3.1 Photocatalyst Properties
Crystallite properties of synthesized photocatalyst was analyzed using XRD, and the results were shown in Fig. 1a, supported by Table 1. The presence of rGO can be noticed with a wide peak at around 25.5°. Moreover, the disappearance of the (0 0 2) plane of graphite oxide at 11.1° also indicates the reduction of graphite oxide to rGO by the solvothermal method [18]. the peaks located at 25.3 °, 36.9 °, 37.8 °, 48.0 °, 53.9 °, 55.1 °, 62.7 °, 68.8 °, 70.3 ° and 75.0 ° can be indexed to the (1 0 1), (1 0 3), (0 0 4), (2 0 0), (1 0 5), (2 1 1), (2 0 4), (1 1 6), (2 2 0) and (2 1 5) crystal planes, respectively, of the anatase TiO2. However, the diffraction patterns of rGO/TiO2 composites almost coincide with that of bare TiO2. This is because of the overlap of characteristic peak (002 plane) of rGO at around 25 ° with 101 plane reflection of TiO2 at around same 2θ value [19, 20]. Moreover, XRD pattern reveals no sulfur phase or S containing compounds in the S-doped samples owing to the low content of sulfur. The particle sizes of S, N, and graphene doped TiO2 vary with various doping amounts. However, the lattice parameters a and c remain constant. It indicates that dopants in TiO2 do not affect the photocatalytic properties of the nanoparticles and charge balance in the anatase lattice [21].
Table 1. XRD, raman, and BET analyses results for the characterization of crystal, band gap, and pores.
Sample
|
XRD
|
Raman
|
BET
|
crystal phase
|
Particle size
|
Crystallite size
|
Lattice parameter
|
Absorbance Spectra
|
Reflectance Spectra
|
Surface area
(m2/g)
|
Pore volume
(cm3/g)a
|
Pore size
(nm)b
|
Anatase (%)
|
D (nm)
|
d (nm)
|
a (Å)
|
c (Å)
|
c/a
|
Band gap
(eV)
|
Band edge wavelength
(nm)
|
Band gap
(eV)
|
Band edge wavelength
(nm)
|
TiO2
|
100
|
10.45
|
0.3494
|
3.771
|
9.373
|
2.486
|
3.19
|
389
|
2.55
|
486
|
155.1
|
0.297
|
7.64
|
S0.05N0.1TiO2
|
100
|
10.47
|
0.3498
|
3.776
|
9.374
|
2.483
|
3.06
|
405
|
2.54
|
488
|
169.2
|
0.283
|
6.68
|
0.01wt%rGO/ S0.05N0.1TiO2
|
100
|
10.60
|
0.3498
|
3.778
|
9.437
|
2.498
|
3.03
|
410
|
2.53
|
490
|
149.0
|
0.288
|
7.73
|
0.1wt%rGO/ S0.05N0.1TiO2
|
100
|
10.55
|
0.3494
|
3.779
|
9.431
|
2.495
|
2.95
|
420
|
2.52
|
492
|
161.7
|
0.297
|
7.35
|
0.5wt%rGO/ S0.05N0.1TiO2
|
100
|
10.11
|
0.3502
|
3.780
|
9.410
|
2.489
|
2.76
|
450
|
2.51
|
494
|
160.7
|
0.289
|
7.19
|
1wt%rGO/
S0.05N0.1TiO2
|
100
|
11.11
|
0.3490
|
3.773
|
9.388
|
2.488
|
2.73
|
455
|
2.50
|
496
|
143.4
|
0.276
|
7.70
|
a Total pore volume of pores at P/Po = 0.99 for single point adsorption
b Average pore width (4V/A by BET)
|
According to the FTIR spectra results in Fig.1b, the peak at 1,650 cm−1 arises from the C=C stretch of alkenes. In the case of photocatalysts containing TiO2 nanocomposites, a Ti-O-Ti vibration correlated to the slope between 500 and 1,000 cm−1 can be recognized, which is attributed to the TiO2 nanoparticles. A peak around 793 cm−1 should be likely owing to the vibration of Ti-O-C bond which confirms the formation of chemical bond between the rGO and TiO2 nanoparticles. Therefore, the large range of Ti-O-Ti vibration and the vibration of Ti-O-C are hard to distinguish [19, 22]. The FTIR peaks observed at 1,257 cm−1 and 1,049 cm−1 are assigned to the SO stretching mode and S–O stretching vibration, respectively [23]. However, after solvothermal process the bands related to oxygen-functional groups of graphene oxide are still present in the photocatalysts spectra suggesting that reduction of graphite oxide is not complete [24, 25].
