Zhizhong Li,
Madjid Hadioui and
Kevin J. Wilkinson
*
Biophysical Environmental Chemistry Group, Department of Chemistry, University of Montreal, 1375 Ave. Thérèse-Lavoie-Roux, Montreal, H2V 0B3, Canada. E-mail: kj.wilkinson@umontreal.ca; Fax: +1-514-343-7586; Tel: +1-514-343-6741
First published on 1st August 2025
Colloids and nanoparticles in solid phase environmental matrices (soils, sediments, sludges) are widely heterogenous and polydisperse, which complicates their sampling and characterization by bulk analysis techniques. Indeed, techniques based upon single particle measurements are better equipped for identifying important, but low frequency, properties or characteristics which are needed to understand the function of environmental colloids. In this study, a continuous flow extraction assisted by ultrasound was used to sample colloidal particles from several solid matrices. The high sensitivity of a sector field ICP-MS and the quasi-instantaneous, multi-isotope measurements of a time-of-flight ICP-MS were combined to enable the characterization of colloidal particles extracted from soils, sediments and sludges. Single particle (SP) analysis of the particle leachates using the sector field instrument (SP-ICP-SF-MS) led to the detection of larger numbers (up to 6800×) of Mg-, Al-, Si-, Ca-, Ti-, Fe-, and Ba-containing particles than measured by single particle time-of-flight ICP-MS (SP-ICP-ToF-MS), largely due to the different size detection limits of the techniques, i.e. ca. 16 nm by SP-ICP-SF-MS and 76 nm by SP-ICP-ToF-MS, when measuring aluminosilicates. Despite the limitation of SP-ICP-ToF-MS in detecting smaller particles, the technique was successfully used to identify mineral phases of illite, vermiculite, and smectite based on elemental ratios in the individual particles. The multi-isotope capability of the SP-ICP-ToF-MS was also used for the determination of isotopic ratios in both individual particles and bulk digested leachates. Mean 206Pb/207Pb ratios in the particles extracted from the solid phase samples deviated from measurements obtained from bulk digestions by 1.2–5.9%, indicating the potential of the SP-ICP-ToF-MS to perform such measurements. SP-ICP-SF-MS and SP-ICP-ToF-MS were complementary for obtaining insight into the composition and particle size distributions of the colloids and nanoparticles. Specifically, neither technique gave the complete particle size distribution due to their complementary size detection windows.
Single particle inductively coupled plasma mass spectrometry (SP ICP-MS) is a relatively new technique that allows for the analysis of metallic constituents within nanoparticles and colloids5–9 on a particle-by-particle basis. Quadrupole and magnetic sector based ICP-MS are typically limited to measuring one or two elements per particle, complicating the analysis of chemical complex solid phase particles. While a multi-collector ICP-MS (MC ICP-MS) can allow for the simultaneous measurement of multiple elements, it is contingent upon prior knowledge of the specific elements present.10–13 Single particle inductively coupled plasma time-of-flight mass spectrometry (SP-ICP-ToF-MS) has the capacity to provide comprehensive analysis without the need for pre-defined elements, making it a powerful tool for the detection and characterization of natural colloids and nanoparticles.14–20 SP-ICP-ToF-MS can measure most elements in small particles (∼30 nm–2 μm) concurrently, allowing for the measurement of elemental and isotopic ratios of individual NP and CP. In spite of the obvious advantages of the SP-ICP-MS techniques, there are several difficulties associated with the measurement of chemically heterogeneous and polydisperse natural samples (soils, sediments, sludges) by SP-ICP-MS. For example, the composition of small particles can be difficult to distinguish from dissolved (background) metals. Furthermore, it can be difficult to distinguish small numbers of particles that are important to environmental function from the much more common major elements (e.g. aluminosilicates, metal oxides and phosphates).
In order to accurately characterize colloidal particles in soils, effective extraction methods are crucial. Regelink et al.21 tested a number of extracting agents to isolate nanoparticles from soil, while Baur et al.22 employed surfactant assisted extraction to recover nanoparticles from a road runoff sediment. Li et al.23 explored the use of an ultrasound probe to batch-extract colloidal particles from soils, which favoured the extraction of large amounts of smaller particles. Other authors24,25 have favored batch extractions with sonic baths and different extractants in order to sample small colloidal particles from soils. In that case, Na4P2O7 was found the most efficient extractant as it led to 2–12× more leached particles as compared to other extracting agents (NaOH, Na2CO3, Na2C2O4). Schwertfeger et al.26 studied the impact of different parameters, including the use of ultrasonic baths or probes and different extracting agents, on the recovery of engineered silver nanoparticles spiked into biosolids/soils. The combination of Na4P2O7 and an ultrasonic probe led to the highest extraction efficiency.
