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Logo of nihpaAbout Author manuscriptsSubmit a manuscriptHHS Public Access; Author Manuscript; Accepted for publication in peer reviewed journal;
 
J Phys Chem C Nanomater Interfaces. Author manuscript; available in PMC 2010 August 6.
Published in final edited form as:
J Phys Chem C Nanomater Interfaces. 2009 August 6; 113(31): 13593–13599.
doi:  10.1021/jp902953t
PMCID: PMC2823489
NIHMSID: NIHMS129875

A Facile Hydrothermal Synthesis of Iron Oxide Nanoparticles with Tunable Magnetic Properties

Abstract

We report a facile one-step hydrothermal approach to the synthesis of iron oxide (Fe3O4) nanoparticles (NPs) with controllable diameters, narrow size distribution, and tunable magnetic properties. In this approach, the iron oxide NPs were fabricated by oxidation of FeCl2·4H2O in basic aqueous solution under an elevated temperature and pressure. Transmission electron microscopy (TEM) and X-ray diffraction (XRD) studies reveal that the particles are highly crystalline and that the diameters of the particles can be tuned from 15 nm to 31 nm through the variation of the reaction conditions. The NPs exhibit high saturation magnetization in the range of 53.3 ~ 97.4 emu/g and their magnetic behavior can be either ferromagnetic or superparamagnetic depending on the particle size. A superconducting quantum interference device magnetorelaxometry (SQUID-MRX) study shows that the size of the NPs significantly affects the detection sensitivity. The investigated iron oxide NPs may find many potential biological applications in cancer diagnosis and treatment.

Keywords: Hydrothermal synthesis, iron oxide nanoparticles, magnetic properties, and SQUID magnetorelaxometry

Introduction

The synthesis of various functional nanomaterials such as metals, semiconductors, and magnetic materials etc. has been of immense scientific and technological interest.13 Among these nanomaterials, magnetic nanoparticles (NPs) have been extensively studied and applied in numerous fields, such as magnetic recording media, sensors, spintronics and many biological applications including cell type recognition, drug delivery, targeted therapeutics, and intracellular imaging.48 Magnetite (Fe3O4) NPs are a common magnetic material with a cubic inverse spinel structure that have been extensively investigated and used as an in vivo contrast agent for cancer diagnosis.912 The applications for the Fe3O4 NPs often require a controllable synthesis to obtain particles with desirable size and tunable magnetic properties. This remains a great challenge.

Magnetite NPs are commonly synthesized through a controlled co-precipitation of Fe (II) and Fe (III) ions in a basic aqueous solution.1316 This method generates Fe3O4 NPs with a diameter around 10 nm, hence lacking the ability to control the particle size. Organic phase synthesis of iron oxide NPs has been recently developed. Though the Fe3O4 NPs display a narrow size distribution and the synthetic procedure allows fine control of the particle size from several nanometers up to about 20 nm,17,18 the approach involves toxic organic reagents and a high reaction temperature. Moreover, phase transfer of the NPs to aqueous solution is necessary when these particles are used for biological applications.19,20 These difficulties suggest that development of new approaches to synthesizing size- and property-tunable magnetic NPs soluble in aqueous solution is important for their further biological applications.

To evaluate and detect the magnetic NPs, a superconducting quantum interference device (SQUID) is one of the best tools due to the fact that it is the most sensitive detector of magnetic field. The use of SQUID in the biological environment to detect the minute amount of magnetic NPs in the human body was first attempted by Cohen to examine the damage of human lungs by minerals.21 More recently, advances in biological nanotechnology have shown that the surface of NPs can be modified with specific ligands for subsequent targeting the particular tissues through ligand-receptor interaction.11,12,2225,19 Because of the high sensitivity and non-invasive nature, SQUID imaging appears as a promising technology for diagnosing a tissue that specifically uptakes the targeted magnetic NPs.

So far, three SQUID methods have been used for detecting the magnetic NPs: remanence,26,27 susceptibility,2830 and magnetorelaxometry (MRX),3135 where MRX records the magnetic relaxation process. In general, the relaxation time of magnetic NPs is mainly dependent on their size. Therefore, the size and size distribution are key factors in determining the sensitivity of MRX. Unfortunately, in most previously reported MRX results, commercialized NPs were used and it has been difficult to synthesize size-tunable, water-soluble magnetic NPs to achieve the optimal MRX sensitivity.34,36

In this present work, a simple, facile hydrothermal approach was developed to synthesize Fe3O4 NPs. We show that the size of the formed Fe3O4 NPs can be tuned through variation of the reaction conditions. Accordingly the magnetic properties of the synthesized Fe3O4 NPs can be varied. These NPs were investigated using a superconducting quantum interference device magnetorelaxometry (SQUID-MRX) technique and the results clearly reveal that the particle size can significantly affect the MRX sensitivity. The developed synthetic approach allows fine control of the particle sizes and hence the magnetic properties of the formed Fe3O4 NPs, thus providing a unique platform for their biomedical applications.

