Yugang
Sun
and
Younan
Xia
*
Department of Chemistry, University of Washington, Seattle, Washington 98195-1700, USA
First published on 4th April 2003
This paper presents several solution-phase methods for the large-scale synthesis of metal nanoparticles with controllable compositions (e.g., spherical nanoparticles of gold/silver alloys), morphologies (e.g., nanospheres, triangular nanoplates, circular nanodisks, and nanocubes of silver), and structures (e.g., solid vs. hollow colloids). Spectral measurements indicated that the positions of surface plasmon resonance (SPR) bands for these nanoparticles could be tuned by varying all these parameters. The number of SPR peaks was found to increase as the symmetry of the nanoparticles decreased. In addition to their use as chromophores with strong extinction coefficients, these nanoparticles could serve as a platform to probe binding events of chemical and biochemical species on their surfaces. Gold nanoshells with hollow interiors were, in particular, shown to exhibit a much higher sensitivity to environmental changes than gold solid colloids with roughly the same size.
Previous studies suggested that the SPR band of spherical silver or gold nanoparticles could only be slightly varied by changing their sizes in the range of 1 to 100 nm.3,15 In contrast, the SPR band could be tuned in the spectral region from visible to near-infrared by working with nanoparticles of other morphologies or structures.16 For example, El-Sayed and co-workers16a and Murphy and co-workers16b have shown that nanorods of gold exhibit two SPR peaks, with the wavelength of transverse mode located at 525 nm and the wavelength of longitudinal mode tunable in the spectral region from visible to near-infrared depending on their aspect ratios. Recent studies by Halas et al. suggest that the plasmon peak of gold nanoshells could be conveniently tuned to cover the spectral regime from 600 to 1200 nm by changing the diameter and wall thickness of the nanoshells.16e Here we describe a number of synthetic approaches to silver and gold nanoparticles with well-controlled compositions, morphologies, and structures. As shown in Fig. 1, these nanoparticles provide a platform to tune the SPR band in the spectral range from 400 to 750 nm.
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| Fig. 1 A list of silver and gold nanoparticles having various morphologies, compositions, and structures, together with their typical locations of SPR bands in the visible regime. | ||
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| Fig. 2 (A) UV-visible extinction spectra of solid colloids made of pure silver, pure gold, and silver/gold alloys with various molar fractions of gold. All spectra were normalized against their peak extinctions. (B) A plot showing the linear dependence between the extinction peak position (λmax) and the molar fraction (xAu) of gold in the nanoparticles: λmax = 412 + 1.13xAu. | ||
In addition to variation of chemical composition, control of morphology provides another means to tune the SPR band of metallic nanostructures as illustrated by the theoretical predictions.2 However, the correlation between the geometrical shape of metal nanoparticles and their plasmon resonant spectral response has not been experimentally investigated due to the difficulties to obtain particles with well-defined shapes in bulk quantities. We have successfully prepared silver nanoparticles with various regular shapes, and earned a chance to systematically investigate the dependence of SPR response on morphology. For example, Fig. 3A shows the extinction spectra obtained from aqueous dispersions of silver nanoparticles having different morphologies, with their TEM images shown in Fig. 3B–D. The TEM image shown in Fig. 3B indicates that the silver nanoparticles characterized by a SPR peak at 391 nm were essentially spherical in shape, with a mean diameter of 5.6 ± 3.9 nm. The color of this dispersion turned from yellow to greenish blue after it had been irradiated with visible light for 40 h. TEM studies (Fig. 3C) revealed that the spherical colloids had been transformed into triangular nanoplates whose edge lengths varied from ∼30 to ∼90 nm. The corners of these nanoplates were rounded with various curvatures. This photo-induced change in shape was also reflected in their extinction spectra (Fig. 3A). After irradiation, the solution exhibited three distinctive peaks located at 688, 485 and 334 nm. According to the theoretical calculation by Schatz et al.,16f these peaks could be assigned to the in-plane dipole, in-plane quadrupole, and out-of-plane quadrupole plasmon resonance bands, respectively. Circular nanodisks were also obtained after the dispersion of triangular nanoplates was irradiated with 365 nm UV light. This morphological transformation was accompanied with a color change from greenish blue to dark red. A TEM image of these nanodisks is shown in Fig. 3D, and their strongest SPR peak was blue-shifted to 585 nm (Fig. 3A). Note that the number of SPR peaks usually increases as the symmetry of nanoparticles is decreased: spherical nanoparticles (with Cs symmetry) exhibit only one peak, whereas two and three peaks are often observed for circular nanodisks (with C∞,h symmetry) and triangular nanoplates (with D3h symmetry), respectively.