The aim of this work was to develop a robust methodology to obtain particle-by-particle information on colloids and nanoparticles on several solid phase samples using SP-ICP-SF-MS and SP-ICP-ToF-MS. An ultrasound-assisted, continuous-flow technique was used to extract nanoparticles and colloids from solid samples (two agricultural soils, a flood plain soil, a domestic sludge, an industrial sludge and a river sediment). The leachates from the complex samples were then analyzed by single particle analysis using the two techniques followed by advanced data treatment strategies.
Sample ID | NIST SRM | Type/collection site |
---|---|---|
AG1 | 2709a | Agricultural soil, San Joaquin valley, California |
FP | 2710a | Flood plain, Silver Bow Creek, Montana |
AG2 | 2711a | Agricultural soil, East Helena, Montana |
DS | 2781 | Domestic sludge, Metropolitan Denver Sewage Disposal District No. 1 |
IS | 2782 | Industrial sludge, New Jersey |
RS | 8704 | River sediment, Ohio Street Bridge, Buffalo |
SP-ICP-SF-MS measurements were performed at low resolution (m/Δm = 300), except for 28Si for which data were acquired at a medium resolution of 2500. Triplicate acquisitions of 40 s were recorded using a dwell time of 40 μs for each isotope. For measurements using SP-ICP-ToF-MS, the resolution ranged from 2500 to 5800 depending on the isotope. The ICP-ToF-MS was equipped with a segmented reaction cell (SRC) to eliminate polyatomic, mainly argon and nitrogen-based, interferences.28 Helium and hydrogen were continuously introduced in the SRC using flow rates that were optimized daily: in the range of 5–7 mL min−1 for H2 and 14–17 mL min−1 for He. SP-ICP-ToF-MS data was acquired by recording spectra in the mass range 20–260 amu every 80 μs for a total of 5–6 minutes, depending on particle content.8
Instrument sensitivities were determined from an ionic calibration using single and multielement ICP-MS standards, diluted in 1% v/v HNO3, except for Au, which was diluted 1% v/v HCl. Different concentration ranges were optimized, depending on the ICP-MS instrument and the analyte sensitivity. For SP-ICP-SF-MS, four different sets of ionic standards were prepared: (i) Si (1, 2, 5, 10, 20 and 50 μg L−1), (ii) Al and Mg (0.1, 0.2, 0.5, 1, 2, and 5 μg L−1), (iii) Ca, Ti, Fe and Ba (0.5, 1, 2, 5, 10 and 20 μg L−1) and (iv) Au (0.02, 0.05, 0.1, 0.2, 0.5 and 1 μg L−1). In the case of SP-ICP-ToF-MS, standards (0.2, 0.5, 1, 2, 5, 10, and 20 μg L−1) were prepared from a 43-element standard in addition to 2 single-element standards (Si and Ti). Transport efficiency was determined daily, and after every 20 samples, using suspensions of ultra-uniform gold nanoparticles (30 nm (50 ng L−1), 50 nm (200 ng L−1) and 100 nm (500 ng L−1)) and ionic gold standards (0.2, 0.5, 1, 2, 5, and 10 μg L−1).
Raw data were processed using manufacturer's built-in software (Nu Quant and Nu Quant Vitesse for SP-ICP-SF-MS and SP-ICP-ToF-MS data, respectively) which rely on a variable integration window (to accommodate the variation of peak widths) and smoothing (to reduce fluctuations and to facilitate accurate peak detection). Detailed descriptions can be found in the literature.28–30 Briefly, raw signal (intensity vs. time) was first smoothed (boxcar averaging) in a rolling search window. Then, the algorithm searched for a maximum intensity and the corresponding immediate minima, pre- and post-inflection points to determine the peak width. The smoothed data preceding the pre-inflexion point was used to determine the average local background. Peak detection was triggered by a user-defined (optimized) value of intensity (not necessarily a multiple of the standard deviation of the background31), which was added to the average smoothed local background. The background subtracted raw data between inflexion points was integrated if the peak maximum was higher than the trigger value and the peak width larger that a set minimum (also user defined, at least 3× the dwell time and optimized depending on the dataset). Peak search then continued in a new search window, the start of which depended on whether a peak was found or not in the preceding window. For each identified peak, a full width at half maximum (FWHM) was determined and used for data filtering. For instance, peaks for which FWHM could not be calculated were identified as suspicious and manually checked for false positivity. Additionally, very large FWHM (e.g., over 3× the average peak width)- indicating completely overlapping peaks- or a too noisy background were also inspected for low peak intensities. Finally, even partially overlapping peaks could be integrated using the above method, significantly increasing the accuracy of nanoparticle peak detection and integration, especially when compared to the fixed search window methods.
