Alexander Yu.
Polyakov
a,
Vasily A.
Lebedev
ac,
Evgeny A.
Shirshin
b,
Artem M.
Rumyantsev
b,
Alexander B.
Volikov
c,
Alexander
Zherebker
c,
Alexey V.
Garshev
acd,
Eugene A.
Goodilin
ac and
Irina V.
Perminova
*c
aDepartment of Materials Science, Lomonosov Moscow State University, Leninskie Gory 1-73, 199991 Moscow, Russia
bDepartment of Physics, Lomonosov Moscow State University, Leninskie Giry 1-2, 119991 Moscow, Russia
cDepartment of Chemistry, Lomonosov Moscow State University, Leninskie Gory 1-3, 119991 Moscow, Russia. E-mail: iperm@org.chem.msu.ru; Fax: +7 495 939 55 46; Tel: +7 495 939 55 46
dBaikov Institute of Metallurgy and Materials Science of RAS, Leninskiy Prospect 49, 199991 Moscow, Russia
First published on 29th December 2016
The growth of gold nanoparticles (AuNPs) assisted by humate – a natural hyperbranched polyelectrolyte – was studied using in situ and ex situ techniques. The conditions for formation of almost monodisperse gold nanospheres of 13 ± 3 nm diameter with pronounced plasmonic properties were defined. A striking similarity was found between humate- and citrate-mediated growth of AuNPs: the formation of gold nanospheres involved rapid nucleation of gold seeds, slow growth within the intermediate agglomerates (visible as nanoworms after drying on a TEM grid), and rapid peptization into the final gold nanospheres. Both humate and citrate syntheses produced ultrastable gold sols with pronounced plasmonic properties. The substantial difference was slower kinetics of humate synthesis, 240 min versus 15 min for citrate, and the water redispersible properties of the humate-capped gold nanospheres after freeze drying, which was not seen with the citrate AuNPs. Theoretical calculations revealed a leading role of steric factors in the formation of intermediate aggregates of capped AuNPs at the stage of their slow growth in the case of both citrate and humate. We suggested that it was the polyelectrolyte nature of humate which enabled the water-redispersibility of humate- versus citrate-capped gold nanoparticles.
In our previous studies we demonstrated how humic polyanions derived from leonardite could be efficiently used to control the growth (sizes) and morphology of iron oxohydroxide nanoparticles.32,33 We have also shown the excellent colloidal stability and biocompatibility of humate-capped NPs.34,35
In this work, we used leonardite-derived humate as a capping agent to achieve control over the morphology, size distribution, plasmonic properties, and water redispersibility of AuNPs. Firstly, we defined the conditions for humate-mediated synthesis of spheroidal AuNPs with a narrow size distribution and enhanced optical properties; secondly, we studied the growth of spheroidal humate AuNPs as compared to citrate AuNPs; thirdly, we surmised the mechanisms which underlie the ultrastability and water-redispersibility of AuNPs capped with polyelectrolytic humate as opposed to low molecular weight citrate.
Commercially available potassium humate from leonardite (a highly oxidized variety of lignites) (CHP) was used in our studies. It was characterized using elemental and functional group analyses, 13C NMR spectroscopy, and size exclusion chromatography (SEC). The H/C and O/C atomic ratios were 0.84 and 0.38, respectively, showing the highly aromatic character of the humic material used. This was also confirmed by the 13C NMR data on carbon distribution among the structural fragments (in % of the total C): 15% aliphatic C, 7% aliphatic O-substituted C, 47% aromatic C, 12% aromatic O-substituted C, 13% carboxylic and ester C, 5% ketone C. The functional group analysis yielded a total acidity of 5.3 ± 0.9 mmol g−1 and carboxylic acidity of 2.9 ± 0.5 mmol g−1. The SEC-determined weight-average molecular weight (Mw) was 10.0 ± 0.2 kDa, and the number-average molecular weight (Mn) was 5.4 ± 0.1 kDa.
An amount of the CHP sample was dissolved in MilliQ water and centrifuged to prepare a HS stock solution with a concentration of 212 mg L−1.
