Open Access Article
Vittorio Maceratesi†
a,
Lavinia Rita Doveri†
*a,
Nicholas Engel
b,
Ester Cantoni
ac,
Piersandro Pallavicini
a,
Chiara Milanese
a,
Florian Sackd,
Nicole Gehrked,
Andreas Brield,
Nora Lambenge,
Sarah Dourie,
Carine Chivas-Joly
e,
Enrica Alasonati
c,
Valentin de Carsalade du pontc,
Dimitrios Sapalidisf,
Marianna Gerinaf,
Bruno F. B. Silvafgh,
Olivier Tachei,
William A. Lee
j,
David J. H. Cantj,
Caterina Minelli
j,
Christian Gollwitzer
b,
Robin Schürmann
*b and
Yuri Antonio Diaz Fernandez
*a
aDepartment of Chemistry, University of Pavia, Via Taramelli 12, Pavia, 27100, Italy. E-mail: ydf@unipv.it; laviniarita.doveri@unipv.it
bPhysikalisch-Technische Bundesanstalt, Abbestr. 2–12, 10587 Berlin, Germany. E-mail: robin.schuermann@ptb.de
cDepartment of Biomedical and Inorganic Chemistry, Laboratoire National de Métrologie et D'Essais (LNE), 1 rue Gaston Boissier, 75015 Paris, France
dNanoPET Pharma GmbH, D-10115 Berlin, Germany
eLaboratoire National de Métrologie et D'Essais, LNE, DMSI – CARMEN Platform, 29, Avenue Roger Hennequin, 78197 Trappes, France
fCenter for X-ray Analytics, Empa, Swiss Federal Laboratories for Material Science and Technology, Lerchenfeldstr. 5, 9014 St. Gallen, Switzerland
gLaboratory for Biomimetic Membranes and Textiles, Empa, Lerchenfeldstr. 5, 9014 St. Gallen, Switzerland
hLaboratory for Biointerfaces, Empa, Lerchenfeldstr. 5, 9014 St. Gallen, Switzerland
iUniversité Paris-Saclay, CEA, CNRS, NIMBE, 91191 Gif Sur Yvette, France
jChemical and Biological Sciences Department, National Physical Laboratory, Hampton road, Teddington, TW11 0LW, UK
First published on 10th February 2026
The use of iron oxide nanoparticles as contrast agents for magnetic resonance imaging (MRI) poses key questions regarding accurate determination of particle size and chemical composition within micro-heterogeneous systems. Here we present the first systematic study on homogeneity for particle size and chemical composition on the nanoparticle-based MRI contrast agent FeraSpin™ R, combining complementary analytical tools across a multidisciplinary consortium, clustered around the EURAMET project MetrINo. Our results indicate that, depending on the target measurand, sizing methods can provide consistent values for the particle colloidal diameter and for the size of the particle core, independently of the effective volume of the sample probed. Conversely, the evaluation of homogeneity for chemical composition depends on the length-scale of the sampling, in agreement with Benedetti–Pichler description of multicomponent systems. This case study highlights the importance of measurement length-scale for comparison and integration of data from complementary analytical methods, opening new avenues for standardization to support regulatory positioning of emerging nanomedicines.
-weighted MRI, due to their ability to modify the transverse relaxation time of protons.3–5 The contrast efficiency of IONPs depends on the size of the magnetic core,4 while both MRI contrast and biodistribution are strongly influenced by the size of the particles.1,6 Consequently, the accurate measurement of particle core and particle shell size represents a priority target from technological and regulatory perspectives.
On the other hand, IONPs used for in vitro or in vivo studies must be biocompatible and stable in colloidal form. To ensure stability and biocompatibility, IONPs manufacturers often exploit biopolymer coatings to create core–shell structures, where the magnetically active core delivers the MRI contrast while the external coating prevents aggregation and ensures biocompatibility.4,5 The presence of the organic coating around the IONPs core introduces additional challenges for the precise characterization of these nanomaterials, increasing the bias between the size measured for the particle core and the effective size of the colloidal particles.7 Furthermore, within these multicomponent systems, accurate evaluation of chemical composition becomes critical to quantify contrast efficiency, control the dosage of the MRI contrast agent and lead to regulatory approval, supported by proper pharmacokinetics and pharmacodynamics data.1,8. These fundamental analytical questions stand at the forefront of scientific research and require the use of advanced, highly complementary methods able to provide insights on key measurands, on their uncertainty and on their homogeneity across IONPs samples.
Our work highlights the most recent efforts of MetrINo, a multidisciplinary EURAMET consortium,9 encompassing several metrology institutes, academic institutions and industry, working in synergy to address the grand challenge of standardization of analytical methods for the characterization of nanomedicines.10 The long-term ambition of MetrINo starts from the identification of candidate reference materials (RM) relevant to the context of nanomedicine and at an advanced stage of clinical or pre-clinical trials.11 Among the potential RM candidates, we identified FeraSpin™ R, a MRI contrast agent that is gaining increasing attention due to its high biocompatibility and excellent performance for preclinical diagnostic imaging.12 FeraSpin™ R is manufactured and commercialized by nanoPET Pharma GmbH as a complex formulation containing iron oxide nanoparticles stabilized by a carboxy-dextran-derived coating material.13,14 We present here the first systematic study on homogeneity for FeraSpin™ R particle size and chemical composition using several complementary methods. We show that sizing methods can consistently provide either the volume or intensity weighted hydrodynamic diameter of the colloidal particle or the number-weighted diameter of the particle core and these two measurands are systematically different, but individually consistent across relevant techniques. We also demonstrate that for micro-heterogeneous systems such as FeraSpin™ R, the concept of chemical homogeneity must be redefined, considering the effective sampling volume that each analytical method is able to measure, opening new avenues for data integration and comparison across different length scales.