Although SP-ICP-ToF-MS has a valuable multielement capability, it has relatively high detection limits, leading to a higher particle size detection threshold and an inability to detect the smallest particles. Mass detection limits (MDL) for Mg, Al, Si, Ca, Ti, Fe and Ba for both the sector field and time of flight instruments are summarized in Table 2.
Analyte | Particlea | SP-ICP-SF-MS | SP-ICP-ToF-MS | |||||||
---|---|---|---|---|---|---|---|---|---|---|
Molecule | Density (g cm−3) | Monitored isotope | Sensitivity (count fg−1) | MDL (ag)b | SDL (nm) | Monitored isotope | Sensitivity (count fg−1) | MDL (ag)b | SDL (nm) | |
a Common compound for estimating the size.b Mass detection limit of the analyte. | ||||||||||
Mg | MgO | 3.58 | 24Mg | 2975.3 | 0.7 | 8.7 | 24Mg | 2.2 | 175.8 | 53.8 |
Al | Al2O3 | 3.99 | 27Al | 4261.7 | 1.2 | 10.2 | 27Al | 8.3 | 126.5 | 48.6 |
Al2Si2O5(OH)4 | 2.65 | 15.9 | 75.8 | |||||||
Si | Al2Si2O5(OH)4 | 2.65 | 28Si | 188.6 | 11.2 | 33.3 | 28Si | 4.5 | 303.1 | 100.1 |
SiO2 | 2.65 | 25.8 | 77.6 | |||||||
Ca | CaCO3 | 2.71 | 44Ca | 286.0 | 14.9 | 29.7 | 44Ca | 1.4 | 561.1 | 99.6 |
Ti | TiO2 | 4.23 | 49Ti | 296.8 | 3.8 | 14.2 | 48Ti | 36.8 | 12.2 | 20.9 |
Fe | Fe2O3 | 5.24 | 57Fe | 112.9 | 183.8 | 45.8 | 56Fe | 61.2 | 64.8 | 32.3 |
Ba | BaSO4 | 4.50 | 137Ba | 762.2 | 1.3 | 9.8 | 138Ba | 100.9 | 2.4 | 12.0 |
BaCO3 | 4.29 | 9.4 | 11.5 |
In order to illustrate the importance of the detection limits on the particle quantification, it is possible to consider the case of an aluminosilicate such as Al2Si2O5(OH)4. Based upon the calculation of a spherical equivalent diameter, size detection limits (SDL) by SP-ICP-ToF-MS were calculated to be ∼76 nm based on the sensitivity for Al and ∼100 nm if using the sensitivity for Si. This calculation suggests that colloidal aluminosilicates will only be measured for diameters above ∼100 nm. Particles in the size range of 76–100 nm would be detected as Al-CP, whereas they would not be detected at all below ∼76 nm. Based upon a sensitivity of the SP-ICP-SF-MS for Al that was more than 500 times higher than what was obtained with SP-ICP-ToF-MS (4261.7 vs. 8.3 count/fg, Table 2), the SDL (of Al2Si2O5(OH)4) could potentially be decreased from 76 nm to 16 nm using the sector field instrument.
In order to evaluate experimentally the role of sensitivity on particle quantification, the eluates that were analysed by SP-ICP-ToF-MS were re-analyzed by SP-ICP-SF-MS. As expected, significantly more colloidal particles were detected by SP-ICP-SF-MS (Fig. 2), albeit with the measurement of a single isotope in each particle. For example, the numbers of Al-CP that were determined by SP-ICP-SF-MS were 50–2200× higher (depending on the sample) than what was determined by SP-ICP-ToF-MS (Fig. 2). Similar differences in particle number concentrations were found for Si, Ca, and Mg, given the improved instrumental sensitivities (40×, 200× and 1350×, for Si, Ca, and Mg, respectively) of the SP-ICP-SF-MS with respect to the SP-ICP-ToF-MS. Even for Ti and Ba in which there was only a ∼8× difference in sensitivity between the two instruments, about 10× more particles (Ti-CP and Ba-CP) were detected by SP-ICP-SF-MS as compared to SP-ICP-ToF-MS. Iron was the lone exception, due to the fact that the more abundant 56Fe was monitored by SP-ICP-ToF-MS, while the less abundant 57Fe was determined by SP-ICP-SF-MS, due to the absence of a reaction cell on the SF instrument. Although the measured sensitivity was nonetheless double for SP-ICP-SF-MS (Table 2), the signal to noise ratio was about 40× higher for the SP-ICP-ToF-MS, leading to 3–9× more Fe-CP detected in the different leachates by SP-ICP-ToF-MS (Fig. 2).