The synthesis of AuNPs was carried out under pH control and the pH value was monitored and logged throughout the reaction using Expert-001 pH monitoring system and Expert-00x software (Econics-Expert Ltd., Russia). For this purpose, a working solution of CHP with a concentration of 85 mg L−1 was placed in a foil-wrapped glass vessel and heated up to 70 °C. HAuCl4 solution was added under vigorous stirring to give 5 × 10−4 M HAuCl4. Immediately after HAuCl4 addition, the pH was adjusted to 7.0 with 0.1 M KOH (no further pH adjustment was made). The reaction mixture was stirred continuously for 4 hours at 70 °C. The same synthesis procedure was carried out at initial pH values of 3, 5, and 9. The samples were designated as Au-HS-x, where x is the initial pH value of the synthesis. A working humate solution (85 mg L−1) without HAuCl4 addition was used in a blank experiment. It was brought to 70 °C and stirred for 4 hours at pH 7.0.
An additional synthesis of humate-AuNPs at pH 7.0 was conducted under nitrogen atmosphere. The working CHP solution was purged by nitrogen gas for an hour until HAuCl4 was added. Then, the pH value was adjusted to 7.0, and the reaction mixture was vigorously stirred for 4 hours at 70 °C. The sample was designated as Au-HS-7-N2.
The synthesis of citrate-AuNPs is described in the ESI.†
Dry powders of humate- and citrate-stabilized AuNPs were prepared by freeze-drying in a Labconco FreeZone freeze dry system (−50 °C, 0.03 mbar pressure). For redispersion, a dried AuNP sample was dissolved in 0.1 M KOH under sonication (10 min); then the pH was adjusted to 7 using 0.1 M HCl.
The NP morphology was analyzed using a Carl Zeiss Libra 200 MC transmission electron microscope operating at 200 kV. The reaction mixture was dripped on lacey-carbon copper grids (SPI, USA) at different time-delays after HAuCl4 addition, blotted and dried. Images were processed using open-source Gwyddion software,36 and particle size distributions were calculated using 300+ particles of each sample.
Fluorescence spectra were recorded using a Fuoromax-4 spectrofluorometer (Horiba Jobin Yvon) at 266 nm excitation; excitation and emission slit widths were set to 5 nm. For fluorescence measurements, 25 ml of reaction mixtures were taken and dissolved in 3 ml of distilled water.
Fourier transform ion cyclotron resonance mass spectrometry (FTICR MS) analysis was conducted using facilities of the Emanuel Institute of Biochemical Physics of RAS (Moscow). The analytical conditions and data interpretation are described in the ESI.†
Fig. 1 demonstrates the UV-vis absorption spectra, sizes and morphologies of the humate-AuNPs synthesized at different pH values. For comparison, the corresponding data for citrate-AuNPs are shown.40 The closest similarity with citrate-AuNPs with respect to size, shape and optical properties (Fig. 1b) was seen for AuNPs synthesized at pH 7 (Fig. 1c and d): they had the smallest size (13 ± 3 nm), a spheroidal shape, and the narrowest SPR peak located at 524 nm. All other pH values (3, 5 and 9) brought about the formation of irregularly shaped AuNPs (Fig. 1e–g). The HRTEM image of a single AuNP reveals a crystalline structure whose interplanar distances (2.35 Å) correspond to that of fcc metallic gold (Fig. 1d). HRTEM allowed visualization of numerous dislocations and twin boundaries in the synthesized AuNPs (Fig. 1d and S1†). The particle phase compositions were determined using XRD (Fig. S2†).
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Fig. 1 Humate-AuNPs obtained at different initial pH values. (a) UV-vis absorption spectra: black – initial HS solution, dark cyan – citrate-AuNPs, green – Au-HS-7, blue – Au-HS-9, red – Au-HS-5, magenta – Au-HS-3. TEM micrographs: (b) citrate-AuNPs (0.25 mM HAuCl4 + 1.75 mM Na3C6H5O7, 100 °C); (c) Au-HS-7; (d) magnified view of a single Au-HS-7 particle; the atomic interplanar distance of metallic gold is highlighted; (e) Au-HS-9; (f) Au-HS-5; (g) Au-HS-3. Three major types of humate-AuNP morphologies are shown with numbers: 1 – nanospheres (c); 2 – irregularly shaped NPs (f); 3 – prismatic nanoplatelets (g). Full-size graphs of particle size distributions for all Au-HS samples are given in the ESI† (Fig. S3). |
The appearance of ellipsoidal or rod-like AuNPs at pH 5 and 9 led to a red shift of the SPR peak and caused its broadening (Fig. 1a, e and f). The shoulder at 625 nm was observed for the Au-HS-3 sample, which could be explained by the formation of triangular/hexagonal gold nanoprisms (Fig. 1g).