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| Fig. 1 Analytical methods used to probe particle size on FeraSpin R formulations with the schematic representation of associated length scales. | ||
We initially investigated particle size and size distribution on FeraSpin™ R particles using Scanning Electron Microscopy (SEM), following an optimized sample preparation protocol that ensured good dispersion of the particles on poly-lysine coated silicon wafers. FeraSpin™ R samples showed a large number of small particles that appeared as quasi-spherical on the SEM images (Fig. 2B). We also observed larger particles that can be attributed to agglomerates or aggregates and that seem more heterogeneous in shape and size. We cannot exclude that some agglomeration occurred during sample preparation, and for this reason it is not possible to differentiate by SEM stochastic agglomerates formed during sample drying/spinning from aggregates that may be already present in the starting solution. Fig. 2B provides the number-based size distribution histogram built from the analysis of ∼600 particles. This histogram displays a monomodal distribution (red line) which can be modelled as the superposition of 2 log-normal distributions (blue lines). A continuous distribution with a range of sizes is observed, indicating a relatively small degree of polydispersity (FWHM 6.6 nm) for FeraSpin™ R. The ponderation between the two distributions led to 87% for the first contribution and 13% for the second one. The entire size distribution is dominated by the first peak, showing mean size around (12.1 ± 4.0) nm and a statistical mode at 9.6 nm.
FeraSpin™ R particle size was also investigated by cryogenic transmission electron microscopy (cryo-TEM, Fig. 2C). For this scope we adapted a cryogenic vitrification protocol, previously developed,15 based on grid-blotting and immediate plunge-freezing in liquid ethane (for details refer to Experimental Methods). This sample preparation method ensured good dispersion of FeraSpin™ R nanoparticles and accurate determination of particle size using the open-source software-package Fiji.16 The geometrical size for each object was calculated as the average of the two Feret diameters, including single particles and aggregates. The size distribution obtained by cryo-TEM (Fig. 2D) was monomodal and could be fitted by 2 log-normal size distributions, displaying average size at 11.8 nm and statistical mode at 9.7 nm, in agreement with the data discussed above for SEM. We expect cryo-TEM sample preparation to prevent agglomeration, therefore the aggregates observed in the micrographs (Fig. 2C) may be already present in the starting solution.
We also determined the hydrodynamic diameter of FeraSpin™ R original colloid using Dynamic Light Scattering (DLS). In this case the measurand was the intensity weighed harmonic average for particle diameter (Z-average size) that differs from the number-based size measured by electron microscopy. Using DLS we obtained moderately poly-dispersed, yet monomodal size distributions with mean diameters between 55 nm and 65 nm depending on the dispersion medium used, except for NaCl 0.9% that yielded an anomalously high particle diameter, probably due to colloidal stability issues discussed below. We also determined the ζ-potential in different dispersion media (Table SI1). The ζ-potential values obtained were all negative, suggesting that FeraSpin™ R particles display a negative surface charge independently of the dispersion media used, yet the absolute values decreased at higher ionic strengths. Reduction of particle ζ-potential in the presence of electrolytes is well described in the literature and could compromise colloidal stability.1,17 For this reason, we investigated the stability of FeraSpin™ R colloids over 24 h in four different matrices, confirming that the colloid was stable in pure water and in ammonium nitrate (see Table SI1), where it maintained a ζ-potential value lower than the stability threshold of −30 mV, PDI values below 0.3, and size distributions unchanged overtime. Conversely, FeraSpin™ R show some stability issues in pure NaCl 0.9%, showing an increase in size and polydispersity index over time, probably due to the reduced ζ-potential value in this high ionic strength matrix.
FeraSpin™ R size distribution was additionally investigated by Asymmetric Flow Field Flow Fractionation (AF4) coupled with UV, differential refractive index (DRI), and multi-angle light scattering MALS. Ammonium nitrate at 10−4 M, which has been shown to preserve the stability of FeraSpin™ R (see SI SI1), was used as the mobile phase. The main particle population eluted between 10 min and 30 min, as detected by MALS. In contrast, the UV and DRI detectors revealed a double-peak pattern, indicating the presence of an earlier eluting population of small size particles, eluting between 8 min and 12 min, that strongly absorbs at 300 nm but yields poor light scattering signal (SI Fig. SI2A). In this region, reliable MALS fitting was not possible due to poor signal quality or insufficient scattering intensity. It should be noted that the DRI signal showed a peak partially overlapping with the void peak, which is most likely an artefact. This signal corresponds to a transient pressure disturbance in the channel, occurring when the crossflow rate begins to decrease in power mode. This artefactual peak was also observed in the blank, confirming it is unrelated to the sample (Fig. SI2B). The size distribution calculated on the main population ranged from 32 nm to 144 nm, with a weight-average diameter of gyration of (56 ± 4) nm, leading to a diameter comparable to the values obtained by DLS (See SI Table SI1).
