Open Access Article
Federica
Calsolaro‡
a,
Francesca
Garello‡
b,
Eleonora
Cavallari
b,
Giuliana
Magnacca
c,
Mikhail V.
Trukhan
a,
Maria Carmen
Valsania
c,
Giancarlo
Cravotto
a,
Enzo
Terreno
*b and
Katia
Martina
*a
aDepartment of Drug Science and Technology, University of Turin, Via P. Giuria 9, 10125 Turin, Italy. E-mail: katia.martina@unito.it
bDepartment of Molecular Biotechnology and Health Sciences, University of Turin, Piazza Nizza 44/bis, 10126 Turin, Italy. E-mail: enzo.terreno@unito.it
cDepartment of Chemistry and NIS Interdepartmental Centre, University of Turin, Via Pietro Giuria 7, 10125 Turin, Italy
First published on 4th November 2024
This work presents a group of high-quality hydrophilic and negatively charged coated, iron oxide magnetic nanoparticles (MNPs) that have been prepared using a microwave-ultrasound-assisted protocol, and demonstrates the great impact that the synthetic strategy has on the resulting MNPs. The different coatings tested, including citric acid, carboxymethyl dextran and β-cyclodextrin (βCD)/citric acid have been compared and have shown good dispersibility and stability. The ability of βCD to maintain the inclusive properties of the coated MNPs has been proven as well as their cytocompatibility. An amino citrate-modified βCD is proposed and its capabilities as a flexible amphoteric adsorbing device have been studied. The NMR relaxometric properties of the coated MNPs have been investigated using field-cycling nuclear magnetic relaxation dispersion profiles. For the amino citrate-modified βCD system, the order of magnitude of the Néel relaxation time is in the typical range for superparamagnetic systems' reversal times, i.e., 10−10–10−7 s. The rd value corresponds to the physical radius of the magnetic core, suggesting that, in this particular case, the coating does not prevent the diffusive motion of water molecules, which provide the basis for potential future magnetic resonance imaging (MRI) applications.
The requirements for new synthetic procedures that provide control over the size, morphology and nano/microstructure of particles are a considerable challenge in MNP preparation.20–22 The sonochemical technique is a promising and innovative method that allows for better control of particle size distribution, which is often barely possible with conventional procedures.21 The relevance of synthesizing IOMNPs using the ultrasound (US)-assisted coprecipitation technique has been extensively demonstrated.23–26
Careful studies to synthesize MNPs for use as adsorbents have recently been carried out because of their high adsorption capacity27,28 and several examples of the use of functionalized MNPs as nano-carriers have been reported.29–32 Coating agents have also been demonstrated to be highly impactful in enhancing the loading and controlling the release of organic molecules. For example, polymer-coated Fe3O4 MNPs have shown effective adsorption and desorption capacity for the loading and release of the drug Enalapril.33 Incorporating β-cyclodextrin (βCD) in the coating of MNPs has garnered significant attention due to its unique host–guest inclusion complexation capabilities, facilitating enhanced loading and controlled release of organic molecules.34–37 Notably, βCD's ability to form inclusion complexes expands the repertoire of active sites on MNP surfaces, allowing for versatile applications in targeted drug delivery and MRI contrast enhancement.38–41 Organic linkers can be used to indirectly coat MNP surfaces with CDs.30,42–44 Silanes are generally used as organic linkers because they are chemically stable and versatile.45–47 However, the accurate control of layer quality, in terms of monolayer or multilayer formation, is a difficult task,48 and the synthetic process entails several procedural steps.49 Carboxylate anchoring groups have been proven to work well in ligand–exchange processes and are available for chemical functionalization.50 Dextran-coated IOMNPs are the most widely used systems in medical applications,51–54 and the transformation of dextran to carboxy-dextran has been proven to enhance the physico-chemical properties of nanoparticles.55–59