All Au-HS sols obtained in this study showed high colloidal stability: the position and intensity of the SPR peak did not change over two years (Fig. S4†). This corroborates with the reported findings on HS as an effective reducing and stabilizing agent for the production of gold sols.29–31 However, only AuNPs synthesized at pH 7 had a spheroidal shape and narrow size distribution closely resembling those of citrate AuNPs.40,41 To understand whether the resemblance of AuHS-7 and citrate-AuNPs was a “happy coincidence”, or both processes are governed by similar mechanisms, we have conducted detailed kinetic studies on humate-AuNP formation at pH 7 and compared them with the citrate synthesis.
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Fig. 2 Evolution of humate-AuNP formation at pH 7: TEM images of (a) AuNP seeds at the initial step, (b) worm-like intermediate aggregates, and (c) final spheroidal NPs. (d) Time evolution of SPR peak parameters (1 – area, 2 – λmax). (e) Time evolution of the SPR band during the reaction of 2.53 × 10−4 M HAuCl4 with 1.70 × 10−3 M citrate at 100 °C (numerical data adopted from ref. 42). (f) Change in fluorescence spectra of HS over reaction time. |
Evolution of the SPR band during the reaction of HAuCl4 with potassium humate revealed three stages in humate-AuNP formation as indicated in Fig. 2d. The first phase, nucleation, started immediately after HAuCl4 addition to humate solution with the formation of numerous gold seeds of 3.0 ± 0.5 nm diameter (Fig. 3a). At this time some large dendritic aggregates (up to 150 nm) were formed as well (Fig. S6†), which could originate from local supersaturations upon the addition of concentrated HAuCl4. These aggregates might be responsible for the low-intensity SPR signal at 600–700 nm at the first minutes of the reaction. These large structures were not observed at later reaction times, probably due to dissolution or sedimentation.
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Fig. 3 Van Krevelen diagrams plotted from FTICR-MS identification of potassium humate which was obtained before (a) and after (b) its reaction with HAuCl4 at pH 7 (AuHS-7). |
The second phase was characterized by the appearance of a network of worm-like AuNP-structures (Fig. 2b). The latter seem to be artifacts of drying on the TEM grid, while in the reaction mixture the 5 ± 2 nm AuNPs did not merge within these agglomerates. However, their close proximity gave rise to coupling of plasmonic oscillations, which explains the position of the SPR peak at ca. 550 nm (Fig. 2d), while the expected SPR wavelength for 5 nm gold nanospheres in water is ca. 517 nm.43 At this phase the SPR peak shifted slowly from 550 to 535 nm and its area increased steadily indicating the growth of humate-AuNPs over 145 min (Fig. 2d).
After reaching 145 min, the SPR peak moved suddenly to 524 nm, which was followed by its significant narrowing and 30% increase in intensity (Phase 3). TEM imaging suggests that such abrupt and rapid changes were caused by peptization of the worm-like agglomerates into nearly monodisperse spheroidal AuNPs with a mean diameter of 13 ± 3 nm (Fig. 2c).
The evolution of plasmonic spectra of humate-AuNPs resembles closely the citrate-mediated synthesis shown in Fig. 2e.42 Both syntheses are characterized by a steady blue shift of λmax over the reaction time until an abrupt change takes place in both the SPR wavelength and its intensity. This suggests that both syntheses may have similar particle growth mechanisms. Similarly to citrate, humate plays a role of acid–base buffer at pH 7, producing multidentate polyanions due to deprotonation of carboxyl groups. These carboxylates are capable of ligand exchange with [AuCl4−nOHn]− species stabilizing them in solution. Simultaneously, the phenolic groups of humic macroligands act as reductants for [AuCl4]− ions. In contrast to citrate, the oxidation of phenolic groups is a two stage reversible process yielding the phenoxyl radical. The rate of oxidation is much slower as compared to that of citrate due to the formation of stable semiquinone radicals. Ultimately, further oxidation of phenoxyl radicals would lead to irreversible cleavage of aromatic rings followed by formation of dibasic acids.