To assess size homogeneity of the particle core, we performed SAXS measurements at three independent institutes using different laboratory and synchrotron-based setups and on three different aliquots of one batch of FeraSpin™ R particles dispersed in water. The three datasets are in good agreement (Fig. 2E) and allowed us to verify a high degree of homogeneity across the different aliquots of the batch. The scattering curves of FeraSpin™ R are smooth and contain no distinctive scattering features, which indicates that the sample has a high degree of polydispersity. SAXS data were analysed using the Monte-Carlo regression package from the CEA software pySAXS that is based on McSAS18 and the fit results and representative results on the size distribution of FeraSpin™ R are presented in the histogram (Fig. 2B). Unlike other methods, such as Guinier or form-factor fitting, which use a size distribution function (e.g., normal or lognormal), the Monte-Carlo approach can handle unknown and nonstandard size distributions and address the entire q-range. The McSAS analysis confirms a high degree of polydispersity of FeraSpin™ R and exhibits a pronounced skewness towards smaller sizes, characterised by a high number of particle diameters below 10 nm and a long, decaying tail extending up to approximately 60 nm and with very small contributions up to approximately 80 nm, whereas the significance of the latter is small due to the relatively high uncertainty of these small contributions. It is important to note that the uncertainties of the contributions for diameters > 30 nm are larger than the actual contributions, suggesting that in this size range SAXS size distribution is not reliable in this size range. The median diameter of the presented dataset is 8.1 nm and the mean diameter is 12.3 nm, in agreement with the SEM data presented above. The mode-maximum of the diameter-distribution is at 4.1 nm and the variance is 13.0 nm. When fitting a Gaussian to the distribution, we get a mean diameter µ = 5.4 nm and the standard deviation 2σ = 14.6 nm.
We would like to point out that the traceability of the Monte-Carlo method has not yet been demonstrated. However, the analysis of the scattering curves presented here, which are identical within their uncertainties, provide differences of the mean and median value of approximately 1 nm (±10%). These small discrepancies are likely primarily result from slightly different settings of the McSAS analysis rather than from actual differences in the experimental datasets. This aspect stresses how critical the definition of data processing parameters is and how variations of these parameters may emerge from a user-dependent choice of fitting parameter sets, selected as better options for heuristic reasons.
While interpreting the size distribution histogram obtained by SAXS, it should be noted that, in this particular case, we cannot distinguish between larger particles or aggregates of smaller particles using this technique. Additionally, due to the small electron density difference between the organic ligand shell and the water in which the particles are dispersed, the size obtained by SAXS mainly corresponds to the particle core sizes for individual particles or equivalent cluster diameter for particle aggregates. To evaluate the stability of FeraSpin™ R, the sample was measured in week 27 of 2023 and in week 5 of 2025 using the synchrotron-based setup. We observed no significant changes for the scattering curve over the 18-month period of this study (SI section C, Fig. SI3 a–d). The small deviation in overall intensity (<5%) is within the expected uncertainty for this measurement.
Additionally, using cryo-TEM imaging we were able to determine also the size of the particle core for every single particle, isolated or within larger aggregates, enabling the reconstruction of a size distribution for the core. Comparing this core size distribution obtained by cryo-TEM with SAXS data (Fig. 2F) we observed a good overlap of the main peak of the distributions, yet this high level of agreement may be coincidental, as the SAXS-derived distribution obtained by the Monte-Carlo approach is not unambiguous. The cryo-TEM distribution appeared narrower compared to SAXS distribution. This difference can be explained considering that cryo-TEM core size was calculated considering the single particles either isolated or inside the aggregates, while SAXS treat aggregates as single objects, with an equivalent cluster diameter, inducing a broadening of the SAXS size distribution.
In addition to the original FeraSpin™ R colloid, we also investigated size homogeneity on lyophilized samples, provided by nanoPET as solid aliquots obtained directly from FeraSpin™ R dispersions. This sample format could be particularly relevant in specific cases of clinical and analytical applications, considering the extended shelf-life and improved versatility for storage conditions.19,20 The lyophilized aliquots were redispersed in three different matrixes (water, saline solution and PBS), and the colloidal dispersions obtained were analysed by DLS. Interestingly, although the characteristic mean size was slightly shifted towards higher values, compared to the original FeraSpin™ R colloid, the size distributions remained monomodal with polydispersity indexes below 0.3 (See SI section D, Table SI2). Overall, our results suggest that FeraSpin™ R can be presented in a lyophilized format that is suitable for dispersion on demand for research purposes, opening new avenues to use this type of sample format for inter-laboratory comparison studies of key measurands, relevant to the nanomedicine community.