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| Fig. 3 (A) UV-visible extinction spectra of spherical nanoparticles, triangular nanoplates and circular nanodisks of silver that were stabilized with PVP and citrate. (B) A TEM image of the spherical silver nanoparticles. (C) A TEM image of the triangular nanoplates of silver that were formed by irradiating the sample in (B) with visible light for 40 h. (D) A TEM image of circular silver nanodisks that were prepared by irradiating the sample in (C) with 365 nm UV light for 8.5 h. | ||
We have recently prepared a new class of silver nanoparticles with cubic shapes (or an Oh symmetry) through a modified polyol process.21Fig. 4A shows the SEM image of a typical sample of silver nanocubes, and indicate the large quantity and good uniformity that we were able to achieve using this approach. These silver nanocubes had a mean edge length of 175 nm. Smaller cubes could also be obtained by simply shortening the growth time and/or decreasing the concentration of silver precursor. For example, nanocubes with an average edge length of 80 nm were prepared under the same conditions as in Fig. 4A, except that the AgNO3 concentration was reduced from 0.25 to 0.125 M and the growth time was shortened to 30 min. These nanocubes were found to exhibit unique SPR features as comparison with spherical nanoparticles. Fig. 4B shows the extinction spectra of cubic (the solid curve) and spherical (the dotted curve) silver nanoparticles that had roughly the same dimension (∼80 nm). The isotropic, spherical nanoparticles displayed a strong SPR band around 430 nm, while the anisotropic, cubic nanoparticles exhibited three SPR bands (located at 350, 400, and 470 nm). As the size of silver nanocubes was increased from 80 to 175 nm, these three SPR peaks were red-shifted to 370, 438, and 560 nm (the dashed curve).
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| Fig. 4 (A) A typical SEM image of silver nanocubes with a mean edge length of 175 nm. (B) A comparison between the UV-visible extinction spectra of 80 nm spherical nanoparticles, 80 nm nanocubes, and 175 nm nanocubes of silver. | ||
The SPR property of metallic nanoparticles could be further tuned by controlling their structure and local dielectric environment.6,7 For example, gold nanoshells with hollow interiors have been synthesized via a template-engaged replacement reaction between silver nanoparticles with an aqueous HAuCl4 solution.18 A TEM image of such gold nanoshells is shown in Fig. 5A. The center portions of particles were lighter than their edges. Whereas the TEM image of gold solid colloids (Fig. 5B) shows that the central portions of them were darker than their edges. The curve e in Fig. 5C gives the extinction spectrum of an aqueous dispersion of silver nanoparticles (∼25 nm in diameter) after they had been completely converted into gold nanoshells by reacting with HAuCl4. Unlike gold solid nanoparticles, these gold nanoshells with hollow interiors had a SPR peak at 720 nm rather than 520 nm (the curve a, Fig. 5C), indicating that they had a high extinction coefficient in the red regime. Since the walls of these gold nanoshells were thinner than the mean free path (∼50 nm) of free electrons in the bulk gold,22 the contribution to dielectric function as caused by size-dependent electron scattering became sufficiently significant to be ignored. As a result, even a slight change in the shell thickness would greatly shift the wavelength of the SPR peak. These nanoshells with thin walls could be thickened by depositing additional gold onto their surfaces through an electroless process that involved the reduction of HAuCl4 with sodium citrate. The curves b, c, and d in Fig. 5C show the extinction spectra of three samples of gold nanoshells after various amounts of HAuCl4 and sodium citrate had been added. As more gold was plated onto the surfaces of these shells, their SPR peak continuously shifted to the blue side (from 720 to 560 nm). The color of these aqueous suspensions of gold nanoshells also changed from dark blue through purple to pink (as shown in Fig. 5D). Different from these gold nanoshells, the dispersion of gold solid nanoparticles with a mean diameter of ∼30 nm had a red color and exhibited a sharp SPR peak centered at 520 nm.
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| Fig. 5 TEM images of (A) gold nanoshells obtained by reacting 25 nm silver nanoparticles with HAuCl4 and (B) gold solid colloids with diameter of ∼30 nm. (C) UV-visible extinction spectra and (D) photographs of aqueous dispersions of gold nanoshells (e, ∼25 nm in core diameter) after their surfaces had been electrolessly plated with gold of various thicknesses (b–d). As a comparison, the spectrum and photograph of a dispersion of gold solid colloids (∼30 nm in diameter) were also shown (a). | ||
To figure out the exact wall thickness for these nanoshells, we modified the Mie equation to calculate the scattering cross sections (and thus the extinction coefficients) of an individual gold nanoshell.23 In a typical calculation, the nanoshell was assumed to have a spherical shape with a core diameter of 25 nm and whose interior was filled with the dispersion medium. The calculated wall thicknesses of gold nanoshells, whose SPR peak positions were same as curves b–e in Fig. 5C, were 6.0, 3.0, 2.0, and 1.65 nm, respectively. These calculated values were consistent with the results from TEM observations. The calculated spectra were also shown in Fig. 6A. It was worth noting that the SPR peak blue-shifted by 35 nm (from 720 to 685 nm) when the wall thickness increased from 1.65 to 2.0 nm (with a net increase of only 0.35 nm). This result further confirmed that the position of SPR band of gold nanoshells was extremely sensitive to their wall thickness. For gold nanoshell with a core diameter of 25 nm, their SPR peak position (λmax) had a linear dependence on the reciprocal of wall thickness (t, unit in nm): λmax = 503 + 363/t. This demonstration suggested that gold nanoshells with tunable SPR peaks could be synthesized by controlling the wall thickness.