In addition, surface charge is an important factor that must be considered in MNP formulation. It is essential in preventing NP aggregation through electrostatic repulsion and influences the interaction of nanomaterials with cells and tissues. In general, cationic NPs enter cells with higher efficacy thanks to interactions with negative membrane cells. However, they tend to form large aggregates in the presence of plasma and have faster blood clearance than neutral particles. Negatively charged NPs are also massively incorporated by cells, but show higher stability in plasma, meaning that their biocompatibility is consequently improved and clearance is prevented.60,61 Combining hydrophilic and negatively charged organic molecules and CDs, used as adsorbent systems, on NP surfaces therefore becomes an important challenge in the production of biotechnological nanosystems. However, to the best of our knowledge, only a few examples of the preparation and application of similar systems have been reported in the literature. Jayaprabha and Joy have reported the preparation of citrate-modified βCD-functionalized magnetite MNPs for the delivery of curcumin to a specific site using an external magnetic field. A recent experiment and density functional theory (DFT) study proved the system's efficacy as a nanocarrier for quercetin.62,63 Monteiro et al., have demonstrated the importance of combining sodium citrate with CDs to obtain coated MNPs with high Irinotecan loading.64
While MNPs find a home in various applications, they fulfil a particularly important role as contrast enhancers in MRI. Colloidal suspensions of MNPs are capable of providing both T1- and T2-weighted images,65 and represent the most important class of T2 contrast agents. Several studies have shown that size influences MR relaxivity and NP pharmacological features.66 For this reason, the size-controlled synthesis of uniform NP dispersions is essential for the fine control of MR relaxivity.67,68 Furthermore, coating nature and thickness have important effects on R1 and R2 relaxivities. Coating layers influence the diffusion of protons and chemical exchange processes. As coating thickness and hydrophobicity increase, R2 and R1 dramatically decrease.69 In order to develop versatile magnetic nanomaterials for biomedical use in MRI, this work presents the preparation and characterization of a panel of coated MNPs, and a novel example of hydrophilic βCD-grafted MNPs has also been investigated. In addition to carboxymethyl dextran, native βCD and citric acid, we synthesized a modified βCD since recent focused on charged cyclodextrin highlight their potential in the biomedical field to improve the current state of diagnostics, therapeutics, and sensing technologies.70 We hypothesize that a βCD derivative that covalently bind βCD and citric acid with a polyammino spacer can be exploited as a new generation of MNPs coating agent because being a flexible, amphiprotic adsorbing system, it can improve dispersibility, stability, and cytocompatibility of nanoparticles, making them promising candidates for advanced magnetic resonance imaging applications. We also accessed the necessity to careful optimize the syntheses of the coated MNPs, and the manuscript presents a careful optimization of the syntheses of the coated MNPs being them prepared conventionally and under MW/US irradiation. All devices were therefore characterized in detail, and adsorption capacity, stability in serum, and relaxometric properties were also investigated with a view to potential applications.
| Entry | MNPs | Synthetic procedure | Reaction cond. | PDIa | Sizeb [nm] |
|---|---|---|---|---|---|
| a Polydispersity index acquired using DLS analyses. b Hydrodynamic diameter acquired using DLS analyses. c Diameter acquired using TEM analyses. d Polydispersity index of hexane suspensions of coated MNPs acquired using DLS analysis. MNPs@StA were analyzed as hexane suspensions due to their hydrophobic character. MNPs@CA were analyzed as water suspensions due to their hydrophilic character. e n.d. indicates 'not detectable', as the bare MNP suspensions are highly unstable due to the absence of coating. | |||||
| 1 | Bare MNPs | Co-precipitation | Oil bath (80 °C), 1.5 h | n.d. | 6–15c |
| 2 | MW/US (80 °C), 30 min | n.d. | 6–10c | ||