Similarly, with the exception of Fe, the mass distributions were significantly smaller when measured by SP-ICP-SF-MS as compared to SP-ICP-ToF-MS (Fig. S3). This point was illustrated by calculating the measured equivalent spherical diameters of the Al-containing CP under the assumption that they were Al2Si2O5(OH)4. While it is quite intuitive that the smallest particles are not detected by the SP-ICP-ToF-MS (see detection limits in Fig. 3), the absence of the second population of larger particles in the SP-ICP-SF-MS data is more difficult to explain. In fact, this apparent artifact results from the stochastic nature of the SP techniques. In SP-ICP-MS, particle number concentrations (PNC) must be adjusted into a relatively small concentration window from ca. 100 to 2000 particles min−1. Indeed, the probability of particle coincidences increases at the higher PNC, whereas at the lower PNC, it is important to have sufficient particles in order to maintain statistical relevance. As seen above for Al CP, there were between 50 and 2200× more particles in the smaller size fraction (SP-ICP-SF-MS) than in the fraction measured by SP-ICP-ToF-MS. By adjusting the concentration of the smallest particles to 2000 particles per min, one necessarily reduces the number of larger particles to a few spikes on the chromatogram, concentrations that are likely to be below statistical relevance. The limits and capabilities of SP-ICP-SF-MS and SP-ICP-ToF-MS are examined further for two aluminosilicates: Al2Si2O5(OH)4 and Fe3Al2(SiO4)3 in Fig. S4, where it is shown schematically how only a fraction of the particles can be detected at a given dilution. Given the above observations, it is critical to use multiple SP-ICP-MS techniques in order to extend observations across particle size ranges, in addition to performing measurements at multiple dilutions.32 The combination of multiple data sources is very important for getting better insight into the analysis of chemically complex and polydisperse systems, such as soil CP and NP. In addition, it is important to be extremely careful/critical when interpreting SP-ICP-ToF-MS data. Given the above caveats, in the discussion that follows, SP-ICP-SF-MS was mainly used to compare particle numbers of the smaller CP and NP, while SP-ICP-ToF-MS was primarily used to characterize the multi-elemental or multi-isotopic composition of the particles.
AG1 | FP | AG2 | DS | IS | RS | |
---|---|---|---|---|---|---|
Mg | 2.40 ± 0.15 | 1.17 ± 0.16 | 1.46 ± 0.14 | 1.09 ± 0.23 | 0.696 ± 0.175 | 0.332 ± 0.071 |
Al | 1.45 ± 0.10 | 1.27 ± 0.05 | 1.04 ± 0.11 | 0.022 ± 0.007 | 0.088 ± 0.019 | 0.286 ± 0.028 |
Si | 1.26 ± 0.13 | 0.609 ± 0.055 | 0.746 ± 0.128 | 0.030 ± 0.009 | 0.182 ± 0.028 | NA |
Ca | 0.023 ± 0.004 | 0.040 ± 0.003 | 0.015 ± 0.002 | 0.003 ± 0.001 | 0.005 ± 0.001 | 0.005 ± 0 |
Ti | 1.91 ± 0.19 | 0.675 ± 0.075 | 0.826 ± 0.069 | 0.038 ± 0.012 | 0.119 ± 0.023 | 0.221 ± 0.007 |
Fe | 0.842 ± 0.151 | 1.38 ± 0.01 | 0.432 ± 0.068 | 0.014 ± 0.003 | 0.922 ± 0.181 | 0.322 ± 0.001 |
Ba | 0.365 ± 0.036 | 1.35 ± 0.05 | 0.247 ± 0.033 | NA | 0.007 ± 0.001 | 0.244 ± 0.011 |
Furthermore, given the wealth of information obtained from ICP-ToF-MS, ternary diagrams are another effective means for distinguishing among the solid phase samples. For example, in Fig. 5, single particle ICP-ToF-MS measurements provide a distribution of Al:
Fe
:
Si ratios (blue points) that take into account the chemical heterogeneity of the sample, whereas, bulk measurements provide an average value only (‘half full red circle’ in Fig. 5, as determined from the certified values). Clearly, the Al
:
Fe
:
Si ratios are fairly widely dispersed and/or show multiple populations of the particles (e.g., Fig. 5a and b). Furthermore, by comparing the measured elemental ratios with those of pure mineral phases, it is possible to speculate on the probable, predominant types of minerals within the solids. For example, for the agricultural and flood plain soils, the majority of the colloidal particles containing Al, Si and Fe were found with molar proportions of 12–50% Al, 50–85% Si and 5–13% Fe. These values are consistent to values that would be seen with illite, vermiculite or smectite mineral phases. In contrast, for the industrial sludge, there were few detected particles containing these three elements; Si
:
Fe molar ratios (mean value of 0.58 ± 0.98, n = 2787 CP) are similar to those of fayalite.
