Hong Ruan,
Baoyong Liu and
Hongguang Li*
Laboratory of Clean Energy Chemistry and Materials, Lanzhou Institute of Chemical Physics, Chinese Academy of Sciences, Lanzhou 730000, China. E-mail: hgli@licp.cas.cn
First published on 17th February 2015
In this report, graphene–gadolinium hydroxide (GR–Gd(OH)3) nanocomposites have been prepared using the hydrothermal process. The crystalline structures of GR–Gd(OH)3 have been determined by X-ray diffraction (XRD) measurements and their morphologies have been revealed by field-emission scanning electron microscopy (FE-SEM) observations. The optical properties of GR–Gd(OH)3 have been examined by UV-vis and Fourier transform infrared (FTIR) measurements which revealed mutual interactions between GR and Gd(OH)3. GR–Gd(OH)3 was used to modify the glassy carbon electrode (GCE) which was subsequently utilized for electro-oxidation of ascorbic acid (AA) by cyclic voltammetry method. It was found that the electro-catalytic behavior of GCE modified by GR–Gd(OH)3 (GCE/GR–Gd(OH)3) was superior to that of the bare GCE. The catalytic oxidation peak current showed a linear dependence on the AA concentration and a linear calibration curve was obtained in the concentration range of 0.1–2.5 mM of AA with the lowest limit of detection (LOD) of 0.06 mM. Simultaneously, the oxidation peaks of AA over GCE/GR–Gd(OH)3 shifted to lower over potential compared to that of GCE modified by Gd(OH)3 (GCE/Gd(OH)3). The results indicate that GR–Gd(OH)3 can be used as a promising electrode modifier, which offers a new promising platform for application of the rare earth compound in electrochemistry and bioelectronics. Synchronously, the controlled synthesis of GR–Gd(OH)3 opens an efficient and facile strategy to design other GR-based, rare earth-containing nanocomposites.
Rare earth compounds have been used in high performance luminescent devices, optical transmission, lighting displays and biochemical probes due to their outstanding optical, electronic and magnetic properties.7–9 One of the most attractive members in rare earth materials is Gd(OH)3 which has been used as catalyst, sorbent and precursor for the preparation of Gd2O3 by thermal dehydration.10–12 It is generally accepted that the size, morphology and crystallinity of a given rare earth material have a key effect on its property.13,14 Hence considerable attention has been paid to the synthesis of Gd(OH)3 nanomaterials with well-controlled morphologies such as rods, bundles and sheets.11,15–18 However, to the best of our knowledge, reports on GR–Gd(OH)3 nanocomposites with well-controlled shapes are yet to come. In addition, though the preparation of Gd(OH)3 nanomaterials have already been well-documented, little work has been carried out to investigate their electro-catalytic behavior.
In this work, we aim to prepare GR–Gd(OH)3 nanocomposites with well-defined morphologies by a facile hydrothermal method and to systematically investigate their electro-catalytic properties. For the latter purpose, oxidation of ascorbic acid (AA) was selected as a model reaction. It is known that AA is difficult to be directly oxidized at a conventional electrode due to its high over potential, low selectivity, poor sensitivity and poor reproducibility.19 To solve this problem, numerous attempts have been made by modifying the electrode surface with various nanostructured materials.20–24 However, little work has been focused on lowering the over potential of AA oxidation. Here, by modifying the GCE with GR–Gd(OH)3 nanocomposites, we have succeeded in improving the sensitivity and simultaneously lowering the over potential of AA oxidation, which offers a new promising platform for application of the rare earth compound in electrochemistry and bioelectronics.
:
HNO3 (with a volume ratio of 3
:
1). The solution was heated to 80 °C followed by stirring for 8 h. The mixture was cooled to room temperature and poured into 50 mL cold (0 °C) water. After 12 h, the sample was centrifuged and washed with water. A black sample labeled as pre-oxidized graphite was obtained. To the mixed powder of 1 g pre-oxidized graphite and 1.03 g NaNO3, 62 g concentrated H2SO4 was slowly dropped, followed by the slow addition of 4.5 g KMnO4 under violent stirring. The temperature was kept below 20 °C during the whole process and the reaction was allowed to continue for two days before it is ended by 140 mL water. Then, 30 wt% H2O2 was added slowly until the solution turned bright yellow, which was centrifuged and washed first with 1 M HCl aqueous solution and then with water for several times until the pH of the mixture was neutral. Finally, the GO slurry was purified by dialysis for a week and dried in vacuum at 60 °C for further use.