| 3 | MNPs@StA | Co-precipitation | Oil bath (60 °C), 24 h | 0.24 ± 0.05d | 114 ± 3d |
| 4 | MW/US (65 °C), 30 min | 0.15 ± 0.04d | 23.0 ± 0.9d | ||
| 5 | MNPs@CA | Physical assembly from bare MNPs (entry 2) | Oil bath (80 °C), 1 h | 0.37 ± 0.03 | 40 ± 2 |
| 6 | MW/US (80 °C), 30 min | 0.34 ± 0.04 | 33 ± 2 | ||
| 7 | Ligand exchange from MNPs@StA (entry 4) | Oil bath (50 °C), 12 h | 0.187 ± 0.028 | 75 ± 2 | |
| 8 | MNPs@CMD | Physical assembly from bare MNPs (entry 2) | oil bath (80 °C), 1 h | 0.2 + 0.05b | 115 ± 3 |
| 9 | MW/US (80 °C), 30 min | 0.11 + 0.04b | 69 ± 1 | ||
| 10 | Ligand exchange from MNPs@StA (entry 4) | Oil bath (50 °C), 12 h | 0.28 + 0.05 | 73 ± 1 | |
The preparation of stearic acid-coated magnetic nanoparticles (MNPs@StA) was optimized using the co-precipitation technique, with either MW/US or conventional heating, to develop lipophilic systems for phase-transfer protocols. The assembly of the magnetic iron oxide core and stearic acid occurs through interactions between the surfactant's terminal polar head and the nanoparticle surface. Reaction parameters were optimized to improve nanoparticle quality. Given the limitations of this method—such as aggregation, difficulty in controlling particle size and shape, and broad size distribution—the synergistic effects of MW and US were investigated. The temperature was maintained at 60–65 °C, as recommended in the literature for both conventional and non-conventional protocols.79
Subsequently, we compared the ligand–exchange approach and the chemical assembly to obtain core–shell nanostructured systems. Citric acid (CA) and carboxymethyl dextran (CMDx) were preliminarily used to coat and stabilize the NPs in solution with the aim of producing negatively charged hydrophilic MNPs suitable for MRI applications (Scheme 1).
The partition of MNPs@StA into the hexane and aqueous phases demonstrates the hydrophobicity of MNPs@StA, which mostly stays in the hexane phase (See ESI Fig. S3†). Treatment with hydrophilic molecules resulted in the complete partitioning of MNPs into the aqueous layer to achieve the ligand exchange.
The impact of the preparation technique on MNP features was investigated by monitoring the size, shape, morphology and surface hydrophilicity of the prepared nanoparticles using the Dynamic Light Scattering technique (DLS) to record the hydrodynamic diameters and diameter distribution of the systems, as well as their Transmission Electron Microscopy (TEM) and dispersibility in water. The efficacy of MW/US irradiation was demonstrated and more highly homogeneous and controlled systems were obtained compared to the conventionally prepared physically assembled MNPs (see Table 1). Lipophilic MNPs@StA, hydrophilic MNPs@CA and MNPs@CMDx showed smaller polydispersity indices (PDI) and hydrodynamic diameter when prepared under MW/US irradiation (see Table 1 entries 2, 4, 6, 7, 9 and 10). It was observed that the two synthetic strategies employed for the formation of coated MNPs, namely the ligand exchange approach and chemical assembly, exerted a considerable influence on the stability and dispersibility of the systems. As illustrated in Fig. S4 (see ESI†), a range of MNPs were dispersed in water (4 mg mL−1), and images of the bottom of the vials were captured at various time points to document the formation of precipitates.
Following a 12 hours period, it was observed that MNPs prepared via the ligand exchange approach remained well suspended in water, with no visible precipitation compared to MNPs prepared by physical assembly (see ESI, Fig. S4,† comparison between vials A–C and D–E). We could also observe that MNPs produced via physical assembly in an oil bath precipitated after four hours in water, while those assembled using MW/US irradiation demonstrated enhanced dispersibility, with precipitation occurring only after eight hours.
It is noteworthy that the MNPs produced through the ligand exchange approach exhibited the highest dispersibility. When these MNPs were coated with β-CD and CA (see ESI, Fig. S4,† vial E), only trace amounts of precipitate were visible at the bottom of the vial after 60 hours. This enhanced stability highlights their potential use as contrast agents in MRI.