Experimental section

Materials

All chemicals used were reagent grade from commercial sources. FeCl2·4H2O (99%) and ammonia (28%) were purchased from Aldrich. Ethanol was obtained from AAPER Alcohol & Chemistry Co. Water used in all experiments was purified using a Milli-Q Plus 185 water purification system (Millipore, Bedford, MA) with resistivity higher than 18 MΩ·cm.

Synthesis of Fe3O4 NPs

In a typical synthesis (e.g., Product 1 in Table 1), FeCl2·4H2O (0.5 g) was dissolved in 25 mL water. Under vigorous stirring, ammonium hydroxide (2.5 mL) was added and the suspension was continuously stirred in air for 10 min, allowing the iron (II) to be oxidized. The reaction mixture was then autoclaved (Tuttnauer 2540M Analog Autoclave, Krackeler Scientific, Inc, Albany, NY) in a sealed pressure vessel with a volume of 48 mL at 134°C for 3 h under air with a gauge pressure of 2 bar and cooled down to room temperature. The black precipitate was collected and purified with water via a centrifugation-dispersion process. The final Fe3O4 NP suspension was lyophilized to obtain black dry powder.

Table 1
Fe3O4 NPs with tunable sizes synthesized under different reaction conditions.

Transmission electron microscopy (TEM)

TEM experiments were performed either on a Philips CM-100 microscope operating at 60 kV or on a JEOl 2010F analytical electron microscope operating at 200 kV. The former TEM was equipped with a Hamamatsu digital Camera ORCA-HR and operated using AMT software (Advanced Microscopy Techniques Corp, Danver, MA) for the study of the NP morphology. The latter TEM was used to analyze the selected area electron diffraction (SAED) of the NPs. TEM samples were prepared by placing one drop of diluted iron oxide suspension (5 μL) onto a 200-mesh carbon-coated copper grids and air-dried before measurements.

X-ray diffraction (XRD)

The crystalline structure and the size of the products were determined by a Scintag powder XRD system using Cu Kα radiation with a wavelength of 1.5404 Å at 40 kV and 30 mA. First, a coarse scan from 20° to 70° (2θ) was performed to acquire an overall spectrum to identify the crystal structure. Then, a finer scan of the major peak was repeated to produce a smoother peak for better estimating the size of NPs.

X-ray photoelectron spectroscopy (XPS)

XPS was performed using a Kratos Ultra DLD XPS operated at 15 kV using a monochromated Al source that can give an energy resolution of ~ 0.5 eV. Both broad and narrow (or core) scans were carried out to collect XPS spectra.

Superconducting quantum interference device (SQUID) magnetometry

The magnetic hysteresis loops were measured using a Quantum Design MPMS-5 SQUID magnetometer (San Diego, CA) at room temperature. The Fe3O4 NP powder was loaded into a plastic capsule and the capsule was put into a plastic straw before measurement.

SQUID magnetorelaxometry (SQUID-MRX)

Experimental control

A different SQUID system based on magnetorelaxometry was built in our lab and used to test the synthesized Fe3O4 NPs for medical imaging applications. The SQUID is a 2nd order gradiometer system (Model 601 DC LTS) provided by Tristan Technology Inc. The measurement was performed in two screen rooms: an rf-screen room and a mu-metal shield. The former can significantly reduce the noise above kilohertz and the latter was mainly used to minimize the 60 Hz noise and magnetic influence. The sample was placed at a distance of 1.5 cm to the SQUID sensor. A typical measurement sequence was designed as follows: (1) apply a reset pulse to the SQUID feedback controls; (2) apply current to the excitation coil to produce magnetizing field of ~15 G for 1 s; (3) turn off the current quickly (within several ms); and (4) after 20 ms delay, remove the reset pulse and start data acquisition for 1 s. This sequence was repeated 10 times and averaged for each sample to enhance the signal to noise ratio. The unavoidable background signal was subtracted. To prepare a sample for SQUID-MRX measurement, a known amount of Fe3O4 NPs was suspended in deionized water (with a pH value of 6.0) and vortexed to achieve good dispersion. Serial dilutions were prepared and each was loaded onto a piece of filter paper with the area of ~ 0.5 × 0.5 cm2. The loaded filter paper was air dried before SQUID-MRX measurements.