We used fluorescence spectroscopy for monitoring humate transformation during the growth of AuNPs. The normalized spectra are shown in Fig. 2f. They did not reveal any change in the humate fluorescence spectral band shape (λexc = 266 nm) during the first 60 minutes of reaction time. After that a gradual decrease was observed in the relative intensity of the red edge fluorescence. These changes could not be attributed to a pH increase during the synthesis, which we checked by conducting fluorescence measurements at different pH values (Fig. S7†). Instead, they could be related to partial degradation of the conjugated system of fluorophores contributing to the red edge of HS fluorescence.44 Direct evidence of partial HS oxidation was obtained using FTICR MS analysis of the humate before and after its reaction with HAuCl4 (Fig. 3).
Fig. 3 shows FTICR MS identifications plotted in Van Krevelen diagrams, which establish the relationships between H/C and O/C atomic ratios for molecular constituents of the analyzed mixture. Color mapping relates the diagram areas to predominant chemical classes observed in these regions. This enables comparison of the molecular composition of the CHP before and after reaction with HAuCl4 (Fig. 3a and b, respectively). Thus, the contribution of condensed phenolic constituents, which populate the yellow field of the diagram, decreased from 46% to 25% after reaction, whereas the content of oxygen rich aromatic compounds (white field) increased from 2% to 18%. This is indicative of oxidative transformation of humic phenolic constituents. The content of other humic components underwent very little change. This provides for stability of the humic matrix over the entire reaction time. The high-resolution views, references, and details of FTICR MS experiments are given in the ESI.†
The kinetic data allowed us to propose the following scheme of the three-phase growth of AuNPs mediated with humate which leads to the formation of stable sols of spherical AuNPs:
The given scheme was further backed up by considerations of the underlying chemistry including the redox chemistry of HS, and the reported data on the chemistry of HAuCl4 at pH 7.38,39
At stage 1, highly reactive species of [AuCl4]− are reduced by oxidizing phenolic units of humate to Au0 or AuI which is accompanied by proton release causing a drop in the pH curve down to 5.8 within the first 15 min (Fig. S5†). At the same time the hydrolysis of [AuCl4]− (also lowering the pH value) gives much less reactive species of [AuCl4−n(OH)n]− while the formation of complexes with humate ions slows down new Au0 generation, turning the reaction to a surface growth mode.
At stage 2, the metallic gold surface of the formed seeds absorbs both AuIII and AuI species and autocatalyses their reduction and AuI disproportionation.45 Complexation with oxidized HS can also facilitate AuI disproportionation similarly to dicarboxyl acetone in citrate-mediated synthesis.40,46 Over this time random flocculation of Au0 seeds and particles occurs, yielding intermediate agglomerates visualized by ex situ TEM as worm-like structures (Fig. 2b).
At stage 3, peptization of AuNPs observed in the humate-mediated system after 145 minutes is similar to that described by Biggs et al.47 and Wall et al.48 for citrate–gold surface interactions: they detected a change from attractive to repulsive interactions at the gold surface resulting from a gradual decrease of auric ion concentration and accumulation of citrate in the electrical double layer of the particles. In our system, formation of a large area of the gold surface with a positive charge was reflected in the pH curve as a slight decrease which could result from the sorption of OH− anions (Fig. S5†).
Of interest is that the widely used citrate-mediated growth of gold nanospheres is also non-classical and involves agglomeration of the primary gold seeds and particle growth within the intermediate agglomerates.49 The appearance of intermediate worm-like structures on ex situ TEM images was reported elsewhere.39,50,51 At the same time, some SAXS studies did not detect formation of the aggregates during the citrate-mediated synthesis.52,53
It should be stressed that the non-classical growth of AuNPs seems to be feasible only within a certain “pH window” in the case of both citrate and humate. Ji et al.39 observed intermediate aggregation only in the pH range from 3.7 to 6.5. Our observations show higher pH values: from 6.5 to 8.0. We surmised that in the case of humate, the pH drop caused by Au(III) hydrolysis was compensated for by humate decarboxylation (Fig. S5†), which sustained the higher pH values. The humate decarboxylation might be triggered by oxidation of its alcoholic groups to β-keto acids by dissolved oxygen.54 We checked this hypothesis by conducting Au-HS-7 synthesis under nitrogen atmosphere. Indeed, in the absence of oxygen we observed a pH drop to 4.85 by the time of reaction completion (Fig. S9†), which yielded randomly shaped AuNPs (Fig. S10†). The obtained results corroborate well with the findings on the important role of dissolved oxygen in redox reactions and particle growth processes.55 The remarkable impact of a N2 atmosphere was also reported for radiolytic synthesis of citrate AuNPs.56
Further, we undertook theoretical studies on gold colloidal stability during the humate synthesis to get deeper insight into the peptization mechanism of intermediate AuNP agglomerates.