Subsequently, MNPs@StA prepared un MW/US were exchanged with either a mixture of CA and βCD, or a mixture of CA and the amido derivative of βCD and citric acid (βCD-Citr-NH2) to obtain MNPs@CA-βCD, and MNPs@CA-βCD-Citr-NH2 (See Schemes 1 and 2). The strategy of adding βCDs to citric acid was pursued in order to obtain multifunctional nanocomposite MNPs and therefore meet the demand for biocompatible adsorbent nanomaterials. βCD was chosen because of its biocompatibility,80 as well as its ability to increase adsorbent properties and to act as a vector by forming host–guest inclusion complexes. On the other hand, citric acid was essential to prevent MNP aggregation, through electrostatic repulsion. This combination is an important tool for the production of biotechnological nanosystems. As reported above, the citric amide of polyamino βCD was explored in a study of the influence of an amino citrate spacer between the MNP core and βCD, which is used to retain the high accessibility of the cyclodextrin cavity, while maintaining the ability of the carboxylate function to chemisorb to the MNPs. The preparation of βCD-Citr-NH2 was carried out via a multistep synthetic scheme that yielded diethylenetriamine-βCD (compound 2 in Scheme 2) as a key intermediate.
![]() | ||
| Scheme 2 Synthesis of amido derivative βCD-Citr-NH2. (1) is tosyl-βCD, (2) is diethylenetriamine-βCD. | ||
Based on our previous experience, βCD was regioselectively tosylated in the presence of tosylimidazole to obtain tosyl-βCD (compound 1 in Scheme 2).81,82 Diethylenetriamine-βCD (compound 2 in Scheme 2) was obtained via nucleophilic displacement and then reacted with citric anhydride (compound 3 in Scheme 2) to form a stable amide bond. Citric anhydride was prepared from citric acid in acetic anhydride acetic acid and obtained as a five-term cyclic anhydrides acetylated on the hydroxyl group, (see ESI†), it was reacted efficiently with βCD (compound 2 in Scheme 2) to afford the desired βCD-Citr-NH2.
Fig. 1 depicts the 1H and 2D HMQC NMR spectra of βCD-Citr-NH2, which were obtained to substantiate the characterization of this conjugate. The HMQC enabled the detection of carbon and proton signals pertaining to the substituent on the CD. Furthermore, the HR-MS confirmed the identity of this derivative (see ESI,† Fig. S20). Also the isolated intermediates (1 and 2) were isolated and pure products and fully characterized; the data are presented in the ESI.†
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| Fig. 1 1H NMR and HMQC (D2O) βCD-Citr-NH2. The derivative includes acetone that could not be removed under vacuum. | ||
MNPs@CA, MNPs@CMDx, MNPs@CA-βCD and MNPs@CA-βCD-Citr-NH2, prepared by means of the phase-transfer protocol, were thoroughly characterized using the DLS, Transmission Electron Microscopy (TEM), thermogravimetric analysis (TGA), Fourier Transform Infrared (FT-IR) spectroscopy and zeta potential analysis.
As depicted in Table 2, all MNPs showed hydrodynamic diameters of <88 nm and polydispersity indices ranging from 0.18 to 0.33. Zeta potential analyses confirmed the formation of negatively charged NPs, with values ranging between −30.3 mV and −35.7 mV. Because of the presence of amino functionalities, MNPs@CA-βCD-Citr-NH2 exhibited lower zeta potential than MNPs@CA and MNPs@CA-βCD. To demonstrate the effectiveness of non-conventional methods in the preparation of MNPs using βCD, MNPs@CA-βCD were synthesised by physical assembly from bare MNPs under both conventional and MW/US conditions. In addition, MNPs@CA-βCD were prepared by ligand exchange from MNPs@StA (MW/US preparation) and characterised by DLS and TGA. As described in Table S1 (ESI†) these enabling technologies produced negatively charged MNPs with smaller PDI and hydrodynamic diameters, consistent with previous findings for MNPs coated with CA or CMDx. We also explored the dispersibility and as shown in Fig. S5,† the non-conventional method significantly improved the dispersibility of the nanosystem in water compared to the conventional method. Considering that both methods used similar procedures and produce nanoparticles with comparable amounts of coating agent (22% and 25% w/w, as reported in Table S1†), the improved quality of MNPs prepared with MW/US either in terms of size or dispersibility, is evident.