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| Fig. 6 (A) Extinction spectra calculated for spherical gold shells with a core diameter of 25 nm and various wall thickness: 1.65, 2.0, 3.0, and 6.0 nm. (B) The relationship between extinction peak position (λmax) and the reciprocal of wall thickness (t−1, nm−1): λmax = 503 + 363t−1. | ||
When the surface plasmon mode is excited in gold, its intensity decays exponentially over a length scale of ∼50 nm.24 The modulation of SPR for surface-modified gold nanostructures should be dominated by the dielectric constant of the absorbate layers instead of the bulk solvent medium. As a result, gold nanostructures provide a means of detecting changes that occur in the region extremely close to the gold–solution interface. The sensitive response of SPR to environmental changes has been explored to optically detect binding events on the surfaces of colloidal particles. According to the Mie scattering theory,2 any variation in the refractive index of the local environment around the colloid surface should lead to some changes in the intensity and/or position of the SPR peak. Such variations could arise from a compositional change in the dispersion medium, or from binding events that might occur at the colloid/solution interface. In general, an increase in the refractive index of surrounding medium often causes the SPR peak to shift to longer wavelengths. Based on this notion, a label-free colorimetric sensor has been demonstrated by Nath and Chilkoti to interrogate the biomolecular interactions in real time on the surfaces of gold colloids.25 The sensitivity of such an optical probe also strongly depends on the size, shape, and dielectric properties of the metal colloids. Here, we compare the sensitivity of gold solid colloids and gold shells to the change of dispersion medium. The modified Mie equation was also used to calculate the scattering cross sections of a gold nanoshell and a gold solid colloid immersed in different solvents. In this case, the nanoshell and solid colloid were both assumed to have a spherical shape. Their extinction coefficients were calculated when the surrounding media were replaced with solvents having a range of different refractive indices. The interior of gold nanoshell was also assumed to be filled with the surrounding solvent. The calculated results illustrated that the extinction peak for both gold nanoshell (with a core diameter of 25 nm and wall thickness of 2 nm) and gold solid colloid (with diameter of 25 nm) were continuously red-shifted as the refractive index of surrounding medium increased, along with an increase in the extinction intensity. Fig. 7 plots the computed peak shift (relative to the sample with water as the dispersion solvent, n = 1.33) against the refractive index of the surrounding medium. The relative peak shift increased linearly with respect to the refractive index. The sensitivity factors (Δλmax/Δn) were calculated as 66.5 and 328.5 nm per refractive index unit (RIU) for the solid colloid and nanoshell, respectively. These values implied that the gold nanoshells were ∼5 times more sensitive to the environmental change when compared to gold solid colloids with roughly the same dimensions. Such an enhanced sensitivity to the environmental change might make gold nanoshells a useful platform to probe the binding events occurred on the surface.
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| Fig. 7 Plots of the dependence of peak shift (Δλmax, relative to the peak position calculated for water with n = 1.33) on the refractive index of surrounding medium. The sensitivity factors, Δλmax/n, were 328.5 and 66.5 nm RIU−1 for gold nanoshell (with a core diameter of 25 nm and a wall thickness of 2 nm) and solid colloid (with diameter of 25 nm), respectively. | ||
In addition to the unique colors and highly sensitive response to environmental changes, these metallic nanoparticles could also serve as effective substrates for surface-enhanced Raman scattering (SERS). This enhancement effect is mainly due to the significant enhancement of electromagnetic field at the surface of metallic nanoparticle that is induced by the photo-excitation of conduction electrons. The local field on the metal surface increases to a maximum when the wavelength of incident light is consistent with the plasmon frequency of metallic nanoparticles.26 The maximum enhancement factor also increases when the metallic nanoparticle has low symmetry and/or concentric structures (e.g., metal shell with a dielectric core).26,27 As a result, this technique should have high potentiality to probe single molecule when proper metallic particles presented in this work are used as the SERS-active substrates.
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