In addition to the uncertainties inherent with the measurements of isotopic ratios, some systematic errors are possible due to instrumental mass bias. Based upon the isotopic ratios in the ionic standards, a correction to the mass bias was performed, however, there was still a positive shift of the average of isotopic ratios of particles with respect to natural isotopic ratios for all measured isotopes (Fig. S5). It is difficult to attribute this shift to actual isotopic fractionation or to an additional mass bias due to the measurement of the fast transient signal. Therefore, additional SP-ICP-ToF-MS measurements were carried out using a certified reference materials for lead isotopes (NIST SRM 981), which was solubilized and analyzed at different concentrations (from 5 to 9 μg L−1), along with the leachates under the same conditions. A correction factor for mass bias (CFmb) was defined as the measured over certified isotopic ratio 206Pb/207Pb for the SRM 981 and ionic standards (eqn (S1)). It was plotted as a function of 207Pb intensity, which was measured for different concentrations of the ionic Pb standard (Fig. 6a). From the relationship between CFmb and 207Pb intensity, a polynomial fit (eqn (S2)) could be generated (eqn (S2)), which could be used to correct the mass bias of the measured intensity of 206Pb in individual particles extracted from the different solid samples (Fig. 6a and S6). The corrected values were plotted (Fig. 6b and c) to obtain the 206Pb/207Pb isotopic ratios. Fig. 6d shows the distribution of isotopic ratios for data in which the very small particles (based upon a relative standard deviation of 10%, Fig. S8) were eliminated from the dataset. Finally, aliquots of the extracts were also digested and analyzed for bulk isotopic ratios using a longer dwell time of 130 ms. The results are reported in Table 4 in which the relative differences between isotopic ratios in the bulk and single particles were determined. Deviations from the natural abundance ratios were also evaluated.
Sample | Bulk digested extract | Colloidal particles | Relative difference (%) | |||
---|---|---|---|---|---|---|
Linear correlation | Particle number | |||||
Slope | R2 | Bulk|Natural | CP|Bulk | |||
AG1 | 1.26 ± 0.045 | 1.312 | 0.9714 | 660 | 15.24 | 4.13 |
FP | 1.224 ± 0.005 | 1.239 | 0.9743 | 7520 | 11.95 | 1.23 |
AG2 | 1.097 ± 0.001 | 1.162 | 0.9805 | 619 | 0.34 | 5.93 |
DS | 1.294 ± 0.017 | 1.339 | 0.9919 | 348 | 18.35 | 3.48 |
IS | 1.249 ± 0.004 | 1.295 | 0.9801 | 107 | 14.24 | 3.68 |
RS | 1.206 ± 0.001 | 1.266 | 0.9888 | 183 | 10.31 | 4.98 |
With respect to the bulk ratios determined on the digested extracts, a substantial enrichment (from 10.31 to 18.35%) of 206Pb, relative to 207Pb, was observed for all samples except for the agricultural soil AG2 (smaller deviation of 0.34%). Note however that for each extract, a non negligible relative difference (1.20–5.92%) was found between the isotopic ratio in the bulk extract with respect to that in the individual particles. On the one hand, the ratios in the digested extracts involved both dissolved and particulate Pb. On the other hand, particles detected by SP-ICP-ToF-MS represent only a fraction of all extracted particles, which may not be representative of the nano or colloidal phases of the sample. Thus, it is likely that both approaches are measuring isotopic ratios in different populations of Pb atoms. Nonetheless, while it will be necessary to examine more deeply this discrepancy, it is clear that the determination of isotopic ratios on individual colloidal particles will be of great interest to the scientific community. Finally, it is important to acknowledge that for an in-depth investigation of isotopic ratios of other elements, it will be key to use SRMs of nanoparticles with certified isotopic ratios (once available) in order to validate the use of SP-ICP-ToF-MS for isotopic ratio determinations.
Experimental setup, elemental heatmaps of samples, mass distributions, isotope ratio calculations and examples. See DOI: https://doi.org/10.1039/d5ja00181a.
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