It is interesting to note that the characteristic size obtained from different analytical techniques clustered around two specific values, namely 12 nm and 57 nm (Table 1). These results can be rationalized considering the differences between the physical principles and the target measurands related to each analytical method. Cryo-TEM and SEM rely on measuring the size of single particles while the other methods measure an ensemble of particles for a given acquisition time. The sample volumes effectively measured varied among these different techniques, ranging from 1 mL for DLS, 25 µL for AF4-MALS, less than 1 µL for SAXS, and less than 7 µL for cryo-TEM (blotted and frozen) and SEM (deposited and spread by spin coating on PLL silicon wafer). However, the clustering observed around the two characteristic size values was not related to sample volume. To explain our results, we can consider that the techniques cryo-TEM and SEM provided number-weighted size distributions, which are more sensitive to smaller populations of particles. Conversely, the intensity-weighted analysis of DLS and AF4-MALS, tends to skew the size distribution towards higher values due to their weighting of larger particles by scattering intensity. These differences may be further enhanced by the limit of detection for each technique. While SEM can measure particle sizes down to a few nm, MALS shows poor sensibility below 10 nm, leading to a systematic bias on the determination of particle size. Additionally, DLS accounts for the effective hydrodynamic size of the particles, that will consider the extended radius of the organic coating on colloidal FeraSpin™ R particles, that may collapse under the dry conditions of SEM measurements and will also not contribute much to the size values determined by SAXS, due to poor X-ray scattering properties of the organic material. We can therefore conclude that even though the target measurands are different for different techniques, the two families of methods (SEM, cryo-TEM, and SAXS on one end, and DLS and AF4-MALS at the other end) provide complementary information regarding the mean size of the particle core and the intensity-weighted mean size for the colloidal dispersions of FeraSpin™ R particles. Similarly, polydispersity data obtained from complementary techniques may lead to inconsistent results, and intercomparison of different methods must be considered with caution.
| Technique | SEM | Cryo-TEM | SAXS | DLS | AF4-MALS |
|---|---|---|---|---|---|
| a Number-based average diameter measured by SEM with expanded uncertainty (k = 2), derived from parameter propagation.b Number-based average diameter measured by cryo-TEM as the mean of two Feret diameters for each object.c Mean diameter measured by SAXS with estimated uncertainty (±10%).d Intensity-weighted Z-average diameter obtained by DLS using 10−4 M NH4NO3 as dispersant, with repeatability.e Intensity-weighted gyration diameter measured by AF4-MALS with mobile phase 10−4 M NH4NO3, with uncertainty. | |||||
| Measurand | Geometrical diametera | Geometrical diameterb | Particle core diameterc | Hydrodynamic diameterd | Gyration diametere |
| Mean size (nm) | 12.1 ± 4.0 | 11.8 ± 4.8 | 12.3 ± ∼1.0 | 57.1 ± 1.0 | 56.8 ± 8.0 |
Using SAXS, the extracted diameters of the different aliquots are identical within the uncertainties (approx. ±10%) of the results from the Monte-Carlo analysis. Similarly, using DLS repeatability data, we could estimate that the variability for the intensity-weighted mean colloidal diameter was below 0.5%. These estimations of homogeneity in particle size include uncertainty contributions from the different analysis methods and instrumental settings; therefore, the actual size homogeneity of FeraSpin™ R may be overall better than 3%, which is remarkable for an intrinsically poly-dispersed formulation of industrial and clinical relevance.
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| Fig. 3 Analytical techniques used to assess chemical homogeneity of FeraSpin R formulations with the schematic representation of associated length scales. | ||
Thermo-gravimetric analysis (TGA) under reactive atmosphere is a traceable analytical tool, providing direct quantification of the weight content for volatile, non-volatile organic and inorganic components within complex formulations. The ability to analyze relatively large aliquots of the target materials (in the range of milligrams), provides a direct route to examine chemical homogeneity in aliquot dimensions relevant to in vitro and in vivo experimentation.
We performed TGA analysis in dry air under controlled flow conditions. To exclude contributions from iron oxidation, we performed control experiments with magnetite, an iron oxide with mixed Fe(II) and Fe(III) states, obtaining negligible weight changes close to experimental error (see SI section E, Fig. SI5a and b). Similarly, we run TGA analysis on control Fe(III) oxide samples, obtaining losses in weight below 3% mainly due to the release of moisture (Fig. 4A). Conversely, when FeraSpin™ R samples were analyzed using TGA (Fig. 4B), we observed a different profile, starting by an initial decrease in weight of about 5% below 150 °C that can be attributed to evaporation of loosely-bond water molecules. Subsequently the samples underwent a net loss of weight over 40% between 200 °C and 400 °C, consistent with the complete combustion of non-volatile organic molecules in air. The residual weight remained stable up to 800 °C, allowing for the determination of the inorganic fraction at around 50% in weight. TGA experiments on different aliquots of FeraSpin™ R also allowed the estimation of sample homogeneity (expressed as the relative standard deviations of the weight fractions across five distinct aliquots), obtaining variabilities for the non-volatile organic, inorganic residue and moisture component within ± 0.37%, ± 0.31%, and ± 0.64%, respectively. Interestingly, the variability of the ratio between inorganic and organic components (excluding moisture) was below 0.3%, confirming that FeraSpin™ R samples are chemically homogeneous.
Chemical homogeneity was also investigated using inductively coupled plasma mass spectrometry (ICPMS) on liquid samples of FeraSpin™ R, after microwave-assisted acid mineralization (further details in Experimental Section and Table SI3). ICPMS is the gold standard analytical technique for the determination of metals in solution and therefore offers a direct route for estimation of chemical homogeneity of FeraSpin™ R in terms of variability of iron content within different aliquots. With this method we obtained chemical homogeneity within 0.7%, confirming that iron content on FeraSpin™ R formulation is highly homogeneous across different aliquots.
We also investigated chemical homogeneity using two vibrational spectroscopy methods, namely infrared and Raman spectroscopy. Infrared spectroscopy represents a fast, versatile and fit-for-purpose technique for routine quality control of chemical homogeneity within production pipelines, particularly in the version attenuated total reflectance infrared (ATR-IR) spectroscopy, able to analyze solid samples deposited directly on the ATR crystal, without specific sample preparation. However, extracting quantitative information on chemical composition from ATR-IR data may be challenging for solid powders, due to the fact that the absolute intensity of the IR peaks depends on the coverage of the ATR crystal and on the granulometry of the sample: irrespective of the mass of sample used, only the fraction of sample within a couple of microns from the ATR crystal can be analyzed.23 Despite this limitation, chemical homogeneity can be assessed by ATR-IR comparing the relative intensities of the IR peaks of the different components within the sample.