Theoretical model

The magnetic relaxation of NPs after magnetization takes place via two different mechanisms: Brownian relaxation and Nèel relaxation. Brownian relaxation is induced by the physical rotation of the particles in the carrier solution with time constant

τB=3Vη/kBT
(1)

where V′ is the hydrodynamic volume of the particle and η the dynamic viscosity. Nèel relaxation is due to the reorientation of the magnetization vectors inside the particles, the time constant of which is expressed by

τN=τ0exp(KV/kBT)
(2)

where τ0 is usually quoted as 10−9 s, K is the anisotropy constant in the range of (1–5)×104 J/m3.37,38 When the NPs are immobilized, the relaxation can only happen through the Nèel mechanism which is very sensitive to the particle size. The magnetic signal decay, instead of being exponential, takes a logarithmic form due to the size distribution of the magnetic NPs. In terms of the detected field by SQUID, the decay can be expressed as

B(t)=B0ln(1+tc/t)+B
(3)

where the characteristic time tc = tmag (time of biasing field applied) in case of weak magnetization field.39 B′ means an arbitrary static field, which has no physical significance since SQUID only measures change in fields. B0 reflects the amplitude of the decay, which depends on the amount, size distribution of particles, and temperature. So for a particular sample of NPs at a certain temperature, B0 is directly related to the amount of NPs. In our experiments, the data were fitted and the relationship between the best fitting parameter B0 and the amount of NPs was established.

Results and discussion

Characterization of Fe3O4 NPs

A typical TEM image of the as-synthesized Fe3O4 NPs (Product 1 listed in Table 1) is shown in Figure 1a. In the image, the NPs exhibit spherical or slightly ellipsoidal shape. Statistical analysis of the size of the particles (Figure 1b) shows that the average diameter of the NPs is 31.1 ± 6.1 nm, indicating that the NPs are uniform when compared with other Fe3O4 NPs synthesized in aqueous conditions.11,40,41 The selected area electron diffraction (SAED) pattern of the same Fe3O4 NPs (Figure 1c) confirmed a typical magnetite crystalline structure.42,43

Figure 1
A typical TEM image (a), size distribution histogram (b), and selected area electron diffraction (SEAD) pattern (c) of Fe3O4 NPs (Product 1 listed in Table 1).

The composition of these nanocrystals was identified by XPS (Figure 2). The survey scan shows clear peaks corresponding to the binding energies of Fe2p and O1s (Figure 2a). Further fine scanning around the Fe2p peaks reveals two characteristic binding energy peaks at 710.4 and 723.3 eV for Fe2p3/2 and Fe2p1/2, respectively, which are consistent with the reported values of Fe3O4 in literature (Figure 2b).44,45 Other peaks in the spectrum (Figure 2a) are ascribed to the indium substrate and carbon contamination on the substrate.

Figure 2
XPS survey of the as-synthesized Fe3O4 NPs (a) and Fe2p core-level spectrum (b) of the same NPs (Product 1 listed in Table 1).

Size-control of the Fe3O4 NPs

After the Fe3O4 NPs with a diameter of 31 nm were synthesized and characterized, we expected that by altering the reaction conditions, the size of Fe3O4 NPs could be controlled. To test the influence of FeCl2 concentration on the size of the as-synthesized NPs, our experiments were designed to minimize the change of other parameters. First, we kept a constant volume of the mixture solution (14 mL) in the pressure glass vessel to ensure that a similar amount of oxygen was used for the oxidation of Fe (II). And the volume of ammonium was adjusted proportional to the amount of FeCl2. A series of changes on the experimental parameters with their corresponding products are shown in Table 1.

From Product 1 to 4, as the concentration of FeCl2 increases, the synthesized NPs get smaller. The TEM images (Figure 3a–c) with the same magnification as Figure 1a obviously show the monotonic size change. Size distributions were evaluated by randomly measuring 300 NPs in the images, also listed in Table 1. With the amount of FeCl2·4H2O increasing from 0.25 to 1.25 g, the size of the synthesized NPs decreases from 31.1 to 15.4 nm. This could be due to the fact that the concentration of Fe (II) ions strongly affects the nucleation and growth rate of Fe3O4 particles. The higher initial precursor concentration led to smaller particles size due to the formation of a large number of seed nuclei, which provided high particle concentration and yielded smaller particles.40,46

Figure 3
TEM images of Fe3O4 NPs as the concentration of FeCl2 increasing and the corresponding statistical histograms. Mean diameters are (a) 22.4nm (b) 16.7nm (c) 15.4nm. Same condition as the NPs in Figure 1 except that ethanol and water mixture was used as ...