For this purpose, we considered the interaction of two identical charged spherical AuNPs with a radius a. Let r be the distance between their centers; thus h = r − 2a is the shortest distance between their surfaces. The total energy of interaction of colloidal NPs (Vtot) expressed in kBT units (kB and T are the Boltzmann constant and absolute temperature, respectively) is composed of three terms:
Vtot = VvdW + Vel−st + Vsolv |
In accordance with the classical DLVO theory,57 the first two terms correspond to van der Waals attraction and electrostatic repulsion, respectively, while the third one accounts for non-DLVO solvation forces. The attraction potential (VvdW) is given by the Hamaker expression for spherical particles58 where we used the reported value of the gold/water/gold Hamaker constant A = 2.5 × 10−19 J measured by AFM.59 We used the Ohshima expression60–62 for calculation of electrostatic repulsion potential (Vel−st), since the condition a/rD < 5 was fulfilled. Here a is the particle radius assumed to be 8.5 nm (estimated from our TEM results, Fig. 2), and rD is the Debye radius equal to 1.8 nm for the ionic strength of the citrate-based reaction mixture of 2.5 × 10−2 M. The Bjerrum length lb was set to 0.6 nm because the syntheses were performed at T = 350 K. At particle separations lower than a few nanometers, solvation forces may substantially influence interparticle interaction and play a key role in dispersion stabilization. We approximated the steric repulsion of soft adsorbed layers by a smooth repulsive potential Vsolv instead of the infinite vertical potential wall, which was used by Chou and Zukoski.49 This allowed us to get both primary and secondary minima at the interaction potential curve. Thus, the last term calculated in the framework of Derjaguin approximation (h ≪ a)57 reads
with the decay length l = 0.5 nm and parameter Bs = 22 × 10−3 J m−2. Full mathematical expressions and corresponding assumptions are provided in the ESI.†
Given that humate (or citrate) ions replace gold ions at the gold–water interface and cause an increase in the surface potential ψ0, a model was developed for the qualitative explanation of how particle surface potential affects the dispersion stability. Fig. 4 shows a set of pairwise interaction potentials which correspond to different ψ0 values.
At medium ψ0 values (e.g. 35 mV, highlighted in cyan in Fig. 4), the secondary minimum arises at the potential curve, and particles are held closely together with a characteristic distance of 2–3 nm corresponding to the minimum position. A rather high activation energy for transition between secondary and primary minima prevents irreversible particle aggregation. This might correspond to TEM images related to Phase 2 in Fig. 2. According to the theoretical analysis, the secondary minimum at potential curves exists even in the case of non-charged particles (near-zero ψ0). However, the activation energy for transition between secondary and primary minima became low (∼2kBT). This should lead to irreversible flocculation of the particles. However, this is not the case for a real reaction mixture since the AuNP surface is always covered by either gold chloride complex anions or by citrate/humate anions.
The further growth of ψ0 strengthens the repulsion of particle double layers; the secondary minimum shifts to higher h values, becomes shallower, and gradually disappears (compare the curves for 40, 50, and 70 mV highlighted in Fig. 4 in green, yellow, and red, respectively). The thermal motion of particles allows them to abandon this shallow potential well, and they rapidly become redispersed again (compare with Phase 3 in Fig. 2). Conceptual results of calculations are virtually independent on l and Bs values (see the ESI†). The growing surface potential ψ0 has an impact on the particle stability (and pairwise potentials) similar to that in the case of decreasing salt concentration.63
Direct calculation of the potential interaction curves in the case of humate-mediated synthesis is more complicated. Firstly, humates are polyelectrolytes of high polydispersity. The exact charge distribution of humate molecules is unknown, which hinders proper calculation of solution ionic strength. Secondly, both electrostatic and solvation terms are valid for the solutions of low-molecular-weight electrolytes, while the behavior of polyelectrolytes in solution is much more complex. Nevertheless, the estimated ionic strength of the humate-based reaction mixture was quite similar to that for the citrate-mediated synthesis. Thus, the qualitative estimates of formation and stabilization of intermediate AuNP aggregates (Fig. 4) ought to be applicable for both citrate and humate-mediated syntheses. Humate sorption on the AuNP surface is enhanced due to multi-site cooperative interactions which contribute to the aggregates' disassembly. These steric effects result in ultra-stable AuNP sols (Fig. S4†).
