Valeria Secchia,
Daniela D'Alessiob,
Andrea Erroia,
Silvia Mostoni
a,
Giancarlo Capitanib,
Alberto Calloni
c,
Gianlorenzo Bussetti
c,
Massimiliano D'Arienzo
a,
Roberto Lorenzi
a,
Keren Keinan-Adamskyd,
Shai Rahimipourd,
Angelo Monguzzi
a and
Marcello Campione
*b
aDepartment of Materials Science, University of Milano – Bicocca, Milano I-20125, Italy
bDepartment of Earth and Environmental Sciences, University of Milano – Bicocca, Milano I-20126, Italy. E-mail: marcello.campione@unimib.it
cDepartment of Physics, Politecnico di Milano, Milano I-20133, Italy
dDepartment of Chemistry, Bar-Ilan University, Ramat-Gan 5290002, Israel
First published on 19th August 2025
The controlled synthesis of biocompatible nanomaterials with tailored composition, size, and functionalities has driven the advancement of nanomedicine, enabling the development of innovative diagnostic and therapeutic strategies. A key challenge in this field is the design of nano-objects exhibiting multiple functionalities, each dedicated to a specific diagnostic or therapeutic purpose. Among these, synthetic stoichiometric chrysotile nanotubes stand out as a highly biocompatible class of non-carbon nanotubes, already demonstrating their potential for diverse applications, including fluorescence, magnetism, singlet-oxygen generation, and scintillation. Expanding this functional versatility, we report a finely tunable approach for controlling the surface silanization using 3-aminopropyl-trimethoxysilane. This is achieved via a microwave-assisted synthesis, which enables mild reaction conditions and significantly reduces processing time. A comprehensive multi-technique characterization is employed to elucidate the structural and chemical features of the mineral–silane interface and the underlying reaction mechanism.
The NT morphology and physical–chemical properties demonstrated to be particularly attractive in the field of nanomedicine. The nanometric tubular shape favours a safe cellular uptake, which is the crucial step for undertaking diagnostic and therapeutic applications. Moreover, the presence of the brucitic outer layer allowed to carry out several physical–chemical modifications of the pristine system to make it particularly versatile. Indeed, the brucitic layer is densely populated by leachable Mg2+ ions, thus it exhibits a relatively high ζ-potential in water.4 This characteristic can be exploited to adsorb on its surface water-soluble molecular anions through ionic self-assembly (ISA). Following this procedure, NTs were functionalized with pH-sensitive fluorescent molecules.5,6 The notable ability of NTs to cross the blood brain barrier motivated the efforts to incorporate in its structure also a ferromagnetic functionality, generating a fluoromagnetic system serving as multimodal probe for the imaging and targeting of brain cancer.7 Furthermore, NTs exhibit scintillating properties, being able to convert X-ray radiation into violet light. On this basis, we developed a scintillation-activated photosensitizer for the singlet oxygen production, demonstrating its efficacy in in vitro experiments of radio- and photo-dynamic therapy of cancer.8,9 Moreover, by anchoring selective photosensitizers that bind Alzheimer disease (AD) associated amyloid β (Aβ), we developed a nanomedicine platform enabling the treatment of AD by a photo-dynamic therapeutic approach.10 Recently, ferromagnetic NTs were employed to immobilize exosomes forming nanocarriers to achieve controlled delivery and localization of the system into skeletal muscles to treat dystrophic pathologies by systemic injection using an external magnetic field.11
To overcome the limitations of the ISA approach to obtain a more versatile platform, the covalent grafting of the NT surface with organic molecules would represent a valuable opportunity.