Another important factor affecting the size of the synthesized Fe3O4 NPs is the composition of the solvent. For Product 5, we replaced half the volume of water used for Product 1 preparation (6.375 mL) with ethanol, while keeping all other parameters unchanged. The resulting NPs have a significant size decrease (from 31.1 nm for Product 1 to 19.9 nm for Product 5), as can be seen from the TEM image and size distribution histogram in Figure 3d. Similar effects have been reported previously.47,48 The reason for this could be due to the fact that the formed Fe3O4 NPs with considerable numbers of hydroxyl groups on the surface can absorb ethanol via hydrogen bond formation. Accordingly, there were more ethanol molecules attached on the NP surfaces, which inhibited the subsequent growth and aggregation of the particles, leading to the formation of smaller particles.

To further confirm the crystal structure and the size of the formed Fe3O4 NPs under different conditions, XRD experiments were performed (Figure 4). The XRD patterns labeled from (a) to (e) correspond to Product 1 to 5, respectively. The lattice spacing calculated from the diffraction peaks observed at 30, 35.4, 37.2, 43, 53.4, 56.9, and 62.5 matched the [220], [311], [222], [400], [422], [511], and [440] planes of Fe3O4 crystals, respectively. The XRD patterns are consistent with those reported in literature.4951 The comparison of pattern (e) with the other four patterns suggests that the use of water/ethanol mixture as solvent does not have any appreciable effect on the crystal structure of the NPs when compared to those NPs formed in pure water. To obtain the average size of the Fe3O4 NPs, we performed fine scans on the major peak (plane [311]) of each product and calculated their sizes using Scherrer’s equation. The results (Table 1) are in very good agreement with TEM data. It can be further concluded that the synthesized Fe3O4 NPs are nearly single crystals.

Figure 4
XRD patterns of (a) Product 1 (29.7 nm), (b) Product 2 (22.5 nm), (c) Product 3 (17.3 nm), (d) Product 4 (16.0 nm), and (e) Product 5 (20.3 nm) (see Table 1). The diameter of each product is calculated based on Scherrer’s equation.

Magnetic properties of the Fe3O4 NPs

The magnetic hysteresis loops of Fe3O4 NPs at room temperature were obtained by a DC SQUID magnetometer (Figure 5). For the largest NPs (Product 1 with mean diameter of 31.1 nm), the specific saturation magnetization (σs) is 97.4 emu/g, which is close to the bulk magnetite (92 emu/g).52 The slightly higher σs of Product 1 could be due to the specific surface characteristics of the Fe3O4 NPs prepared using our approach. In addition, the relative large size of Product 1 (31 nm) also contributes to the higher saturation magnetization. As the size of the Fe3O4 NPs is reduced to 22.4, 16.7, and 15.4 nm, σs decreases to 81.2, 65.1 and 53.3 emu/g, respectively. This phenomenon was observed in many other magnetic NPs and could be explained by the existence of a magnetically inert layer on the surface of the particles.53 Due to this surface effect, σs is contributed by an effective volume, which is a fraction of the nominal volume. As the particle gets smaller, the magnetic effective volume accounts for smaller proportion and the specific saturation magnetization decreases.

Figure 5
SQUID magnetometry measurement of room-temperature magnetic hysteresis of NP Products 1–4: (a) full hysteresis loops, and (b) hysteresis at low field.

Figure 6 displays the profile of σs as a function of the inverse of the particle mean diameter. The data points were fitted linearly. A theoretical approach to quantitatively explain this linear relationship assumes that each nanocrystal consists of two parts: the nonmagnetic outer layer with thickness t and magnetic normal core with the same property as bulk material. By keeping the first order in t, the specific saturation magnetization is found to be proportional to the inverse of diameter.

Figure 6
The saturation magnetization (σs) decreases as the diameter of the Fe3O4 NPs increases due to the nonmagnetic surface effect.
σs(d)=(16td)σs()
(4)

The nonmagnetic layer on the surface of the Fe3O4 NPs can be calculated, and is found to be about 1.4 nm.