Figure 1 also displays the raman spectra of the synthesized photocatalyst. Raman spectra exhibits two characteristic Raman bands, D band at 1,350 cm− 1 and G band at 1,600 cm− 1. The D band is assigned to edge or in-plane sp3 defects and disordered carbon, whereas the G band arises from the in-plane vibration of ordered sp2-bonded carbon atoms [26]. The ID/IG intensity ratio of reduced graphene oxide increases compared with that of graphite oxide, which suggests the structural change due to the removing of functional groups [27]. Furthermore, all photocatalysts exhibiting a Raman peak pattern similar to the characteristic feature of anatase structured TiO2. The peaks at 144, 398, 515, and 633 cm− 1 can be assigned as the Eg1, B1g, A1g, and Eg2, respectively. These are arising from the external vibration of the anatase structure, which indicates that an anatase phase was formed in the photocatalysts [26]. Moreover, according to the supportive raman result in Table 1, the value of ID/IG increases when rGO content increases.
Table 1 also presented the porous structure of synthesized photocatalyst using BET analysis. The pore sizes of all photocatalysts are in the range of 6–7 nm, within the range of the mesoporous (2–50 nm). In addition, all photocatalysts can be attributed to the type IV curve and are tended to hysteresis loops [20]. The BET surface area of the different weight percent of rGO/S0.05N0.1TiO2 samples significantly decreases from 161.7 to 143.4 m2 g− 1 with increasing rGO content. However, the BET surface area of the 0.01wt% rGO/S0.05N0.1TiO2 is relatively low compared to that of bare TiO2 (155.1 m2 g− 1). Thus, surface area and porosity are mainly dominated by the TiO2 component [28].
The surface properties of synthesized photocatalyst were analyzed using SEM and TEM as displayed in Fig. 2. TiO2 composites are dispersed on the surface of rGO and some TiO2 composites enter into the interlayers of rGO [29], this structure support the efficient electron collectrion through rGO sheets during the process [30]. TiO2 and S doped TiO2 nanoparticles have a quasi-spherical shape like morphology with an average size of 10–15 nm, which is in agreement with the calculated results from the Scherrer’s equation [31]. Increasing rGO content in the photocatalyst form bigger aggregate.
XPS instrument was applied to observe the chemical and electronic states of the elements and chemical bonding on the surface of photocatalysts as shown in Fig. 3. Ti 2p XPS spectra for TiO2 indicate the peaks centered at 458.4 and 464.0 eV corresponding to Ti 2p3/2 and Ti 2p1/2, respectively. These peaks are occurred due to spin-orbital splitting photoelectrons in the Ti4+ valence state suggesting a normal state of Ti4+. In addition, Ti-C bond can be attributed to the formation of a bond between Ti and C atoms on the TiO2 composites as confirmed by analysis of the XPS core level of C 1s [32]. Under the C 1s spectra identified signals at 284.5, 285.1, 286 and 288.6 eV were related to C = C, C-C, C-O and -COOH bonds, respectively [33]. The O 1s core level peaks can be observed at 529.7 eV (Ti-O-Ti/ Ti-O-C), 530.2 eV (C = O), 531.5 eV (C-O) and 532.7 eV (O-H) [34], while the carbon materials has oxygen-containing species at 531.6 eV (-C(= O)-). The S 2p peaks at 168.3 and 169.3 eV are due to Ti-S and C-S bonds, respectively. The N 1s peak at 400.2 eV is associated with Ti-N bonding, which clearly demonstrates that nitrogen atoms were doped into the anatase lattice and replaced a small portion of oxygen atoms during the solvothermal process. Hence, the XPS results clearly confirm the presence of co-doped N and S on the lattices of rGO/TiO2 photocatalysts [34].