Attempts aimed at grafting organic silanes on the surface of chrysotile natural fibres to improve its compatibility as filler in thermoplastics and rubber date back to 1970.12 The authors concluded that the surface of pristine chrysotile is very unreactive to organo-silanes, and grafted derivatives can be obtained only under drastic chemical conditions and high temperature. On this basis, grafting of the chrysotile surface was realized by assisting the silanization reaction with an acidic treatment, aimed at leaching the octahedral layer to uncover silanol groups.13–15
Here, we present the results of the successful innovative, rapid and tunable grafting of the surface of biocompatible scintillating magnesium silicate NTs. This was achieved by the implementation of two strategies: (1) the development of a synthesis protocol for obtaining stoichiometric NTs with a controlled morphology and structure, (2) the employment of microwave (MW)-assisted methodology. Covalent attachment of silane molecules to the NTs represents a fundamental step for a stable and tunable coverage of their surface to: (i) Expand the portfolio of their functionalities by covalently attaching other molecules and producing effective multifunctional NTs for specific biological functions, such as photosensitizers necessary for X-ray-induced photodynamic therapy; (ii) improve the colloidal stability of NTs in biological environments, thus enhancing their effectiveness in biomedical applications. In this study, we chose to functionalize the NTs with 3-aminopropyl-trimethoxysilane (3-APTMS), in order to decorate the NT surface with –NH2 functional groups for subsequent functionalization reactions. Our results constitute the basis for the development of multifunctional nanomaterials with finely-tunable properties having application in the field of precision and personalized medicine.
In a typical synthesis, 1520 mg of Na2SiO3·9H2O are mixed with 760 mg of MgCl2 and dissolved in 220 mL of NaOH 0.4 M.
The reaction was carried out in a polypropylene-lined autoclave of volume 500 mL kept at 250 °C for 16 h. The stoichiometric ratio Mg/Si influences the composition of the solid product, since it might coexist in equilibrium with brucite [Mg(OH)2] or talc [Mg3Si4O10(OH)2] depending on the occurrence of either a deficit or an excess of the silica component, respectively.16 The precipitate product was centrifuged and separated from the supernatant solutions. After three washing treatments with deionized water, the solid residue was exsiccated at 110 °C for 3 h. The obtainable NT amount starting from the aforementioned precursor quantities is 740 mg.
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Fig. 2 Functionalization scheme: MW-assisted reaction of NTs with 3-APTMS performed for 1 h at 70 °C. |
Nitrogen physisorption analyses were performed on a BET analyzer model Autosorb-IQ-C-MP ASiQwin. Powders were outgassed at 200 °C for 24 hours before the analysis; this is a crucial step to remove any surface contaminants or adsorbed gases that could interfere with the accuracy of the analysis.
The specific surface area (SSA) was determined by the Brunauer–Emmett–Teller (BET) method, while the pore size distribution through the Barrett–Joyner–Halenda (BJH) method.
29Si CPMAS experiments were carried out at a spinning rate of 8 kHz, using a 2.5 μs 1H 90°pulse, a cp contact time of 2 ms and a 4 s recycle delay between acquisitions.
13C CPMAS experiments were carried out at a spinning rate of 8 kHz, using a 2.5 μs 1H 90°pulse, a cp contact time of 2 ms and a 3 s recycle delay between acquisitions.
Elemental analysis allows for rapid determination of carbon and nitrogen, before and after functionalization. The analysis was performed with a PerkinElmer 2400, based on the classical Pregl-Dumas method: samples are combusted in a pure oxygen environment at 800–900 °C, with the resultant combustion gases measured in an automated fashion by thermal conductivity detection.
Surface coverage of NTs with 3-APTMS was also confirmed by the ninhydrin test. A solution of ninhydrin was prepared by dissolving 0.2 g of ninhydrin in 5.0 mL of ethanol (EtOH). 500 μL of ninhydrin solution was added to each sample solution ∼2 mg of NTs in 500 μL of Milli-Q H2O or 3-APTMS in EtOH (various amounts for the calibration curve, see Fig. S1 in the SI). Samples were kept in a thermostatic box at 100° for 5 minutes to observe the colour transition and then cooled in iced water. The development of a blue/violet colour indicates the presence of NH2 groups. 2.0 mL of EtOH solutions were added to each cuvette before the absorption measurements performed with a Varian Cary 50 spectrophotometer.