The existence of GR in the nanocomposites can be demonstrated by FTIR spectra (Fig. 2). The characteristic peaks at 1730, 1630, 1380 and 1250 cm−1 are attributed to the C
O stretching vibrations of the –COOH group, the C
C stretching mode, the O–H deformation of the C–OH groups and the C–OH stretching peak, respectively.27 Compared to the spectra of GO, the peaks at 1730 cm−1 could not be detected in both GR–Gd(OH)3-1 and GR–Gd(OH)3-2, indicating the successful reduction of GO in the nanocomposites. On the other hand, the peaks from C
C group shifted from 1630 cm−1 to 1520 cm−1, which is believed to be induced by the mutual interaction between Gd(OH)3 and GR.28–30 That is, Gd(OH)3 nanoparticles are well bounded with GR to form the nanocomposite. The influence of the mutual interaction between Gd(OH)3 and GR on the spectroscopic properties of the nanocomposites can be also detected by UV-vis measurements (Fig. S1†). The spectroscopy of GO in water shows two peaks at about 226 and 300 nm. The former absorption peak can be assigned to π–π* transition of aromatic sp2 domains,31 while the later may be attributed to n–π* transition of the C
O band.32 For GR–Gd(OH)3-1 and GR–Gd(OH)3-2, the peaks from π–π* transition have an obvious blue shift to 206 and 209 nm, respectively.
SEM images were taken not only to directly analyze the morphologies of the samples, but also to specifically investigate the influences of the precipitators. Typical images are shown in Fig. 3. It can be observed that both bare Gd(OH)3 (Fig. 3A) and GR–Gd(OH)3-1 (Fig. 3B) are nanorods with big aspect ratios, which suggests that the introduction of GR has no influence on the morphology of Gd(OH)3 nanoparticles. In other words, GR acts as an ideal platform for the formation and growth of Gd(OH)3, with which Gd(OH)3 nanorods interact to hinder the aggregation. Additionally, strong dependences of the morphology of GR–Gd(OH)3 nanocomposites on the precipitator have been found as seen from Fig. 3B and C. When NaOH is used as a precipitator, Gd(OH)3 nanorods with big aspect ratios are dispersed on GR. While with NH3·H2O as a precipitator, the aspect ratios of Gd(OH)3 nanorods decrease and short nanorods formed. The differences between NaOH and NH3·H2O is partially due to the lower hydrolysis rate of NH3·H2O than that of NaOH, which provides basic media for precipitation and is disadvantageous for the formation of Gd(OH)3 nanorods. Another possibility is that NH3·H2O can coordinate with Gd3+ ions to form Gd(NH3)x3+ complexes, which prevents the reaction between Gd3+ and OH− and lowers the growth rate of Gd(OH)3 nanorods. The strong dependence of the nanoparticle morphology on the precipitator has also been observed previously during the preparation of ScOOH/Sc(OH)3 and La(OH)3 nanocrystals.33,34
In order to further understand the electro-catalytic behavior of electrodes with different modifications, electrochemical impedance spectroscopy has been carried out (Fig. S2†). The semicircle portion of the Nyquist plot at high frequencies corresponds to the charge transfer process. The diameter is equal to the charge transfer resistance (Rct), which controls the electron transfer kinetics of the redox probe at the electrode interface. GCE/GR shows the lowest Rct among all the electrodes, which can be ascribed to the high density of edge-plane sites and defects of GR. This feature of GR also leads to a lower Rct of GCE/GR–Gd(OH)3-1 and GCE/GR–Gd(OH)3-2 compared to that of GCE/Gd(OH)3 and bare GCE. It is also noted that Rct of GCE/GR–Gd(OH)3-2 is lower than that of GCE/GR–Gd(OH)3-1, which can be explained by the unique morphology of the GR–Gd(OH)3-2 where Gd(OH)3 nanorods have smaller aspect ratios than those in GR–Gd(OH)3-1. This leads to a higher special surface area of GR–Gd(OH)3-2 which accelerates charge transfer between AA and GCE/GR–Gd(OH)3-2 and lowers the Rct. The result is also consistent with the highest activities of GCE/GR–Gd(OH)3-2 observed from Fig. 4.
Additionally, the effect of AA concentration (cAA) on the CV response of GCE/GR–Gd(OH)3-1 has been investigated under a fixed scan rate of 100 mV s−1. Fig. 5A shows the change of ipa when cAA was increased. A linear relationship between ipa and cAA was found within the concentration range of 0.1–2.5 mM, as shown in Fig. 5B. The resulting calibration plot is a straight line, with a coefficient of 0.998, given by the equation:
| ipa (μA) = 7.34cAA (mM) + 4.61 | (1) |
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| Fig. 5 (A) CV of GCE/GR–Gd(OH)3-1 in 0.1 M PBS (pH = 7.0) at varying concentration of AA (0.1–2.5 mM) and (B) relationship between ipa (μA) and cAA (mM). | ||
The lowest limit of detection (LOD) (based on S/N = 3) was found to be 0.06 mM, the detailed calculation can be seen in the ESI.† The sensitivity of the electrode is 103.8 μA mM−1 cm−2. The effect of cAA on the CV response of GCE/GR–Gd(OH)3-2 is shown in Fig. S3,† from which a linear relationship between ipa and cAA can be found within the concentration range of 0.3–2.5 mM. The LOD and the sensitivity of GCE/GR–Gd(OH)3-2 can be calculated to be 0.05 mM and 116.4 μA mM−1 cm−2, respectively. Thus GCE/GR–Gd(OH)3-2 exhibits a lower LOD and a higher sensitivity compared to GCE/GR–Gd(OH)3-1. Furthermore, in order to estimate the reproducibility of the results, three series of experiments were carried out (Fig. S4†) and the relative standard deviation of the current responses of GCE/GR–Gd(OH)3-1 and GCE/GR–Gd(OH)3-2 are 5.7% and 5.1%, respectively, indicating a reproducible fabrication of the GCE/GR–Gd(OH)3-1 and GCE/GR–Gd(OH)3-2 biosensors.