The TG/DTA curves for the synthesized photocatalysts was presented in Fig. 4. In the range of 180 to 380°C, about 9.0 % weight is lost from TiO2 which is attributed to the decomposition of organic compounds. The amorphous precursor is converted to the anatase phase as the temperature increases from 425 to 500 oC. It is observed that there is no weight loss above 500°C, indicating the onset of oxide formation and expected changes in the crystal. Above this temperature the TGA and DTA curves no longer exhibit any peak. Moreover, S0.05N0.1TiO2, primary weight loss occurs at temperature range of 50°C to 140°C, which can be associated with the vaporization of adsorbed/absorbed H2O and organics. The second region is in the range of 150–450°C, where the weight loss is about 10 % due to the removal of strongly bound water or surface hydroxyl groups. The third stage is from 450°C to 800°C, where the mass loss is due to oxidation of S and then mass the weight remains constant [35]. However, the photocatalyst with rGO has a higher weight loss than that without rGO in temperature ranges of 150–250 ℃ and 600–730 ℃. The weight loss, between 200°C and 450°C, can be attributed to the decomposition of the remaining organic compounds formed during the synthesis and partial oxygen-containing functional groups in the reduced graphene oxide. The weight loss in the range of 450–650°C depicts the oxidation of carbon scaffold of the rGO [36].
Figure 5 displays the optical properties of photocatalyst as the result from UV-visible spectrometry analysis. The results show a noticeable shift of absorption edge which are demonstrated in S, N-doped TiO2 samples compared with bare TiO2 [19]. For incident wavelengths in the range 200–800 nm, rGO/S0.05N0.1TiO2 composites might be photocatalytically active under visible irradiation [37]. The band gap energies of the samples, estimated by converting the reflectance spectra to absorption Kubelka-Munk units. The result of bandgap calculation was shown in Fig. 5b and reveal that the energy gap decreases with increasing wt% of rGO in the composites. This phenomenon occurred due to the Ti-O-C bonds of rGO/TiO2 nanocomposites between TiO2 nanoparticles and rGO nanosheets are able to cause an intimate interaction and decrease the band gap [19].
3.2 Visible light-driven photocatalytic degradation of toluene
Toluene in the initial concentration of 2 ppm was supplied as the pollutant to be degraded by various synthesized photocatalyst under the relative humidity value of 60 % at the temperature of 25 oC. Figure 6 displays the toluene conversion and reaction rate during the photocatalytic degradation. The results indicate that 0.1wt%rGO/S0.05N0.1TiO2 has the best photocatalytic activity among all rGO doping ratios. It is found that co-doped nitrogen and sulfur (N, S) would increase the conversion rate due to an increase in the absorption of visible light [38]. Additional rGO content in the photocatalyst enhance the photocatalytic activity due to the promotion of surface •OH radicals and the interference in •O2− radicals’ generation [38]. However, adding excessive or less rGO may increase collision opportunities between electrons and holes which causes faster electron-hole pairs recombination [39]. According to the results, 0.1wt%rGO/S0.05N0.1TiO2 will be further implemented for the study of parameters influence, and kinetic analysis.