Finally, Thermo-Gravimetric Analysis (TGA) was performed by a TGA/DCS1 STARe system and allowed to determine, from the weight losses, the quantity of functionalizing agents attached to the NT surface. The analysis was performed under an air flow of 50 mL min−1, over a temperature range of 30–1000 °C, with a heating rate of 10 °C min−1. The temperature ramp included an isothermal step at 150 °C for 15 min to ensure complete removal of physisorbed solvent and water molecules. The calculation details for determining the quantity of bonded 3-APTMS molecules are provided in the SI (eqn (S1)–(S5)).
The BET-SSA and pore-size distribution of NTs were determined by nitrogen physisorption analysis. The sample shows a Type IV isotherms with a narrow hysteresis loop relatable to the presence of mesopores (Fig. 4d). The absence of a plateau at high p/p0 is typical of aggregates. From the BET linear plot it is possible to determine a SSA value of 147 ± 3 m2 g−1.
The size distribution deduced from the BJH method (Fig. 4e) results in a cumulative pore volume of 0.534 cm3 g−1 and a monomodal pore size distribution cantered at ∼10 nm.
From the average dimensions of NTs observed in TEM images, the available external surface and the volume of a single NT are (4–20) × 103 nm2 and (25–280) × 103 nm3, respectively. In principle, also the internal surface of NTs might be available for functionalization, contributing with some additional (1–7) × 103 nm2. However, we note that the crystal core of chrysotile nanotubes often contains low-electron dense material, such as an amorphous phase,3 which hinder partially or totally the entry of foreign chemical species. These inclusions derives from the growth mechanism of the NTs, being characterized by an initial stage of formation of flake-like crystallites followed by a final crystallization stage involving wrapping up of the flakes with formation of the tubular layered morphology.19 Given the chrysotile mass density of 2.53 g cm−3, we can estimate from the TEM-derived geometry the average number of NTs in 1 g of sample to be 1016, inferring a SSA within the range 40–200 m2 g−1, which agrees with the BET estimate.
The preservation of the structure of NTs after silanization is apparent also from the diffraction patterns and Raman spectra collected on the NTs (Fig. 5a and b). Indeed, no difference is detectable among as synthesized, blank and silanized samples in PXRD experiments. All patterns show the intense small angle (002) peak given by the bilayer stacking of chrysotile (Fig. 1), together with the related (004) reflection and other bands given by the in-plane arrangement of tetrahedral and octahedral layers. Raman signals in the region 200–1150 cm−1 confirm that the structure is compatible with chrysotile.20 These peaks are preserved after MW treatment and silanization. Furthermore, the presence of the CH stretching modes signals between 2800 and 3000 cm−1 related to the alkylic backbone of the silane molecule demonstrates the success of the silanization reaction. These peaks are evident in the spectrum of pure 3-APTMS used as a reference and are not observable in the spectrum of non-functionalized NTs.21,22 Importantly, the silanized NTs show the presence of these peaks, however they are broader and less pronounced probably due to the formation of new bonds between the silane molecules and the NT surface.
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Fig. 5 (a) PXRD patterns collected on pristine NTs (grey), MeOH-treated NTs (green) and silanized NTs (blue). The pattern on top is the one simulated and indexed with the reference crystal structure of chrysotile.3 Main diffraction bands report the miller indexes of related crystallographic planes. (b) Raman spectra of NTs (green), silanized NTs (blue) and 3-APTMS molecule as reference (pink). |
An XPS study was conducted on the NTs to characterize their surface elemental composition and validate their preparation protocol. Fig. 6a shows the survey spectra acquired with the Mg photon source of representative samples of NTs, where features from all the expected elements are present. The line shape and peak position of N, Si, and Mg features, displayed in the narrow scans of Fig. 6b–d, is consistent with the literature.4,23,24 To investigate compositional variations in the NT stratified structure without altering their composition through sputtering, we utilized an Al photon source for its greater probing depth due to the higher photon energy.25 These additional spectra are shown in Fig. 6b–d after a proper normalization which considers the differences in the photoionization cross sections and the analysed transmission.26,27 The visible difference in N 1s and Mg 2p intensities comparing the two excitation sources agrees with the interpretation that (N containing) silanes decorate predominantly the outermost surface of the NTs.
