2. Results and Discussion
Morphologies of the first exploited graphite (EG) and graphite prepared from natural graphite by ultrasonication for 30 min are shown in
Figure 1. Comparing EG (
Figure 1a) with graphite (
Figure 1b), it is clear that the bulk graphite was effectively exploited to graphite nanosheets after the first step of exfoliation of graphene. The exploitation mechanism may be the hydrogen peroxide and ammonium persulfate solution dispersing into the interspace of graphite layers through the ultrasonication process. Under microwave radiation, the hydrogen peroxide decomposes and intercalates into the interlayer with ammonium persulfate. Subsequently, the residual hydrogen peroxide and ammonium persulfate decompose as the reaction proceeds further. The process was exothermic and caused a rapid expansion and the exploited bulk graphite rapidly formed the graphite flake with nanostructure, accompanied with lightening.
Figure 2a shows TEM image of the as-synthesized few-layer graphene nanosheets (FG). Surfaces of the FG sheets are rough within nanoscale with some wrinkles and agglomeration, which may be attributed to the residual oxygen-containing functional groups (e.g., –COOH, –OH and –COH).
Figure 2b presents TEM image of the FG nanosheet. It is evident that FG nanosheets are crumpled, folded sheets which are entangled together. The phenomenon of crumpling and scrolling is part of the intrinsic nature of graphene nanosheets, which is resulted from the fact that the two-dimensional membrane structure becomes thermodynamically stable via bending.
Figure 1.
SEM images of (a) graphite prepared from nature graphite by ultrasonication for 30 min and (b) exploited graphite (EG).
Figure 1.
SEM images of (a) graphite prepared from nature graphite by ultrasonication for 30 min and (b) exploited graphite (EG).
Figure 2.
Morphology of FG prepared via facile solvothermal route: (a) FE-SEM image; and (b) TEM image.
Figure 2.
Morphology of FG prepared via facile solvothermal route: (a) FE-SEM image; and (b) TEM image.
Figure 3 shows UV-vis absorption spectra of the as-synthesized few-layer graphene oxide (FGO) and FG. For the UV-vis measurements, the samples were dispersed in ethanol by ultrasonication. The UV-vis spectrum was employed to monitor the restoration of conjugated C=C bonds of FGO. It can be seen that the FGO shows a strong absorption peak at 226 nm (
Figure 3a). The values indicate that a large number of double-bond conjugations (C=C and C=O) exist in FGO. FG shows an absorption peak at 266 nm, which is generally regarded as the excitation of the π-plasmon of the graphitic structure (
Figure 3b). There is no obvious absorption peak at 226 nm in FG, indicating that the conjugated C=C bonds were effectively restored by the solvothermal reduction.
Raman spectroscopy is a nondestructive and efficient approach to characterize graphitic materials, especially for determining ordered and disordered crystal structures of graphene. The Raman spectra of FGO and FG are shown in
Figure 4. Both FGO and FG display two prominent peaks (D band and G band). The peak at 1380 cm
−1, labeled as the D band, corresponds to breathing modes of rings or K-point phonons of A
1g symmetry, whereas the G band at 1580 cm
−1 corresponds to an E
2g mode of graphite and is related to the vibration of sp
2 bonded carbon atoms in a two-dimensional hexagonal lattice. The ratio of the intensity of the G band to that of the D band is related to the in-plane crystallite size,
La. The in-plane crystallite size of FGO and FG, calculated by using the relationship
La (nm) = 4.4 (I(G)/I(D)), about 4.51 and 3.7 nm, respectively, for which the corresponding I(G)/I(D) ratios are 1.0242 and 0.8315, respectively [
23]. Compared with FGO, the I(G)/I(D) of FG decrease indicates the removal of oxygen-containing functional groups in FGO. The disorder-induced combination mode band (G + D) can be seen along with the weak 2D band at 2930 cm
−1, making it conceivable that the sample contained highly disordered and randomly arranged graphene sheets.
Figure 3.
UV-vis spectra of (a) the FGO prepared via two step exploitation of graphite and (b) FG.
Figure 3.
UV-vis spectra of (a) the FGO prepared via two step exploitation of graphite and (b) FG.
Figure 4.
Raman spectra of the samples: (a) FGO; (b) FG.
Figure 4.
Raman spectra of the samples: (a) FGO; (b) FG.
XRD measurements were employed to investigate phase and structure of the synthesized samples. As shown in
Figure 5, the XRD pattern of the as-synthesized FGO (
Figure 5a) shows a peak at 2θ = 12.201°, corresponding to the (001) reflection of graphite oxide, and the interlayer spacing (0.73 nm) is much larger than that of natural graphite (about 0.34 nm) owing to the introduction of oxygen-containing functional groups on the surface of the graphite sheets [
24]. From
Figure 5b, the broad diffraction peak at 2θ = 23.45° is the (002) reflection of FG, which is different from the (002) reflection of graphite at 2θ = 26.44° [
25]. This difference is due to the residual functional groups present between the graphene layers and the short-range order of the graphene sheets along the stacking direction. Compared with graphite oxide (GO), the (001) reflection of FG has disappeared, suggesting the removal of the oxygen-containing functional groups on the FG surfaces. As shown in
Figure 5c, all the diffraction peaks of the FG/WO
3 nanocomposites can be indexed to hexagonal WO
3(H
2O)
0.33 (JCPDS 87-1203), which is the same as the WO
3 sample (
Figure 5d), and no characteristic peak of graphite was observed, suggesting that the restacking of the as-reduced graphene sheets was effectively prevented. Compared with the WO
3 sample, the most intense peak of FG/WO
3 nanocomposites was changed from (220) to (002), which indicated that the preferred growth direction of WO
3 was changed.