3.3 Photocatalytic activity under various applied environmental conditions
Photocatalyst with the composition of 0.1wt%rGO/S0.05N0.1TiO2 was chosen for the parameters test under various initial toluene concentration (1–4 ppm), temperature (25–45 oC), relative humidity (0–80 %), and retention time (5–30 s). The results of toluene conversion under various parameters were displayed in Fig. 7. The toluene degradation efficiency was reduced under the supply of higher initial pollutant concentration as seen in Fig. 7a and 7b. The relationship between pollutant concentration and reaction rate may follow the Langmuir-Hinshelwood (L–H) model [40], and considering principles of catalytic reactions, at low pollutant concentration, the reaction rate increases with pollutant concentration until it reaches a region where the reaction rate becomes independent of concentration. However, at higher concentration due to the deposition of refractory reaction intermediates on photocatalyst surface and loss of active sites the reaction rate dramatically drops [41]. Numerous studies observed the photocatalytic performance at low pollutant concentration and presented the improvement of reaction rate at higher VOC concentration, but reduction of removal efficiency and mineralization [41].
Moreover, higher relative humidity (RH) value reduced the photocatalytic activity for toluene degradation. The water vapor content in the gaseous effluent created competitive adsorption with toluene molecule on the photocatalyst active sites [42]. However, the presence of 1 % RH displayed higher conversion compared to the 0 % and indicated that the water vapor also induces the photocatalytic activity due to the formation of hydroxyl radicals [41].
Under the higher applied temperature, toluene photocatalytic degradation was also increased due to the exothermic and equilibrium reaction in elementary steps and influenced the overall reaction rate [43]. Temperature not only affects the reaction kinetics but also the adsorption of the gas-phase compounds on the photocatalyst and influenced the amount of adsorbed pollutants on the reaction surface thus it may lower the reaction rate under the mass transfer limit process [40]. According to previous study, the optimum temperature was found in the range of 40–50 oC. Under low temperature, products desorption will be occurred due to the slower reaction than the degradation on the surface or the reactants adsorption. Nevertheless, higher temperature, adsorption of toluene on the photocatalyst surface also become a limitation [44].
The direct effects that flow rates had on retention time indicate that mass transfer plays an important role and limits the rate of oxidation as seen on Fig. 7g and 7h. Higher flow rates in the reactor and the decreased retention time results in a decreased amount of photocatalytically decomposed pollutants [45]. The results show that the conversion of toluene increases with an increase of retention time. As the airflow rate increases, the residence time of VOC molecules inside the reactor decreases which leads to a reduction in the adsorption of the pollutant and lower conversion [41]. However, the reaction rate decreases with an increase of retention time. The importance of adsorption capacity increases as the residence time decreases, and adsorption may be more important than photocatalytic activity at a short residence time [46].
Table 2 displays the comparison of possible applied parameters using the synthesized photocatalyst in this study and other study. The combination of 0.1wt%rGO/S0.05N0.1TiO2 in this study is applicable for the degradation of toluene even in low concentration. The wide range of RH value during the photocatalytic activity also become another advantage compared to the other study.
3.4 Photocatalytic kinetic analysis
In this study, Langmuir-Hinshelwood models 1–7 were used to simulate data generated from the kinetic experimental set as shown in Table 3 along with the simulation results after the fitting process with polymath software. The simulation results of model 4 are best suited to this study. Rate constant k of model 4 increases when the reaction temperature increases. However, adsorption constant Kw shows the opposite trend since a higher temperature would induce more species desorption from the photocatalyst surface. It is worth noting that the photocatalytic degradation rate relates to both reaction and adsorption constants, which have an impact on the final apparent reaction rate [47]. Therefore, the value of Kw is higher, the pollutant of toluene is more competitive with water.
Table 3
The results of reaction rate constants (k), formaldehyde adsorption equilibrium constants (KA) and water vapor adsorption equilibrium constants (KW) for Langmuir-Hinshelwood models 1–7.
Model
|
Reaction Rate Expression
|
Tem.