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Fig. 6 Photoelectron spectroscopy results from silane-treated magnesium silicate NTs. (a) Survey scan; (b–d) narrower scans acquired in the N 1s, Si 2p and Mg 2p binding energy regions. |
To study the silanization mechanism and the amount of silanes attached to the surface of the NTs, the MW-treatment was performed both on brucite samples (Table 1) and on NTs as a function of 3-APTMS concentration (S0), starting from 0.02% (w/w) up to a maximum of 1.0% (Table 2). Established models of the crystal structure of chrysotile foresee that the outmost layer of this mineral is composed of brucite, where Mg-cations are octahedrally coordinated by OH-anions (Fig. 1). On this basis, we should expect Mg–OH groups to promote the bonding with silanes, with formation of Mg–O–Si bonds.14 However, under our experimental conditions, we found that pure brucite does not react with silanes, giving rise to N% below the detection limit and C% of the order of 0.25 (Table 1). On the contrary, the C and N contents and the C/N mass ratio obtained from the elemental analysis of treated NTs (Table 2) allow to demonstrate the success of their silanization and to get an indication about the specific bond formed between the NT surface and the silane molecules.
3-APTMS% | C% | N% |
---|---|---|
0.0 | 0.242 | bdl |
0.33 | 0.252 | 0.033 |
3-APTMS% (S0) | C% | N% | C/N |
---|---|---|---|
0.0 | 0.470 (C0) | 0.027 (N0) | — |
0.020 | 0.742 | 0.118 | 2.3–8.2 |
0.039 | 1.008 | 0.182 | 3.0–6.5 |
0.095 | 1.093 | 0.265 | 2.4–4.6 |
0.18 | 1.597 | 0.413 | 2.7–4.1 |
0.26 | 1.813 | 0.491 | 2.7–3.9 |
0.33 | 1.988 | 0.551 | 2.8–3.8 |
0.67 | 2.386 | 0.738 | 2.6–3.4 |
1.0 | 2.633 | 0.767 | 2.8–3.6 |
Indeed, the attachment of 3-APTMS on NTs brings about an increment both of C- and N-atoms, which are not present in pristine NTs. These increments, and then the C/N ratio, varies depending on the occurrence of either physisorption (first line of Table 3), mono-dentate bonding (second line of Table 3), bi-dentate bonding (third line of Table 3), or tri-dentate bonding (fourth line of Table 3).
3-APTMS moiety | a.m.u. | C% | H% | N% | Si% | C/N |
---|---|---|---|---|---|---|
H2N(CH2)3Si(OCH3)3 | 179.29 | 40 | 9.0 | 8.0 | 16 | 5.0 |
H2N(CH2)3Si(OCH3)2– | 148.29 | 41 | 9.0 | 9.0 | 19 | 4.4 |
H2N(CH2)3Si(OCH3)![]() |
117.29 | 41 | 9.0 | 12 | 24 | 3.4 |
H2N(CH2)3Si ![]() |
86.29 | 42 | 9.0 | 16 | 33 | 2.6 |
As can be observed in Table 2, where all determinations of N- and C-atom contents of the treated NTs are listed, adventitious carbon can be present with concentrations as high as 0.47% (C0). This, together with N% measured at null silane concentration (N0), pose a lower and upper limit to the calculation of the C/N ratio: C/N = [(C% − C0)/N%, C%/(N% − N0)]. The C/N ranges reported in Table 2 are all consistent with the expected ones and they tend to converge to values corresponding to the formation of bi- and tri-dentate bonds (Table 3).