Fig. 6 shows the effect of the scan rates on the electro-catalytic properties of GCE/GR–Gd(OH)3-1 towards AA oxidation. An increase in the scan rate not only leads to a corresponding increase in ipa, but also results in a shift of the anodic peak to more positive potentials (Fig. 6A). In addition, it can be seen that ipa is proportional to the square root of the sweep rate (V1/2) within the investigated range (15–100 mV s−1) (with linear regression coefficient of 0.996) (Fig. 6B), suggesting that the oxidation reaction of AA molecules on GCE/GR–Gd(OH)3-1 is primarily diffusion-controlled. The effect of the scan rate on the electro-catalytic properties of GCE/GR–Gd(OH)3-2 follows similar rules as those observed for GCE/GR–Gd(OH)3-1 (Fig. S5†). Similar results of AA oxidation by an Au/TiO2/Ti electrode have also been reported by Hosseini et al.36 Therefore, it highlights that the structure of GR skeleton provides an ideal morphology for anchoring bioactive molecules, which gives rise to a pathway for rapid mass transfer. Based on all the above results, a proposed oxidation process of AA can be described in Fig. 7. First, AA molecules in solution diffuse to the nearest active sites on GR and are absorbed onto Gd(OH)3 nanorods. Then AA molecules absorbed on the surface of the electrode are oxidized to dehydroascorbic acid:
| C6H8O6(ascorbic acid) − 2e− → C6H6O6(dehydroascorbic acid) + 2H+ |
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| Fig. 6 (A) CV of GCE/GR–Gd(OH)3-1 in 2.5 mM AA aqueous solution at varying scan rate (15–100 mV s−1) and (B) the relationship between ipa and V1/2. | ||
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| Fig. 7 Proposed mechanism for electro-catalytic oxidation of AA on GCE which was pre-modified by GR–Gd(OH)3 hybrid materials. | ||
In order to study the influence of GR on the surface area and porosity of the nanocomposites, the Brunauer–Emmett–Teller (BET) gas adsorption method was performed. BET specific surface area (SBET) and total volume of pores of the samples are listed in Fig. 8 and Table S1.† The nitrogen adsorption–desorption isotherm of Gd(OH)3, GR–Gd(OH)3-1 and GR–Gd(OH)3-2 all exhibits type II, which indicates the presence of mesoporous materials according to the IUPAC classification.37 A narrow pore size distribution with an averaged pore diameter of 30 nm was recorded, as displayed in the inset of Fig. 8A–C. The results suggest the addition of GR did not change the nitrogen adsorption–desorption isotherm. However, SBET and total volume of pores of GR–Gd(OH)3-1 and GR–Gd(OH)3-2 has dramatically increased compared to that of Gd(OH)3. In addition, compared with GR–Gd(OH)3-1, SBET and total volume of pores of GR–Gd(OH)3-2 gradually increase from 18.02 m2 g−1 to 32.38 m2 g−1 and from 0.36 cm3 g−1 to 0.41 cm3 g−1, respectively. Here, we speculate that the enhancement in SBET and total volume of pores induced by the introduction of GR is the most important reason that GR–Gd(OH)3-2 possesses the highest electron-catalytic activity among all samples.
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| Fig. 8 Brunauer–Emmett–Teller specific surface area of Gd(OH)3 (A), GR–Gd(OH)3-1 (B) and GR–Gd(OH)3-2 (C). | ||
Footnote |
| † Electronic supplementary information (ESI) available: UV-vis spectra of GO, GR–Gd(OH)3-1 and GR–Gd(OH)3-2, EIS of GR, GCE/Gd(OH)3, GCE/GR–Gd(OH)3-1, GCE/GR–Gd(OH)3-2 and bare GCE in 0.1 M PBS-0.5 mM AA aqueous solution, CV of GCE/GR–Gd(OH)3-2 in 0.1 M PBS (pH = 7) at varying concentration of AA, CV of GCE/GR–Gd(OH)3-1 and GCE/GR–Gd(OH)3-2 in 0.1 M PBS with 0.5 mM AA at 100 mV s−1, CV of GCE/GR–Gd(OH)3-2 in 2.5 mM AA aqueous solution at varying scan rate (15–100 mV s−1). BET surface area (SBET) and total pore volume of Gd(OH)3, GR–Gd(OH)3-1 and GR–Gd(OH)3-2. See DOI: 10.1039/c5ra00064e |
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