Figure 5.
X-ray diffraction patterns of the samples: (a) GO; (b) FG; (c) FG5%/WO3 nanocomposites and (d) WO3.
Figure 5.
X-ray diffraction patterns of the samples: (a) GO; (b) FG; (c) FG5%/WO3 nanocomposites and (d) WO3.
Morphologies of WO
3 and the FG (5%)/WO
3 nanocomposites were further analyzed by FE-SEM and HRTEM. As shown in
Figure 6a, the as-synthesized WO
3 sample exhibits unordered bundles with uniform strip size. TEM investigation can identify the bundled feature, giving evidence that each one-dimensional nanostructure bundle consists of a nanostrip with a thickness of about 100 nm, as shown in
Figure 6b.
Figure 6c,d show the TEM images of FG(5%)/WO
3 nanocomposites. As displayed in
Figure 6c, WO
3 particles distributed randomly on the FG surface with different morphology are easily observed. The morphology change of WO
3 indicates that the addition of FG has a significant effect on the WO
3 particle growth, which is consistent with the XRD result,
i.e., the preferred growth direction of WO
3 was changed. The high-resolution TEM image of another area of the sample, given in
Figure 6b, clearly shows the uniform lattice fringes. The spacing between the lattice fringes is about 0.627 nm, which can be indexed to the (020) plane of the hexagonal WO
3(H
2O)
0.33. This is evidence for the existence of a sandwich-like structure between graphene and WO
3. It is believed that both oxygen-containing defect sites and pristine regions of the GO favorably interact with W
6+ via van der Waals interactions and chemisorptions, respectively. In addition, oxygen functional groups located at the surface of GO can act as anchor sites and effectively hinder diffusion, recrystallization, and growth of WO
3 grains. The two morphologies of FG/WO
3 nanocomposites may be formed via isolated growth of WO
3 crystal species at the surface of GO and
in situ growth of WO
3 crystal species on the surface of GO, respectively.
Figure 6.
Morphologies of samples: (a) SEM images of WO3 synthesized via Solvothermal; (b) TEM images of WO3; (c,d) TEM images of FG (5%)/WO3 nanocomposites.
Figure 6.
Morphologies of samples: (a) SEM images of WO3 synthesized via Solvothermal; (b) TEM images of WO3; (c,d) TEM images of FG (5%)/WO3 nanocomposites.
Thermal properties and composition of the FG and FG (5%)/WO
3 nanocomposites synthesized via the solvothermal method were characterized by TG-DTA, which was performed in air and N
2 atmospheres with a heating rate of 15 °C·min
−1. As shown in
Figure 7a, with increasing temperature, the FG synthesized via the solvothermal method shows a gradual weight loss during the whole process, confirming that the thermal stability of the chemically derived graphene is much lower than that of the bulk graphite powders [
25]. The weight loss is usually attributed to the loss of the residual (or absorbed) solvent and the decomposition of residual organic functional groups on FG. After that, the weight loss occurs above 420 °C, which can be assigned to the oxidation of graphene in air. Correspondingly, the DTA curve shows a weak exothermal peak centered at 504 °C and a strong exothermal peak centered at 586 °C, which can be assigned to the oxidation of few-layer graphene (single, double, and triple layer) and many-layer graphene in air, respectively. As shown in
Figure 7b, with increasing temperature, FG shows a gradual weight loss, which indicates that the decomposition of residual organic functional groups on graphene occurs throughout the whole thermal analysis process. It was obvious that the weight loss in N
2 atmosphere is significantly lower than that in air atmosphere especially at temperatures higher than 450 °C, which should result from the combustion of the carbon skeleton of graphene happened above 420 °C in air.
Figure 7.
TG-DTA curves of the FG and FG (5%)/WO3 nanocomposites: (a) FG in air; (b) FG (5%)/WO3 nanocomposites in air; (c) FG in N2; (d) FG (5%)/WO3 nanocomposites in N2.
Figure 7.
TG-DTA curves of the FG and FG (5%)/WO3 nanocomposites: (a) FG in air; (b) FG (5%)/WO3 nanocomposites in air; (c) FG in N2; (d) FG (5%)/WO3 nanocomposites in N2.
From
Figure 7c, it can be seen that the FG (5%)/WO
3 nanocomposites synthesized via the solvothermal method shows two abrupt weight losses occurring between 300 and 630 °C in air atmosphere. Correspondingly, the DTA curve shows an endothermic peak and an exothermal peak, which can be assigned to the loss of chemically bonded water and oxidation of graphene in air, respectively. As shown in
Figure 7d, the TG curve of FG (5%)/WO
3 nanocomposites performed in N
2 atmosphere exhibits a continuous weight loss, which can be assigned to the loss of chemically bonded water.