To corroborate this evidence, we performed 29Si and 13C cross polarization ssNMR measurements on silane-treated and untreated NTs. Untreated NTs present clear signals of di- and tri-silanol groups at −92.9 and −85.7 ppm in 29Si-NMR, respectively (Fig. 7a). Treatment with 3-APTMS gives rise to a slight shift of the latter signal to −85.9 ppm, and the appearance of additional signals: at −66.7 ppm and −57.8, and a shoulder at −49.0 (Fig. 7b and c), which can be attributed to tri-, bi-, and mono-dentate bonding modes of 3-APTMS, respectively.28,29 The aliphatic C-atoms of the propylic chain of 3-APTMS appear at −43.0, −24.3, −21.6, and −9.7 ppm in 13C-NMR (Fig. 7d). The peak at −164.6 ppm is attributed to carboxyl groups, probably deriving from a magnesium carbonate phase.30 This phase, being not present in the blank sample, originates from a specific action of 3-APTMS on the NT surface, triggering the combination of the Mg(OH)2 component of the mineral with residual CO2 dissolved in MeOH, with formation of an hydrated form of Mg-carbonate. The relatively high solubility of CO2 in MeOH (about 3.5 times higher than in water at room temperature) and the high-pressure conditions adopted may favour this reaction.
Given the clear silanol signals in NMR results (Fig. 7a and b), the outermost layer of NTs can be assumed to be composed by a mixture of Mg–OH/Si–OH groups rather than a pure brucite layer, enabling the immediate formation of Si–O–Si bonds (Fig. 7c). Functionalization then proceeds via leaching of the brucite-like component ensuring the exposition of further silica for direct bonding with additional silane molecules.
The weight concentration of N-atoms obtained from the previous elemental analysis as a function of the silanes concentration adopted in MW treatments monotonically increases from 0.027% (adventitious N measured in pristine NT, Table 2) for saturating at ∼0.8% (Fig. 8a). The data show an apparent exponential dependence on silane initial concentration (S0). Indeed, fitting of the data with a function of the type N%(S0) = N%sat(1 − e−(S0)/γ), gives N%sat = 0.77 ± 0.03 and γ = 0.24 ± 0.03, providing the best estimate of the N weight concentration at saturation (N%sat) and demonstrating the possibility to tune the NT surface coverage with a precision of the order of 5–10%. It is worth noting that the coverage level of the NT sample used in the characterization studies and presented in Fig. 3 and 5–7 corresponds almost to saturation (1 h-treatment with 3-APTMS 1.0%, Table 2).
In order to assess the number of bonded 3-APTMS per unit surface (σ) and per single NT (right y-axis in Fig. 8a), we can assume that, by neglecting the increment of mass due to the silane grafting, 1 g of functionalized NTs contain N%/100 grams of nitrogen and an average number of 1016 nanotube units (see the morphological characterization). Then, the number of N-atoms is calculated as N%·0.01·NA/14, where NA is the Avogadro's number and 14 is the atomic mass of N. Bearing only one N-atom, silane molecules have the same abundance of N-atoms. Ultimately, n.silanes per nm2 = σ = N%·NA/SSA[m2 g−1]·14 × 1020 and n.silanes per NT = N%·NA/14 × 1018. At saturation, given the estimated SSA via BET, σ = 2.2 nm−2, whereas, as observed in Fig. 8a, the number of molecules per NT saturates at ∼4 × 104, which is consistent with a complete coverage of the available NT surface, with each molecule occupying an area of 0.2–0.3 nm2.
The exponential dependence as a function of 3-APTMS concentration is confirmed by the ninhydrin test (Fig. 8b and c). This assay is based on the change in colour of the ninhydrin moiety from yellow to dark blue-purple after reaction with NH2 groups. Fig. 8c shows the trend of the absorbance measured at λ = 588 nm of the silanized NTs as a function of the concentration of 3-APTMS normalized over the weight of samples (absorption spectra inset). From the 3-APTMS calibration curve performed by measuring the absorbance at λ = 588 nm of increasing numbers of 3-APTMS molecules (Fig. S1 in the SI) it was possible to calculate the molar extinction coefficient ε = 9.12 × 10–18 (cm M)−1 as the slope of the straight line. Furthermore, using the Lambert–Beer law, we estimate that there are ∼1 × 1017 silanes per mg of functionalized NTs, corresponding to ∼104 molecules per single NT, in agreement with the results of the elemental analysis (Fig. 8a).