(K)
|
k
(mol cm− 3s− 1)
|
KA
(cm3 mol− 1)
|
Kw
(cm3 mol− 1)
|
RSS
|
R2
|
1
|
|
298
|
2.75E-10
|
1.02E + 08
|
-
|
3.62E-20
|
0.92
|
308
|
3.23E-10
|
9.89E + 07
|
-
|
3.37E-20
|
0.93
|
318
|
4.72E-10
|
8.30E + 07
|
-
|
3.12E-20
|
0.93
|
2
|
|
298
|
9.41E-02
|
1.59E + 00
|
1.36E + 03
|
2.87E-23
|
0.00
|
308
|
4.26E-01
|
7.18E + 00
|
6.16E + 03
|
9.26E-24
|
0.35
|
318
|
4.19E-01
|
7.06E + 00
|
6.05E + 03
|
4.70E-24
|
0.77
|
3
|
|
298
|
9.97E-06
|
2.34E + 03
|
1.87E + 05
|
1.37E-24
|
0.89
|
308
|
1.11E-05
|
2.58E + 03
|
5.99E + 04
|
9.90E-25
|
0.93
|
318
|
1.29E-05
|
3.01E + 03
|
7.24E + 03
|
1.34E-24
|
0.93
|
4
|
|
298
|
4.27E-09
|
3.60E + 07
|
1.25E + 06
|
1.36E-24
|
0.96
|
308
|
4.81E-09
|
3.30E + 07
|
1.15E + 06
|
1.68E-24
|
0.96
|
318
|
5.55E-09
|
3.05E + 07
|
1.08E + 06
|
1.12E-24
|
0.95
|
5
|
|
298
|
2.89E-09
|
1.00E + 07
|
1.06E + 07
|
9.13E-25
|
0.93
|
308
|
3.11E-09
|
1.05E + 07
|
3.06E + 07
|
8.93E-25
|
0.94
|
318
|
3.49E-09
|
1.16E + 07
|
1.66E + 07
|
1.27E-24
|
0.94
|
6
|
|
298
|
9.57E-10
|
1.08E + 07
|
3.02E + 07
|
9.05E-25
|
0.93
|
308
|
1.02E-09
|
3.07E + 07
|
3.22E + 07
|
8.93E-25
|
0.94
|
318
|
1.13E-09
|
1.67E + 07
|
3.58E + 07
|
1.27E-24
|
0.94
|
7
|
|
298
|
8.16E-09
|
1.84E + 04
|
6.19E + 05
|
3.76E-24
|
0.70
|
308
|
9.28E-09
|
1.89E + 04
|
6.36E + 05
|
4.76E-24
|
0.67
|
318
|
1.26E-08
|
1.53E + 04
|
6.35E + 05
|
6.98E-24
|
0.66
|
Furthermore, the calculation using model 4 are shown in Table 4 where The activation energy of this photocatalytic reaction is 10.3 kJ mol− 1, the enthalpy of physisorbed toluene and water are − 5.3 and − 4.5 kJ mol− 1, respectively. The activation energy represents the dependence of the photocatalytic degradation rate on the temperature, and it takes into account only surface adsorption − desorption phenomena [48]. These results were supported by the 3D surface mesh diagram as shown in Fig. 8. According to Fig. 8, the model 4 can illustrate the experimental data well.
Table 4
Model 4 reaction rate constant and adsorption equilibrium constants from the suitable kinetic model.
Parameters
|
Units
|
Model 4
|
k'
|
mol cm− 3 s− 1
|
3.15E-07
|
K'A
|
K0.5 cm3 mol− 1
|
7.46E + 07
|
K'W
|
K0.5 cm3 mol− 1
|
3.52E + 06
|
Ea
|
kJ mol− 1
|
10.3
|
ΔHA
|
kJ mol− 1
|
-5.3
|
ΔHW
|
kJ mol− 1
|
-4.5
|
3.5 Mechanism of toluene photodegradation
Generated byproducts analysis during the photocatalytic degradation of toluene under 0 and 60 % RH using 0.1wt%rGO/S0.05N0.1TiO2 for 8 h was shown in Fig. 9 along with the mineralization efficiency. As shown in Fig. 9, The peaks of 3,076 and 3,037 cm− 1 can be attributed to the C–H stretching vibration of aromatic ring, while 2,937 and 2,881 cm− 1 could be ascribed to the symmetric and asymmetric C–H stretching vibrations of methyl groups, respectively. The bands at the range of 1,000–1,260 cm− 1 are corresponding to C-O stretching vibration. In addition, the vibration of aromatic ring is associated with bands at 1,609 and 1,496 cm− 1. Upon irradiation, the two bands at 2,360 and 2,338 cm− 1 corresponding to CO2 increase obviously. However, some intermediate products also form in the progress of photocatalytic reaction under visible-light irradiation. The bands at around 1,685 and 1,671 cm− 1, referred to the stretching vibration of the aldehydes, demonstrate the formation of benzaldehyde. Furthermore, the stretching vibrational (C = O) of carbonyl compounds in benzaldehyde are discovered in the bands which located at 1,541 and 1,508 cm− 1. The peaks centered at 1,653 and 1,636 cm− 1 are related to the C = C stretching vibrations for benzoic acid. And the asymmetric stretching vibration modes of the carboxylate group COO− from benzoic acid are observed at 1,558 and 1,521 cm− 1. Moreover, the bands appeared at 1,473 and 1,457 cm− 1 are belong to the characteristic peaks of benzyl alcohol [38, 49, 50].