ATR-IR spectra of different aliquots of FeraSpin™ R, presented in Fig. 5, display a broad band below 554 cm−1, that can be attributed to Fe–O vibrational modes present in other iron oxides (See SI Fig. SI6).24,25 Additional peaks between 700 cm−1 and 2000 cm−1can be assigned to the organic coating, while the broad band with a maximum around 3400 cm−1 is related to the stretching mode of hydroxyl groups, including those of the capping agent and of residual water molecules present in the solids. The distinct positions of these peaks allowed for the normalization of the single spectra, setting to unity the peak at 1012 cm−1 related to the capping agent to unity. Spectra normalized by the peak attributed to the organic capping agent are effectively plots of intensity ratios between the different components and the variability of these normalized peaks across different sample aliquots provide direct evidence of sample homogeneity, considering that all other factors are compensated by normalization of the peaks.
After normalization of the ATR-IR spectra, we observed some variability of the relative intensities of IR peaks for iron oxide and for –OH groups. The variability in the OH region was considerably reduced when the samples were thermally pre-treated overnight at 105 °C to remove the moisture contribution, yet a significant OH band remained visible on the dried samples, due to the presence of OH groups in the non-volatile capping agent. Evidence of successful removal of loosely-bound water molecules was also observed by computing the difference-spectrum (Fig. 5D) obtained by subtracting the average normalized spectra before and after drying. We observed a consistent reduction of peak intensity around 3400 cm−1 after drying. Conversely, the peak of iron oxide below 554 cm−1 remained unchanged, and the main peak of the organic capping agent displayed only a slight shift upon drying. These results confirm that an additional drying step on the freeze-dried samples may improve chemical homogeneity, particularly in terms of moisture content. Additionally, by calculating the variance of ATR-IR data at wavenumbers representative of Fe–O vibrational modes, we inferred that the fluctuation of chemical composition of freeze-dried FeraSpin™ R samples remained within 3% in terms of inorganic to organic ratios.
A similar approach was used to investigate chemical homogeneity by µ-Raman micro-spectroscopy. In this case the lyophilized FeraSpin™ R powder, as received, was not suitable for direct microscopy analysis, due to the presence of subtle flakes of the solid material that were not mechanically stable under laser illumination. For this reason, the samples were redispersed in distilled water and different aliquots were re-deposited on a Si wafer and allowed to dry overnight at room temperature. This process produced solid films with a thickness of approximately 20 µm, estimated by optical microscopy. On these films we were able to record over 500 Raman spectra at random locations across different aliquots. For our instrument configuration, the lateral spot size of the laser was 2.1 µm with a confocal aperture slit of 50 µm that allowed for the entire vertical section the sample film to be analyzed (i.e. sampling volume below 100 µm3). All the spectra showed distinct peaks that were attributed to the organic coating and to Fe–O vibrations (Fig. 6 A, additional spectral data for peak attribution is presented in SI Fig. SI7).
Although the absolute intensity of the peaks varied across different locations of the sample, the ratio of the peaks attributed to Fe–O and to the organic coating provided a measure of chemical homogeneity, indicating that the variability of the inorganic to organic ratio was below 6%, in agreement with ATR-IR data. Interestingly, the ratio of the Raman peaks for iron oxide and for the organic component across the entire date set followed a monomodal statistical distribution with characteristic mode at 0.48 and a certain level of tailing and asymmetry (excess kurtosis 6.32 and skewness 0.42, Table SI4), supporting the fact that FeraSpin™ R samples are highly homogeneous even at the micrometric scale probed by the Raman microscope.
Chemical homogeneity was also probed by X-ray photoelectron spectroscopy (XPS) on solid films obtained from FeraSpin™ R dispersions with a sample preparation method similar to the one described above for µ-Raman. XPS is a surface sensitive technique able to provide quantitative elemental composition, however it is essential to minimize the deposition of adventitious material during sample preparation, since surface contamination at trace levels may significantly bias XPS measurements. We adopted two sample preparation strategies to validate our results: one set of samples were dried in air, covering the surface with a cap to avoid dust deposition. Another set of samples was dried under vacuum, to prevent deposition of adventitious material. These two sets of samples were analyzed by XPS during a unique working session to reduce any other sources of measurement variability, and led to identical elemental compositions, within experimental uncertainty (See SI section J, Tables SI7 and SI8). This result suggests that air-drying and vacuum-drying sample preparation methods are equivalent for the analysis of FeraSpin™ R samples by XPS. Interestingly, in addition to iron, carbon and oxygen, we observed the presence of sodium, which could act as counterion for the capping agent. We also observed a residual amount of silicon due to the sample support used during the experiments. On the other hand, the atomic ratio between iron and carbon (Fe/C) obtained by XPS was considerably lower than the range expected from TGA data (i.e. 50% in weight of FeraSpin™ R is iron oxide). This apparent discrepancy can be explained considering the different chemical environments probed by each analytical technique. While TGA is a bulk method probing the entire sample, XPS probe a few first nanometers of the sample surface. Under our XPS measurement conditions, the lateral spot size was 300 µm × 700 µm with an estimated depth below 5 nm. The core–shell structure of FeraSpin™ R nanoparticles leads to a preferential sampling of the organic coating at the surface, generating a bias in the absolute determination of Fe/C ratios by XPS.