| Entry | Product | PDIa | Sizeb [nm] | Coatingc [w/w%] | Zeta potentiald [mV] |
|---|---|---|---|---|---|
| a Polydispersity index of hexane suspensions acquired from the DLS analysis of coated MNPs. b Hydrodynamic diameter size acquired from the DLS analysis and diameter size acquired from the TEM analysis. c Percentage of coating on MNP surfaces, measured using thermogravimetric analysis. d Zeta potential measured by DLS analysis. | |||||
| 1 | MNPs@CA | 0.187 | 75.0 ± 1.8 | 16 | −35.7 ± 0.9 |
| 9.5 ± 0.2 | |||||
| 2 | MNPs@CMDx | 0.284 | 73.0 ± 1.3 | 33 | −30.3 ± 1.4 |
| 9.5 ± 0.2 | |||||
| 3 | MNPs@CA-βCD | 0.228 | 86.0 ± 7.0 | 33 | −33.4 ± 2.1 |
| 7.1 ± 0.2 | |||||
| 4 | MNPs@CA-βCD-Citr-NH2 | 0.335 | 87.0 ± 1.6 | 24 | −30.6 ± 1.8 |
| 7.1 ± 0.2 | |||||
As shown in Fig. 2, TGA results display a single-step weight loss in MNPs@CA at 225 °C (onset temperature). As has already been reported in the literature,83 the degradation temperature of CA is higher when present on coated MNPs than when in the pure form, which demonstrates that additional energy is requested to desorb the compound from the MNP. On the other hand, the TGA curve of MNPs@CMDx shows a main degradation phase with an inflection point at 270 °C. The degradation peak of coated MNPs is slightly lower than the temperature value registered in the pure CMDx degradation profile (∼300 °C) due to the iron catalytic effect, which has been reported in the literature.84 The TGA curves of MNPs@CA-βCD and MNPs@CA-βCD-Citr-NH2 display three degradation steps: at 244 or 268, 323 or 396 and 729 or 668 °C, which can be ascribed to the decomposition of the solid supported β-CD.85
FT-IR studies were also performed to characterize the coating composition of the MNPs. The profiles of the FT-IT spectra of MNPs@StA, MNPs@CMDx, MNPs@CA and MNPs@CA-βCD are reported in Fig. 3. The FT-IR spectra show characteristic iron oxide magnetic core absorption bands at 610–580 cm−1, which correspond to the torsional and stretching vibrations of the Fe–O bond.86 The characteristic peaks of the surfactant are clearly visible in the MNPs@StA spectrum. Peaks at 2920 and 2850 cm−1 are ascribed to CH2 symmetric and asymmetric stretching. The typical peaks attributed to OCO symmetric and asymmetric vibrational modes of carboxylic (and carbonate-like) functionalities are visible at 1555 and 1390 cm−1. After the exchange with CA, the symmetric and asymmetric vibration peaks of the same group can be observed at 1603 cm−1 and 1407 cm−1; both are shifted compared to pure CA, as it has already been reported in literature.87 The signals at 3330–3220 cm−1 are assigned to the O–H stretching vibration of the hydroxyl groups exposed on the MNP surfaces or to physisorbed water.88 When ligand exchange was performed with CMDx, CA-βCD or CA-βCD-Citr-NH2, the FT-IR spectra show broad absorption peaks at 3300 cm−1, indicating the presence of glucose O–H hydroxyl groups and, as depicted in Fig. S6 (See ESI†), both the MNPs@CA-βCD and MNPs@CA-βCD-Citr-NH2 spectra resemble the βCD IR spectrum. The –COO– symmetric and antisymmetric stretching89 of both CMDx and CA can be observed around 1650 cm−1 and at 1420 cm−1. The asymmetric C–H stretching vibrations mean that the band at 2900 cm−1 is clearly observable when either βCD or CMDx are coating MNPs. Both CMDx and βCD have peaks at 1150–1000 cm−1 and these can be assigned to α-glucopyranose ring deformation modes,90–92 while the peak at 1080 cm−1 is assigned to C–H vibration.