To further assess the possibility to finely tune the coverage of the NT surface and to get insights into the reaction kinetics, we analysed the functionalization trend as a function of the treatment time at an intermediate silane concentration of 0.33%. It must be noted that the treatment time is composed by a fixed heating stage from room temperature to 70 °C lasting 10 min, followed by a dwelling stage lasting a variable time (see Experimental section). This latter time is considered as the independent variable influencing the level of functionalization. The trend of the weight fraction of bonded N with dwelling time is reported in Fig. 9.
It is observed that, within the range 0–90 min, the N concentration increases monotonically with the tendency to reach a plateau. However, for longer times, the N concentration might decrease. This observation, also verified for other values of the starting concentration of 3-APTMS for t > 60 min, is indicative of a tendency to silane detachment and/or degradation after prolonged reaction time under MW irradiation. To corroborate this, C/N ratios (labels of experimental points in Fig. 9) are observed to be in accordance with values corresponding to di- and tri-dentate bonding, similarly to the data in Table 2. Fitting of the data was carried out assuming a Langmuir adsorption kinetics, introducing an offset ([N%]0) substantiating the possibility to reach a non-zero N concentration at dwelling time t = 0: N%t = [N%]0 + N%eq(1 − e−kt), where N%eq indicates the (S0-dependent, Fig. 8a) equilibrium concentration of N, and k is the kinetic constant. Best-fit parameters are: [N%]0 = 0.00 ± 0.01, N%eq = 0.44 ± 0.02, and k = (0.036 ± 0.005) min−1 = (6.0 ± 0.8) × 10–4 s−1. With N%eq = 0.44 we infer σ = 1.3 nm−2.
TGA analysis was carried out as a countercheck of the quantity of functionalizing agent anchored to the NTs surface and to verify that the NTs are not modified by the MeOH used as solvent. Fig. S3 in the SI shows the thermal profiles of bare NTs and NTs + 3-APTMS after a reaction time of 90 min. Apart from an initial weight loss till 150 °C related to the removal of surface adsorbed water and/or solvent molecules, bare NTs (black line in Fig. S3) exhibit a significant weight loss due to dehydroxylation process starting at ∼350 °C (eqn (S2) in the SI). At higher temperatures, when dehydroxylation is nearly complete, the loss of residual hydroxyl groups is responsible of the further weight decay until 750 °C.
A similar thermal profile is observed in the case of functionalized NTs (blue line in Fig. S3 in the SI). However, at temperatures above 600 °C, a slightly more pronounced weight loss is clearly detectable (see inset in Fig. S3 in the SI), which is ascribable to the surface 3-APTMS groups thermal decomposition. The 3-APTMS grafted amount (weight%) and σ was estimated according to eqn (S4) and (S5) in the SI, respectively, referring to the specific surface area of NTs determined by nitrogen physisorption analysis (SSA = 147 ± 3 m2 g−1, from BET isotherm reported in Fig. 4d) under the assumption that each 3-APTMS molecule is attached via one, two or three hydroxyl groups. The trend of the hydroxylation degree (blank samples) and the functionalization degree as function of the reaction time for the same sample series reported in Fig. 9 are shown in Fig. S4 and S5 in the SI. The amount of hydroxyl groups is observed to have negligible variations with time, settling at a value of 26.5%, slightly higher than that corresponding to the stoichiometric fraction of water in chrysotile (24.5%). σ increases as a function of the reaction time and as expected, the highest coverage degree can be obtained under the assumption of a complete condensation reaction of 3-APTMS molecules on NTs, in which three hydroxyl groups are involved. The estimated highest value reached by σ is 1.3 nm−2 assuming bi-dentate bonding, and 1.9 nm−2 assuming tri-dentate bonding, to be compared with 1.3 nm−2 obtained by the elemental analysis.
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