Despite this analytical bias, XPS data allowed us to estimate chemical homogeneity by calculating the relative standard deviation of the atomic ratio between iron and carbon (Fe/C) on three different aliquots. We expect iron-oxide and the dextran-based stabilizer to be the only sources of iron and carbon, respectively. Therefore, the %RSD for the Fe/C ratio across different sample aliquots will directly reflect chemical homogeneity in this two-component system, estimated to be below 7% by XPS analysis (full data set and representative XPS spectra are presented Fig. SI8a, b, c, d, e and f).
FeraSpin™ R dried aliquots were also analyzed by SEM-EDX to obtain the full elemental composition on random locations of the samples (Fig. 6C and D). This data also revealed the presence of the expected elements carbon, oxygen, iron and a residual amount of sodium, probably acting as counterion for the particle negative surface charge. We calculated the ratio between iron and carbon (Fe/C) for each EDX point as a measure of chemical composition, obtaining a bimodal distribution with the main mode at 0.42 and a distinct secondary mode at 0.77, suggesting that at the length scale of SEM analysis the sample showed local fluctuations of composition that clustered in two main micro-phases. It is important to note that the sensitivity of EDX to light chemical elements like C is limited and may lead to a systematic bias on the determination of Fe/C ratios. Furthermore, SEM-EDX has the smallest sampling volume among all the techniques investigated here, determined by a penetration depth of the electron beam at 20 kV lower than 2 µm (i.e. sampling volume ∼4 µm3). Despite these facts, the main statistical mode for the atomic ratio Fe/C on SEM-EDX data was close to the mode of the ratio IFeOx/Iorg obtained by µ-Raman, which is a remarkable similarity, and may indicate that both, elemental composition and vibrational spectroscopy, are good predictors of chemical composition for FeraSpin™ R. Using SEM EDX data, we estimate an overall variability of chemical composition around 12%, the highest of all the techniques investigated here.
Comparing chemical homogeneity data obtained from these four complementary methods, we can conclude that, irrespective of the specific measurand use (i.e. ratio of two vibrational peaks, Fe/C elemental ratio, ratio of inorganic-to-organic weight fraction), FeraSpin™ R samples were highly homogeneous in chemical composition. We also observe a general trend, correlating the level of homogeneity observed by each method with the effective size of the sample analyzed. While TGA deals with milligram aliquots and provided the best chemical homogeneity data below 1%, ATR-IR and Raman were able to measure mesoscopic portions of the samples with intermediate homogeneity results around 6%, and SEM-EDX, relying on the smallest bulk sampling volumes among all the techniques investigated here, provided the highest level of chemical variability at around 12% (see Table 2). This trend is not surprising and can be partially explained with the Benedetti–Pichler equation for a two-component system.26 In this approximation, a micro-heterogeneous sample can be represented by an ensemble of two populations of “particles” with different densities (d1 & d2), different chemical compositions (C1 & C2) and total particle number concentration NP (i.e. number of particles per gram of sample). If we assume that one of the particle types has a normalized abundance equal to f within the sample, the relative standard deviation for the chemical composition determined experimentally can be written as:
![]() | (1) |
![]() | (2) |
| Length scale | Bulk | Meso | Nano | ||
|---|---|---|---|---|---|
| Technique | TGA | ICPMS | IR/Raman | XPS | SEM-EDX |
| Sample size | ∼1 mg | ∼180 µg | ∼3 µg | ∼2 µg | ∼0.6 µg |
| Chemical homogeneity (RSD) | 0.30% | 0.70% | 6% | 7% | 12% |
Our results suggest that the relevance of chemical homogeneity obtained at different length scales in the context of nanomedicine research must be commensurate to the scope of the measurement and to the level of correlation with clinical and biological data. Bulk measurements such as TGA are fit for purposes to fulfill regulatory requirements in terms of chemical homogeneity of injectable aliquots. On the other hand, interpreting microscopy data related to clinical assays may require a better understanding of compositional fluctuations within smaller sampling volumes. Similarly, extrapolating chemical composition from micro-spectroscopy methods to bulk samples may jeopardize the assessment of sample homogeneity within micro- and nano-heterogeneous formulations. Our work confirms the need for a multidisciplinary approach, encompassing a wide range of analytical techniques and covering different length-scales to tackle the grand challenge of chemical homogeneity assessment for emerging nanomedicines.
In addition to the length-scale effect discussed above, quantitative deconvolution of different uncertainty contributions to the measured chemical homogeneity would require the quantification of all other sources of uncertainty for each specific analytical technique, but this ambitious task is beyond the scope of the work presented here. Nevertheless, our results demonstrate that in the case of chemical composition, the choice of the analytical method is critical to assess the relevant level of homogeneity for a complex micro- or nano-heterogeneous formulation, highlighting the importance of effective sampling volumes and length-scales on the interpretation and comparison of data from complementary analytical techniques.
999%) was obtained from Merck Life Science s.r.l. (Milan, Italy) and hydrochloric acid (>99,0% purity) was purchased from Carlo Erba Reagents s.r.l (Milan, Italy).