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| Fig. 3 FT-IR spectra of MNPs@StA, MNPs@CA, MNPs@CMDx, MNPs@CA-βCD. The curves have been shifted for the sake of clarity. | ||
The HR-TEM image of MNPs@CA-βCD and a representative image of MNPs are shown in Fig. 4, with the sphere-like morphology of the NPs and the well-defined lattice fringes being visible. The interplanar distances were calculated and the obtained values correspond to the interplanar distances of the (227) planes of magnetite Fe3O4 (reference card 01-072-2303). These crystallographic planes belong to the Fe3O4 crystalline structure. The particle size distribution proves the uniformity of size and average radius of 7 nm. The HR-TEM images of all of the samples can be found in the ESI (see Fig. S7†).
| Entry | MNPs | Inclusion capacity | Sorption capacity |
|---|---|---|---|
| (mmol g−1 – w/w%) | βCD (mmol g−1 – w/w%) | ||
| 1 | Bare MNPs | 1.015–15.4 | |
| 2 | MNPs@CA-βCD | 0.089–2.67 | 1.94–29.1 |
| 3 | MNPs@CA-βCD-Citr-NH2 | 0.087–2.67 | 1.92–29.0 |
The interaction between βCD and phenolphthalein (Php) was exploited to measure the amount of βCD that maintains inclusive properties on the MNPs surface. Above pH 8.4, Php has a distinctive purple color that is lost upon complexation with βCD.95,96 UV-vis spectroscopy was used to quantify the βCD amount via measurements of the absorbance change of the UV Php peak at 553 nm in a 0.008 mM solution in basic buffer (pH 10.5) (see calibration curve ESI Fig S8†). When MNPs@CA-βCD was analyzed, the measured amount of βCD was 89 μmol g−1 (10.17 g/100 g). This result differs from the weight percentage measured in a TGA analysis of coated MNPs (33 w/w% see Table 2) because of the inability of all βCDs to act as inclusion vectors. An analysis of MNPs@CA-βCD-Citr-NH2 confirmed the previous data and a comparable inclusion ability was observed; 87 μmol g−1 of βCD that was free and able to include Php was measured on the MNP surface, despite the 24% w/w registered by TGA. The inclusion capacity of MNPs@CA-βCD-NH2 and MNPs@CA-βCD-Citr-NH2 was around 2.67% (w/w), on the basis of inclusive properties of CD, for both derivatives (see Table 3).
Moreover, the capacity of the coated MNPs to adsorb adamantane amine was studied to give additional information on the surface properties of the material. The adsorbent was chosen to simulate nitrogen/amino-containing organic compounds since the electrostatic interaction between the citrate ion and the positively charged ammonium salt may affect and increase the adsorption capacity of CA-coated MNPs. In addition to ionic adsorption, βCD is capable of including adamantane, as has already been demonstrated in the literature, and improve its sorption capacity.97 2 mg of MNPs were added to 1 mL of adamantane amine solution (1 to 4 mg mL−1) in ethanol
:
water (7
:
3), the suspension was gently sonicated and filtered solutions were analyzed by gas chromatography to determine capture efficiency (see calibration curve ESI Fig. S9†).
Bare MNPs showed moderate sorption capacity and an increase was observed in the presence of coated NPs (see Fig. 6). MNPs@CA demonstrated ionic interactions with the substrate and high affinity was observed with a maximum adsorbance of 1.51 mmol g−1 (23.0% w/w). A comparable adsorption capacity to that of MNPs@CA-βCD-Citr-NH2 was detected for MNPs@CA-βCD; both coated MNPs were able to adsorb 1.94 mmol g−1 (approx. 300 mg g−1). The improvement achieved in the presence of βCD confirmed the existence of two synergic interactions with adamantane amine either by acid base interaction with the acid coating or by the more selective host–guest inclusion complex with βCD cavity (see Fig. 6).
:
0.33, whereas for MNPs@CA-βCD-Citr-NH2 and MNPs@StA it is approximately 1
:
0.24. This serves to illustrate the impact of the coating agents on the surface magnetic anisotropy. The observed saturation magnetization values and the absence of a hysteresis loop are consistent with the superparamagnetic behavior of these systems.