At 0% RH, C-H group, CO2 and C-O binding can be found. However, these peaks cannot be found obviously. It's suggested that toluene may not be converted completely to CO2 at high relative humidity, and the toluene conversion decreases with an increase of relative humidity. A higher humidity results in a lower toluene conversion due to the competitive adsorption of water with toluene. However, a dry condition can early convert toluene to CO2, preventing the deactivation of photocatalysts, which is widely observed under higher humidity due to the partially oxidized species of toluene (such as benzaldehyde and benzoic acid) remaining on the catalyst surfaces.
For the analysis of mineralization ratio, the experiments were carried out at the retention time of 30 s, the inlet concentration of toluene 1 ppm, relative humidity 60 %, and ambient temperature 25 ℃. It can be found that the conversion and mineralization efficiency gradually increase with decomposition time until a steady state occurs, which indicates that toluene is oxidized into CO2 and H2O. However, the conversion of toluene to CO2 and H2O is not 100 %, some intermediate products also form in the progress of photocatalytic reaction [51]. Nevertheless, the FTIR instrument could not detect the low concentration of CO2 functional groups due to the incomplete conversion.
According to the result of FTIR and mineralization ratio analyses along with the previous study of Sleiman, Conchon [52], therefore the predicted photodegradation mechanism was illustrated in Fig. 10. The electrons and holes would react with O2 and H2O to generate a series of reactive oxygen species (•OH, ‧O2−) to partake photocatalytic reaction. Therefore, with the existence of ‧OH and‧O2−, it is speculated that gaseous toluene could be photo-oxidized to benzaldehyde initially, which proved in the FTIR results stretching vibrational (C = O) of carbonyl compounds in benzaldehyde. With the irradiation time increases, the benzaldehyde could be further photo-oxidized into benzoic acid, which proved in the FTIR results the asymmetric stretching vibration modes of the carboxylate group COO− from benzoic acid. Finally, they will be degraded into CO2 and H2O to decrease the toxicity of toluene [53].
Based on the FTIR analysis of generated byproducts (please refer to Fig. 9), two competitive reaction pathways appear to occur depending on the RH level. The occurrence of two different pathways might be related to the competition of different active species and the adsorption modes of toluene on the TiO2 surface. Under the absence of water vapor, the reaction is mainly initiated via an electron transfer from toluene to TiO2 with the formation of an aromatic radical cation and a benzyl radical. Benzyl radical can then react with O2 to form a benzylperoxy radical which decomposes thermally on the surface to give benzaldehyde and hydroxyl radical (‧OH). Meanwhile, the aromatic radical cation can also react with oxygen and form an aromatic bridged peroxo intermediate. Benzaldehyde can be further oxidized to benzoic acid which in turn decomposes on the TiO2 surface giving rise to benzene and CO2. The reaction proceeds by a series of oxidation steps by holes (h+), oxygen and ‧OH radicals at lesser extent, leading finally to the formation of CO2.