Dry powders of FeraSpin™ R nanoparticles were obtained by freeze drying of water-based particle dispersions. Apart from the carboxydextran-based coating polymer, no other capping agents were present within the dispersion. To remove this excess coating polymer from the dispersion, centrifugal ultrafiltration was performed using Sartorius® Centrisart 1 centrifugal ultrafiltration devices (Sartorius Lab Instruments GmbH, Göttingen, Germany) with a molecular weight cutoff (MWCO) of 300 kDa. 1 mL of FeraSpin™ R particle dispersions was centrifuged for 20 min at 1800 g. Excess supernatant was discarded and replenished with equal amounts of MilliQ water. After an equilibration time of 2 min this washing procedure was repeated four times. Following purification, nanoparticle dispersion depleted of free polymer was immediately frozen in liquid nitrogen for 2 min to 5 min. Samples were either directly subjected to lyophilization or stored at −80 °C for later use. The drying process was carried out using a laboratory freeze dryer Alpha 1-2 LSCbasic (Martin Christ Gefriertrocknungsanlagen GmbH, Osterode am Harz, Germany) in accordance with the manufacture's operation protocol. After completion, dried samples were weighed and sealed with Parafilm® (Heathrow Scientific, Chicago, USA) for subsequent transport.
FeraSpin™ R colloidal dispersions were analyzed after 1
:
15 dilution (1.33 mM of iron) from the stock solution provided by NanoPET Pharma GmbH in four different matrices (water, 0.9% (w/w) NaCl solution, phosphate saline buffer 0.01 M-PBS, and ammonium nitrate 10−4 M-NH4NO3) and stored at 4 °C. The size was measured at 1 hour, 6 hours, and 24 hours after sample preparation, while the zeta potential was measured at 1 hour and 24 hours.
FeraSpin™ R lyophilized samples were prepared at 1.3 mM (based on total Fe concentration) by dissolving the solids in the appropriated media (water, 0.9% (w/w) NaCl solution, and PBS). To facilitate dispersion, a three-minute sonication was performed using Bandelin Sonorex Ultrasonic baths. For each matrix, five aliquots were prepared, and the size was obtained by averaging nine consecutive measurements at an angle of 173° and the ζ-potential by averaging three consecutive measurements. Size and ζ-potential were measured immediately after sample preparation.
Five aliquots of FeraSpin™ R powder were sampled and analyzed as received, while five additional aliquots were dried for 24 hours in an oven at 105 °C and then cooled in a desiccator before IR analysis. All raw IR data were converted to absorbance and normalized for the absorbance value at 1012 cm−1. Fe2O3 and Fe3O4 samples were analyzed under the same conditions described for FeraSpin™ R. No drying process was performed in this case. All raw IR data were expressed in absorbance and were not normalized at the source.
| Parameter | |
|---|---|
| Dwell time | 100 ms |
| Acquisition time | 80 s |
| Nebulizer gas flow | ≈1.0 L min−1 |
| Sample input flow | 0.5 mL min−1 |
| Gas mode | He |
| Collision/reaction gas flow | 5 mL min−1 |
| m/z | 56Fe, 57Fe |
Colloidal FeraSpin™ R samples were imaged at LNE with a Zeiss ULTRA-Plus equipped of a Field Emission Gun (FEG) microscope and in-Lens SE detector. All images have been recorded through secondary electrons collected by an InLens detector. The sample was tested at an acceleration voltage of 3 kV at working distance of 3 mm and with magnifications fixed at 100
000. The Platypus® software developed by Pollen Metrology28 was used to recognize particles, leading to a size distribution. The histogram of the SEM data was fitted with an analytical size distribution using the software R-Studio with a program developed by the LNE statistics team, which uses the well-known statistical method of Maximum-Likelihood estimation.29 The size distributions measured by EM-based analysis were fitted by a mix-log normal function. The output mean diameter and standard deviation were determined, together with the 95%-confidence interval for both parameters. The uncertainty on the particle size determined by SEM was estimated as described in SI section K. In the present study, particle size distributions were based on a total number of particles counted fixed at 600. The FeraSpin™ R particles provided from Nano-PET were diluted 10 times in milliQ water and deposited on a silicon wafer coated with PLL (Poly-L-Lysine) to functionalize the substrate surface and to promote an efficient attachment between particle and substrate. For getting a good dispersion, a drop of suspension was drop-casted and then spin-coated to prevent agglomeration and promote dispersion on the substrate.
Synchrotron-based SAXS measurements were carried out at the four-crystal monochromator beamline of the Physikalisch-Technische Bundesanstalt at the BESSY II synchrotron radiation facility in Berlin-Adlershof using the SAXS facility of the Helmholtz-Zentrum Berlin. The samples were irradiated with a beam of synchrotron radiation with an energy of 8 keV and a cross-sectional area of 150 × 400 µm2 at the position of the capillaries. The radiation scattered by the samples was recorded by a vacuum-compatible Pilatus 1M detector,30 which in week 27, 2023 was located (2864 ± 1) mm and (5063 ± 1) mm behind the samples in the short and long configurations, respectively. In week 5, 2025 it was located, almost identically, (2864 ± 1) mm and (5064 ± 1) mm behind the samples in the short and long configurations, respectively.