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| Fig. 8 NMRD profiles of MNPs@CMDx, MNPs@CA, MNPs@CA-βCD, MNPs@CA-βCD-Citr-NH2, fitted using the heuristic Roch's model. | ||
This is a relevant tool for studying the magnetic properties of MNPs and assessing their potential as MRI contrast agents. To analyze these profiles, we employed the Roch's heuristic relaxation model,101 with modifications, introduced by Lascialfari et al.,102 specifically designed for MNPs with particle core diameters of below 20 nm.
The standard error given by the algorithm is reported in parentheses. The previously discussed numerical values of MS and size obtained by TEM (Tables 1 and 2) were used as input data for the fitting procedure. MS values of MNPs@CA and MNPs@CMDx have not been measured and were obtained from the analysis.
Roch's heuristic model describes the longitudinal relaxation of a magnetic nanoparticle (MNP) suspension by considering two main factors. Firstly, it accounts for the diffusion of solvent protons into the inhomogeneous magnetic field generated by the large magnetic moment of the particles. This phenomenon, known as Curie relaxation, dominates at high frequencies. Secondly, the model incorporates the fluctuations of the electronic magnetic moment, referred to as Néel relaxation, which predominates at low frequencies. Néel relaxation is characterized by a relaxation time (τNMRN), which represents the rate at which the magnetization orientation of the nanoparticles transitions from one direction along the axis of magnetization to the opposite direction. It is important to note that this reorientation time is assumed to be significantly shorter than the particle rotation correlation time.
At low frequencies, the spectral density that describes the behavior of 1H nuclear spin relaxation is given by the Freed function, which takes into account both Curie and Néel relaxations. However, at high frequencies, the magnetic moment aligns with the magnetic field direction, rendering Néel relaxation ineffective. In this regime, relaxation primarily occurs through water diffusion.
In this particular model, the longitudinal relaxivity is also affected by the particle size, represented by rNMR, which corresponds to the average particle size measured by TEM, and rd, the distance of minimum approach between water protons and the magnetic metallic core. rd tends to rNMR for uncoated naked particles, when water penetrates fully inside the coating. However, it is worth noting that rd typically exceeds rNMR in most cases.
The value of saturation magnetization (Ms) can be determined experimentally, as determined for MNPs@CA-βCD and MNPs@CA-βCD-Citr-NH2 (Fig. 8), or through the analysis of the NMRD profiles using data collected at a high magnetic field.
Table 4 presents the results obtained from the analysis of the NMRD profiles of the MNPs examined herein.
| Sample | M S (A m2 kg−1) | r NMR (nm) | r d (nm) | τ NMRN (s) | P | Q |
|---|---|---|---|---|---|---|
| MNPs@CA | 34 (19) | 9.0 (0.5) | 10.0 (0.5) | 1.1 (8.3) × 10−7 | 0.00 (0.08) | 0.6 (1.0) |
| MNPs@CMDx | 40 (30) | 9.0 (0.3) | 11.5 (0.4) | 1.1 (5.0) × 10−7 | 0.00 (0.07) | 0.7 (0.8) |
| MNPs@CA-βCD | 39.82 | 9.4 (0.3) | 13.4 (2.2) | 1.1 (5.4) × 10−8 | 0.00 (0.08) | 0.97 (2.8) |
| MNPs@CA-βCD-Citr-NH2 | 45.79 | 7.8 (0.2) | 8 (3) | 1 (3) × 10−8 | 0.00 (0.03) | 0.9 (1.1) |
The parameter rNMR was varied within the range of radius measurements obtained by TEM. Interestingly, the rNMR values for all of the nanosystems correspond to the maximum radius measured using this technique, thus suggesting that the nanoparticles interact with each other, forming clusters.
The parameter rd, which indicates the minimum distance between a nanoparticle's magnetic core and the closest diffusing water molecule, plays a crucial role in determining water's characteristic diffusion time in relation to the nanoparticle. Since the coating affects the estimation of rd, it is worth noting that the values obtained for MNPs@CA and MNPs@CMDx are similar and slightly larger than the core radius estimated by the model rNMR. In the case of MNPs@CA-βCD, rd is greater than the maximum radius measured via TEM. However, for the MNPs@CA-βCD-Citr-NH2 system, the rd value corresponds to the physical radius of the magnetic core, suggesting that, in this particular case, the coating does not prevent the diffusive motion of water molecules.