As can be seen from Figure 5b, in the particle size range of our synthesized products (from 31.1 to 15.4 nm) ferromagnetism was observed. But as the mean size decreases, the coercivity (Hc) also decreases to values smaller than the reported for ferromagnetic bulk material.52 This suggests a gradual transition from ferromagnetism to superparamagnetism as a function of the size of the magnetic NPs. This transition meets the requirements for using these NPs as contrast agent in the SQUID-MRX measurement. Due to the millisecond time delay between the biasing field turning off and measurements starting, NPs that are far in the region of superparamagnetism decay too rapid to be detected. On the other hand, large particles can not generate detectable decay signal during the measurement time course and will also be ignored. So only the NPs on the magnetic properties transition region with the appropriate relaxivity rate provide signal contribution, and thus preferred by the MRX technique.

SQUID-MRX results

Figure 7 shows a typical relaxation curve recorded by the SQUID-MRX system with the theoretical fitting for 200 μg NPs of Product 4. The “no sample” curve in Figure 7 was acquired in the absence of the Fe3O4 NPs after the background was subtracted. By applying Equation (3) to fit the experimental curve in the presence of NPs, the best-fit parameters B′ and B0 can be determined to be 87.9 and 20.5 pT, respectively. The value of B′ can be ignored because it contains no information about the sample. B0 depends on a number of parameters, including the biasing field strength, signal recording time, distance from the sample to SQUID detector, mass of the NPs, etc. However, as long as the SQUID detection parameters do not change, B0 is only affected by the mass of NPs. This relationship can be well fitted with a linear equation, shown in Figure 8.

Figure 7
Typical SQUID magnetorelaxometry curve with theoretical fitting B(t) = B0ln(1+1/t)+ B′, where B0 = 2.05×10−11T and B′ = 8.79×10−11T. The factor B0 is proportional to the amount of NPs as shown in Figure ...
Figure 8
A calibration curve shows a linear relationship between the detected magnetic field (B0 from equation 3) and iron mass of Fe3O4 NPs. All data points were obtained by averaging over 50 measurements.

As discussed above, when the average size of the iron oxide magnetic NPs is decreased from 31.1 to 15.4 nm, the magnetic behavior changes from ferromagnetic to superparamagnetic. This transition affects the particles’ relaxation time constant, which in turn increases the MRX signal intensity. To test this, similar amounts of iron oxide NPs (200 μg) from Products 1 to 4 were prepared and measured by SQUID-MRX. The decay amplitudes (i.e. B0) for different products were found to increase as the particle size decreases (Figure 9), with a signal enhancement of three folds as the average size changing from 31.1 to 15.4nm. The size dependence of MRX signal can be understood by considering the Nèel relaxation’s relation to particle size. According to equation (2), larger NPs have longer magnetic decay time. When the decay time is long enough that no obvious decay can be observed during the MRX measurement time interval (in our case, 1 s), such particles have no contribution to the measurement. As the average size decreases, larger portion of NPs will have the decay time less than or equal to 1 s, thus increasing the MRX signal. And this behavior can be supported by the magnetic property transition from ferromagnetism to superparamagnetism (Figure 5).

Figure 9
Constant mass of Fe3O4 NPs (200 μg) from each product (Products 1–4) shows that smaller particles have the larger magnetic field signal.

Conclusion

In summary, we report a facile route to hydrothermally synthesizing iron oxide NPs with controllable size and tunable magnetic properties. The diameter ranges from 15 to 30 nm by changing the concentration of the reactants or the reaction solvent composition. The resultant Fe3O4 NPs are single crystals and have high purity. Their magnetic property exhibits a transition from ferromagnetic to superparamagnetic behavior as the particle’s diameter decreases. Within the diameter range of the synthesized NPs, we show that the NPs with a smaller size has higher signal in SQUID-MRX measurement. With the recent advances in the development of shell-crosslinked iron oxide nanoparticles for in vivo magnetic resonance (MR) imaging of tumors,12 it is expected that the synthesized iron oxide NPs should be able to be modified and conjugated with specific targeting ligands for future MR and SQUID imaging of tumors. We are currently actively pursuing this area of research.

Acknowledgments

This project has been funded in whole or in part by the National Institutes of Health (NIH) (under the contract # NIH 1 RO1 EB002657, NOI-CO-97111, and NIH 1 R01 CA119409) and the Michigan Economic Development Corporation-Life Sciences Corridor Fund (under award GR-472). The XPS instrument used in this work was funded by NSF through the Grant DMR-0420785. X Shi thanks the support from the Program for Professor of Special Appointment (Eastern Scholar) at Shanghai Institutions of Higher Learning and the National Basic Research Program of China (973 Program, 2007CB936000). We thank Roger A. Pinto for using the Autoclave in his lab, Sasha Meshinchi for his assistance with the TEM experiments, and Lindsay Shuller for her help with the XRD experiments.

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