Laboratory-based SAXS measurements were performed on a Bruker Nanostar, Bruker AXS GmbH, (Karlsruhe, Germany), using a Kα-line of a micro-focused X-ray Cu source (Incoatec) with an X-ray energy of 8.0 keV. The samples were measured in a sealed quartz capillary under vacuum. The beam was further passed through 2D beam shaping MONTEL optics and a collimation block, with a 0.3 mm scatterless pinhole serving as the beam-defining aperture, resulting in a beam diameter of approximately 0.4 mm at the sample position. An evacuated flight tube (∼0.01 mbar) between the sample and the detector reduces absorption and air scattering. The scattered intensity was recorded with a 2D MikroGap technology-based detector (VÅNTEC-2000, Bruker AXS) with 2048 × 2048 pixels, each 68 × 68 µm2 in size. The sample-detector distance was set to 147 cm (as determined from measuring silver behenate powder as a standard) achieving a resolvable q-range of 0.05 nm−1 ≤ q ≤ 1.8 nm−1. The exposure time for the measurement was 3 h. The transmitted fraction of the beam was obtained from a home-made semi-transparent beam stop.
In addition, SAXS measurements were performed on a Xenocs (Grenoble, France) XEUSS 3.0 instrument, using an X-ray Cu (8 keV) and Mo (17 keV) source, and a Dectris Eiger3 1M detector. The instrument is beamstopless, meaning that the direct beam is integrated during the acquisition, in order to obtain absolute intensities directly. The thickness of the capillaries (same batch, same manufacturer) was estimated at 0.12 cm by measuring the scattered intensity of a water capillary. Different configurations were used with different sample to detector distances (1.8 m, 0.9 m, 0.37 m). Images were acquired at 600 s on each configuration. The data were set in the absolute scales and corrected by the dark noise of the detector, subtracted by the water capillary, and merged from different configurations. We used the CEA pySAXS software for the data treatment.
For all SAXS measurements, the 2D-scattering images were reduced to 1D-data by azimuthal integration using proprietary software (PTB), the Bruker software DIFFRAC.EVA (Bruker AXS, version 4.1) (EMPA), and using pySAXS (CEA).
Each colloidal nanoparticle (NP) solution was filled into separate glass capillaries, borosilicate for CEA (from the same manufacturer and same batch) and PTB (WJM Mark-tubes, 1 mm diameter, 0.01 mm thickness) and quartz (Hilgenberg Mark-tubes, 0.01 mm thickness of about 200 µL volume) for EMPA and sealed before measurement. The filled capillaries were then loaded into the vacuum chambers and irradiated.
All SAXS data was corrected for transmission, background corrected (subtraction of scattering intensity from the capillary and solvent) and normalized by the capillary thicknesses. In the McSAS analysis, the SAXS data was fitted using 300 spheres with diameters in the range 0.1 nm < d < 80 nm. 100 repetitions were calculated whereas one repetition consists of a reduced chi square optimization and the different results of the individual repetitions are used to estimate the uncertainties of each of the 300 sphere diameters. Multiple sets of those fits were performed using varying parameters, e.g., with varying q-ranges to ensure the robustness of the fit results. While for the fit result presented in the main article the range 0.06 nm−1 < q < 3 nm−1 was used, the full q-range was 0.05 nm−1 < q < 10 nm−1, see SI for the fit result. The results are in agreement.
The channel out-let flow rate was 0.5 mL min−1. The focusing and elution conditions were as follows: (i) focusing conditions: inlet flow rate of 0.2 mL min−1, focusing flow rate of 2.3 mL min−1 and crossflow rate of 2 mL min−1, focusing time of 5 min; (ii) elution conditions: 2 min of constant crossflow rate at 2 mL min−1, followed by a power (0.1) gradient crossflow rate decreasing from 2 mL min−1 to zero in 40 min and a final zero-plateau of 20 min. Main optimised parameters are reported in Table 4. MALS data treatment was performed using the Berry model of first degree and the Astra Software (Wyatt Technology). For MALS data treatment and for recovery calculation the UV detector was used.
| Membrane | PES 10 kDa (postnova analytics) |
|---|---|
| Spacer | 350 µm |
| λmax UV (nm) | 300 |
| Eluent phase | NH4NO3 10−4 M |
| Sample treatement | Dilution 1 : 10 in mQ water |
| Injected volume | 25 µL |
| Separation method | Power (0.1) gradient |
000×, corresponding to a pixel size of 0.0535 nn/pixel with a defocus of −3.0 and −4.0 µm, and at magnification 120
000× corresponding to a pixel size of chem 0.086 nm/pixel with a defocus of −2.0 and −4.0 µm. Image processing and data analysis were performed using Fiji.16| AF4 | Asymmetrical flow field-flow fractionation |
| DLS | Dynamic light scattering |
| DRI | Differential refractive index |
| EDX | Energy-dispersive X-ray spectroscopy |
| FTIR-ATR | Fourier-transform infrared spectroscopy |
| FWHM | Full width half maximum |
| IONPs | Iron oxide nanoparticles |
| MADLS | Multiangle dynamic light scattering |
| MALS | Multiangle laser light scattering |
| MRI | Magnetic resonance imaging |
| MWCO | Molecular weight cutoff |
| PBS | Phosphate saline buffer |
| PLL | Poly-L-Lysine |
| RM | Reference materials |
| SAXS | Small-angle X-ray scattering |
| SEM | Scanning electron microscopy |
| TGA | Thermogravimetric analysis |
Footnote |
| † These authors contributed equally to this work. |
| This journal is © The Royal Society of Chemistry 2026 |