Selectivity is an important factor of gas sensors, so the responses of pure WO
3 sensors to different kinds of target gases were measured at different operating voltages. The results are shown in
Figure 8. It can be seen that the pure WO
3 sensors exhibit the largest response to NO
x among all the tested gases at an operating voltage of 3.00 V. Furthermore, the optimal operating voltages are 3.00 V for NH
3, 3.25 V for H
2S and 4.00 V for acetone, dimethylbenzene, ethanol and trimethylamine. The response of the pure WO
3 sensor to other target gases is extremely low at the tested operating voltage. As a result, the pure WO
3 sensor is a very promising semiconductor for monitoring NO
x at relatively low temperatures, but its high resistance limited its wider application.
Figure 8.
Responses of pure WO3 sensors to various gases at different operating voltages.
Figure 8.
Responses of pure WO3 sensors to various gases at different operating voltages.
Resistances of the FG/WO
3-nanocomposite-based sensors with different amounts of FG (0%, 0.2%, 0.5%, 1%, 2%, 3%, 5%, and 100%) are shown in
Figure 9. It was clear that the resistance of the FG/WO
3 nanocomposites with FG amount below 2% (higher than 69,644 kΩ) is noticeably higher than that of the pure WO
3 sensor (12,501 kΩ). The sensors with few-layer graphene nanosheets and graphene/WO
3 nanocomposites with graphene content higher than 1% have lower resistivity (below 135 kΩ) than that of the pure WO
3 sensor. As we all know, WO
3 is an n-type semiconductor and reduced graphene oxide is a p-type semiconductor, so it can form a p-n heterojunction between FG and WO
3. The p-n heterojunction and the conduction of graphene play an important role in the resistance of FG/WO
3 nanocomposites. As the amount of FG drops below 2%, the resistance of the FG/WO
3 nanocomposites becomes controlled by the p-n heterojunction, so the resistance is really higher than that of WO
3 and the sensors based on these are not suited for gas sensor application.
Gas sensitivity of the FG/WO
3 nanocomposites was studied at an operating voltage between 1.45 and 2.70 V. It was found that FG/WO
3 nanocomposites only had gas sensitivity to NO
x. The responses of FG/WO
3 nanocomposite sensors with different amounts of FG to 100 ppm NO
x at different operating voltages between 1.45 and 2.70 V are presented in
Figure 10. Obviously, the sensitivity of the sensors to 100 ppm NO
x increased as the amount of FG decreased. Moreover, at operating voltages between 1.60 and 2.45 V, with the increase of operating voltage, the response of the FG/WO
3 nanocomposite sensors was enhanced, and for operating voltages higher than 2.45 V, the response declined. As is well known, WO
3 is very sensitive to NO
x at relative higher operating voltage. As the operating voltage was increased to 2.45 V, the effect of WO
3 on the response of the FG/WO
3 nanocomposite sensors to NO
x was enhanced. In other words, the counterbalance of the p-n heterojunction in the response of the FG/WO
3 nanocomposite sensors to NO
x cannot be ignored, so the response to NO
x trends downward. Compared with the pure WO
3 sensor, the sensitivity of FG/WO
3 nanocomposite sensors was decreased, but both the resistance of the FG/WO
3 nanocomposite sensors and the operating voltage were obviously lower.
Figure 9.
Resistances of the FG/WO3 nanocomposites with different amount of FG.
Figure 9.
Resistances of the FG/WO3 nanocomposites with different amount of FG.
Figure 10.
Responses of FG/WO3 nanocomposites sensors with different amounts of FG to 100 ppm NOx at different operating voltage.
Figure 10.
Responses of FG/WO3 nanocomposites sensors with different amounts of FG to 100 ppm NOx at different operating voltage.
The responses of FG, FG (5%)/WO
3 nanocomposites, FG (3%)/WO
3 nanocomposites, and FG (2%)/WO
3 nanocomposites to 100 ppm NO
x at an operating voltage of 2.45 V are shown in
Figure 11. The vertical coordinates were defined as
S =
Rg/
Ra, where
Ra is a fixed value. The strong increase in R
g of the sensors upon exposure to 100 ppm NO
x of the FG/WO
3 nanocomposite sensors can be attributed to charge transfer between NO
x molecules and the sensing material, where NO
x act as an acceptor. It was clear that the response curves ascend or descend sharply with the inflow or outflow of NO
x gas, indicating that the sensors have an excellent response-recovery property.
Figure 11.
Responses of (a) FG, (b) FG (5%)/WO3 nanocomposites, (c) FG (3%)/WO3 nanocomposites and (d) FG (2%)/WO3 nanocomposites to 100 ppm NOx at the operating voltage of 2.45 V.
Figure 11.
Responses of (a) FG, (b) FG (5%)/WO3 nanocomposites, (c) FG (3%)/WO3 nanocomposites and (d) FG (2%)/WO3 nanocomposites to 100 ppm NOx at the operating voltage of 2.45 V.