nanowires and selected-area (the red rectangle) element analysis maps of Pt (green) and Pd (orange) and (c, d) cross-sectional compositional EDS line profiles. Reproduced with permission from ref. 41. |
With same synthesis strategy, high-yield Rh/Pt bimetallic ultrathin nanowires have been synthesized42 (Fig. 9). However, the results of EDS line scanning and elemental analysis maps have shown that the Rh atoms distribute discretely in the wires.42 At the same time, the nodes of Rh/Pt wires are not core–shell structures. The reason suggested is the difference of size of seeds. For Pd/Pt wires and Rh/Pt wires, the size of Pd seeds and Rh seeds is about 8.0 nm and 3.3 ± 0.2 nm, respectively. It is hard for the Pt atoms to fully displace the inner Pd atoms of Pd seeds via diffusion, which makes the core–shell Pd@Pt nodes. According to the presence of intermediates such as elongated particles and short rods, the formation mechanism of bimetallic Pd/Pt and Rh/Pt ultrathin wires was described as following (Scheme 1). The first step was that the Pt4+ ions diffused the to surface of Pd and Rh seeds were and reduced by surface atoms of the seeds via galvanic replacement, at the same time, the Pt nucleated and grew along the lowest energy facet orientation (111) to form Pt particles. Then, the rest of Pt ions and re-oxidized Pd or Rh ions were reduced by an autocatalytic process and grew anisotropically along the (111) facets of the Pt shell to form the short rods. Finally, the rods grew into wires by oriented attachment at the ends of each short rod. The growth mode led to the formation of wire structures with heavy nodes and stems.
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Fig. 9 TEM and HRTEM images of Rh/Pt ultrathin nawires. Reproduced with permission from ref. 42. Copyright 2010 American Chemical Society. |
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Scheme 1 Proposed illustration of formation modes of Pd/Pt and Rh/Pt bimetallic nanowires. |
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Fig. 10 The cyclic voltammetric curves (CVs) of Rh cubes (black), horned particles (red) and nanodendrites (blue) in a 0.1 M ethanol +0.1 M HClO4 solution. Reproduced with permission from ref. 43. Copyright 2010 American Chemical Society. |
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Fig. 11 (a) The comparison of electrocatalytic activity of PdPt nanocubes alloys, Pd nanocubes and commercial Pd black. (b) The dependence of the peak potential and current on Pt content. Reproduced with permission from ref. 36. |
The electrocatalytic properties of the Rh/Pt bimetal alloys, Rh nanocubes and commercial Pt black were shown in Fig. 12. This showed that Rh favors a decreased peak potential compared with Pt black. However, the peak current decreased with increasing Rh content in the order Rh/Pt 3, Rh/Pt 2, Rh/Pt 1 and Rh cubes. Meanwhile, the ultrathin Rh/Pt 3nanowires exhibited maximum catalytic activity. There are two peaks in Fig. 12. Commonly, Peak A is ascribed to the oxidation of ethanol to acetaldehyde, acetic acid and CO2, and Peak B is almost completely ascribed to acetic acid.60,61 Furthermore, the peak intensity of Peak B is obviously higher than that of Peak A on commercial Pt catalysts. This means that the acetic acid is the main “end-product” for pure Pt catalysts. The partial oxidation of ethanol tremendously lowered the efficiency of energy utilization and impeded the use of ethanol in fuel cells. However, peak B is much lower than peak A on Rh/Pt bimetallic catalysts. This means that the Rh can enhance the selectivity of ethanol oxidation to CO2.
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Fig. 12 The cyclic voltammetric curves (CVs) of Rh cubes, commercial Pt black and Rh/Pt bimetal alloys in a 0.1 M ethanol + 0.1 M HClO4 solution. Reproduced with permission from ref. 42. Copyright 2010 American Chemical Society. |
In situ FTIR spectroscopic studies are commonly used to identify the intermediates and products of ethanol oxidation. The in situ FTIR spectra of commercial Pt and Rh/Pt bimetal catalysts are shown in Fig. 13a–d. The band at 2345 cm−1 is the signature peak for the OC
O asymmetric stretch vibration of CO2, which reflects the cleavage of the C–C bond in ethanol oxidation. The band at ∼1715 cm−1 is the stretching vibration of the C
O bond in acetic acid and/or acetaldehyde because of possible overlap at this location. A well-defined band at 1285 cm−1 is the characteristic absorption of C–O stretching in acetic acid, which is usually used for quantitative analysis of acetic acid. The band intensities of acetic acid and/or acetaldehyde are obviously stronger than those of CO2 on commercial Pt black at the potential beyond 0.4 V (Fig. 13a). Comparison of the ratio of band intensity of CO2 to acetic acid (located at 1285 and 1715 cm−1) for in situ FTIR spectra of ethanol oxidation on the commercial Pt black and Rh/Pt heterostructured catalysts at 0.80 V is illustrated in Fig. 13e. Obviously, much more CO2 and much less acetic acid was formed on Rh/Pt alloys catalysts as compared with commercial Pt black. For example, the band intensities of CO2 at 2345 cm−1 and acetic acid at 1285 cm−1 are 0.0107 and 0.0023 respectively on the Rh/Pt 3 catalysts (nanowires) at 0.80 V (Fig. 13f), and corresponding values are 0.0090 and 0.0052 on the commercial Pt black.42 The ratio value of band intensities of CO2 to acetic acid on the Rh/Pt 3 (nanowires) is 2.69 times that on the commercial Pt black (i.e., 4.65 vs. 1.73). Besides, the ratio value of band intensities of CO2 to that located at 1715 cm−1 on the Rh/Pt 3 (nanowires) is 2.27 times to that on the commercial Pt black (i.e., 1.43 vs. 0.63). It implies that the introduction of Rh favors the splitting of the C–C bond and enhances the CO2 selectivity. Among these samples, Rh/Pt 3 ultrathin nanowires showed the best activity and selectivity toward oxidizing ethanol to CO2 (Fig. 12 and 13e).
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Fig. 13
In situ FTIR spectra of samples for ethanol oxidation in a 0.1 M ethanol + 0.1 M HClO4 solution. (a) Commercial Pt black; (b) Rh/Pt 1; (c) Rh/Pt 2; (d) Rh/Pt 3 (nanowires). (e) Band intensity comparisons of CO2 with 1280 and 1715 cm−1 of commercial Pt black and Rh/Pt heterostructures at 0.8 V. (f) Band intensities as a function of potential associated with CO2, 1715 and 1280 cm−1 of ethanol oxidation on ultrathin wires surfaces. Note: Black squares: 2345 cm−1 band of CO2; blue triangles: 1715 cm−1 C![]() |
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