The order of magnitude of the Néel relaxation time obtained by NMRD measurements, τNMRN, is in the typical range for superparamagnetic systems' reversal times, i.e., 10−10–10−7 s.
Roch's heuristic equation does not explicitly include the activation energy barrier, and Roch et al., have therefore derived a linear combination of the relaxivity equations for particles with zero magnetic anisotropy energy and those with infinite anisotropy. The coefficients for each equation are denoted as P and Q and act as weights for the contributions from the Zeeman energy and the activation energy barrier, respectively, while the constraints imposed were: that 0 < P < 1, 0 < Q < 1, P + Q ≤ 1. P should decrease with increasing energy barrier while Q should increase because the magnetic anisotropy energy per particle increases proportionally with the volume of the magnetic core.
In all of the examined nanosystems, the P value approaches zero, and this result may be associated with the large size of the magnetic core.
In addition to the NMRD profiles, the samples were also characterized in terms of R2/R1 ratio, were R2 corresponds to 1/T2 (T2 is the transversal relaxation time) and R1 corresponds to 1/T1 (T1 is the longitudinal relaxation time). As shown in Fig. 8, the T1 values at fields higher than 20 MHz are comparable for all of the investigated nanosystems, while the differences in the R2/R1 ratio reported in Fig. S10† can be ascribed to variations in the T2 values alone. The highest R2/R1 value (close to 100) was observed at 70 MHz for MNPs@CA-Citr-NH2, which consequently makes it a good candidate as a T2 MRI contrast agent, especially at higher fields.
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| Fig. 9 Graphic representation of r1 (mM−1 s−1) stability of MNPs@CA, MNPs@CMDx, MNPs@CA-βCD-Citr-NH2, MNPs@CA-βCD in albumin as a function of time (hours). | ||
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| Fig. 10 MTT assay results for concentrations of 0.5, 2, 5 μg mL−1 of differently coated MNPs: [a] MNPs@CA-βCD-Citr-NH2, [b] MNPs@CA-βCD. | ||
:
10 with HNO3 (70% w/w), transferred to glass ampoules and centrifuged for 3 min at 2000 rpm. The glass vials were sealed and placed at 120 °C overnight to mineralize the samples. The longitudinal relaxation rate (R1obs) was then measured at 21.5 MHz (0.5 T) and 25 °C. The millimolar concentration of Fe(III) was determined as follows:The relaxometer operates under complete computer control with an absolute uncertainty in the 1/T1 values of ±1%. T1 was determined using the saturation recovery method. 16 values of delay between pulses were used. The number of averaged experiments was 2. Water proton T1 measurements were carried out at a fixed frequency on a Stelar Spin Master Spectrometer [Stelar S.n.c., Mede (PV), Italy] operating in the 20 to 80 MHz range and using the inversion recovery method (16 delays values, two averages). Water proton T1 and T2, and the respective R1 and R2, were measured using a Stelar Spinmaster FFC 2000 relaxometer at 25 °C, from 21.5 to 70 MHz.
:
1 in HEPES/NaCl buffer (300 mOsm, pH 7.3) supplemented with 1.2 mM albumin (final concentration 0.6 mM). For relaxometric measurements, the resulting samples (80 μL total volume) were transferred in sealed NMR tubes and kept at 37 °C in a Thermomixer (EchoTherm™ SC20 Orbital Mixing Chilling/Heating Dry Bath, Torrey Pines Scientific) under gentle vortexing (level 2) from day 0 to day 4. Before each measurement, the samples were kept at room temperature for 5 minutes to reach 25 °C.
Footnotes |
| † Electronic supplementary information (ESI) available: Synthesis and characterization of products 1–3, βCD Citr-NH2 and carboxymethyl dextran, synthesis of MNPs, Transmission Electron Microscopy, sorption and inclusion capacity, relaxometric properties: R2/R1 ratio. See DOI: https://doi.org/10.1039/d4na00692e |
| ‡ These authors contributed equally to this work. |
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