The above analysis refers to the pairwise interaction of colloidal NPs. In the real system, particle agglomerates with several neighbors are observed. Simple evaluation (similar to the case of liquid–vapor equilibrium) can be done in order to estimate the depth of the secondary minimum needed to make the aggregated state of AuNPs more favorable as compared to the separated one. The equality of chemical potentials of the separated and aggregated particles results in energy gain upon flocculation of about kBTln(nagg/nfree) per particle, where nagg is the NP concentration in agglomerates, and nfree is the concentration of the separated NPs in solution. Since the nagg/nfree ratio is ∼106 (roughly estimated from the aggregates' morphology and the presence of some non-aggregated AuNPs even at the early stages of synthesis as observed by TEM (Fig. 2)), we obtain Vmin ∼ 14kBT. If the aggregates are large enough and each particle has several neighbors (n ∼ 10), this value corresponds to a rather mild energy gain of about a few kBT.
The obtained conceptual results are in reasonable agreement with the experimental data. Of particular importance is the appearance of the secondary minimum at the interparticle interaction potential curve at separations of 2–3 nm, providing rationalization for reversible flocculation of AuNPs and intermediate aggregate stabilization with no particle fusion in both humate- and citrate-mediated syntheses. The van der Waals attraction of particles trapped in this minimum is equilibrated both by a repulsion of overlapping electric double layers and a steric repulsion of adsorbed moieties and hydration shells, preventing particles from irreversible flocculation. Simple DLVO calculations without taking into account this steric component would not reveal the existence of the secondary minimum at distances of a few nanometers. At the same time it is the secondary minimum that facilitates stabilization of non-fused particle aggregates producing dendritic and worm-like structures upon drying as observed by TEM.
The obtained results on the leading role of steric factors in the stabilization of aqueous sols of capped AuNPs provide a reasonable explanation for the water-redispersibility of humate-AuNPs which was examined in the experiments described below.
The humate-AuNPs produced a colloidal suspension with typical red color (Fig. 5a), whereas the citrate-AuNPs did not redisperse and gave a gray color to the solution (Fig. 5b). This is indicative of irreversible flocculation of citrate-AuNPs during freeze-drying, which was not the case for the humate-AuNPs. We have measured the UV-vis absorbance spectrum of redispersed humate-AuNPs, obtained their TEM image and compared them to those for the initial sols as shown in Fig. 5c and d. It can be seen that the redispersed humate-AuNPs had the same size distribution and SPR-peak location and intensity as the initial aqueous sol of these AuNPs.
The observed difference between humate- and citrate-AuNPs could be connected to the polyelectrolytic nature of humate. Macromolecular humate will remain at the metallic surface during freeze-drying, whereas low molecular weight citrate will sublimate. The high hydration affinity of humic macroligands could bring about water-redispersibility of humate-AuNPs.
AuNP | Gold nanoparticle |
CHP | Coal humate isolated from Powhumus™ |
DLVO | Derjaguin–Landau–Verwey–Overbeek (theory) |
FT ICRMS | Fourier transform ion cyclotron resonance mass spectrometry |
FWHM | Full width at half maximum |
HRTEM | High-resolution transmission electron microscopy |
HS | Humic substances |
MW | Molecular weight |
NMR | Nuclear magnetic resonance |
NP | Nanoparticle |
pK | Dissociation constant |
PSD | Particle size distribution |
SAXS | Small-angle X-ray scattering |
SEC | Size exclusion chromatography |
SERS | Surface enhanced Raman scattering |
SPI | Structure Probe, Inc. |
SPR | Surface plasmon resonance |
TEM | Transmission electron microscopy (microscope) |
UV-vis | Ultraviolet-visible (range of electromagnetic spectrum) |
XRD | X-ray diffraction |
Footnote |
† Electronic supplementary information (ESI) available: Additional information about real-time UV-vis spectroscopy, fluorescence spectroscopy, Fourier transform ion cyclotron resonance mass spectrometry and theoretical calculations; HRTEM and XRD analysis of the obtained AuNPs; figures demonstrating the colloidal stability of the prepared AuNP sols; considerations on the non-redispersible behavior of citrate-capped AuNPs. See DOI: 10.1039/c6ce02149b |
This journal is © The Royal Society of Chemistry 2017 |