4.1. Effect of Different Catalysts on Sulfur Removal with and without irradiation
Desulfurization of DBT with different prepared catalysts for photocatalytic oxidation with irradiation or without as shown in Figure (9). It shows that the sulfur removal of the system with irradiation was higher than the system without. These results confirmed that solar light is essential for the removal of DBT. Without irradiation, a catalyst can react with H2O2 to generate peroxo-species to oxidize DBT. While the irradiation process, conduction band electrons (e) and valence band holes (h+) were formed. The (e) would react with the H2O2 to give hydroxyl radicals (HO•), which could then oxidize DBT to the corresponding sulfones[35]. heterojunction formation between two metal oxides inhibited photogenerated electron-hole pair recombination, resulting in more photogenerated carriers being generated for PODS due to the rapid transport of photoexcited electron-hole pairs at the heterojunction's interface, greatly improving activity.
[36][37]. Therefore, the heterojunction of CuW-supported catalysts has much higher activities than pure support. The CW(5)/SiO2 has the highest desulfurization rate was approximately 77.84 % within 60 min of visible light irradiation. The high activity of CW(5) /SiO2 might be attributed to the ability of CW(5)/SiO2 to provide sufficient active sites, and sufficient activity for the PODs reaction. However, The CW(15)/SiO2 and CW(25)/SiO2 photocatalyst have a lower desulfurization rate than the CW(5)/SiO2. Since the particles agglomerated at higher total metal loadings (greater than 5% Wt.), the surface area available for the photooxidation process was reduced. As a result, CW(5)/SiO2 was chosen to optimize the photocatalytic oxidation process.
4.2.The effect of various parameters on DBT removal
As illustrated in Figure (10), The catalyst dose, and Oxidant volume, were optimized. Figure (10a) shows the effect of catalyst dose on photocatalytic DBT removal. The % DBT removal increased with an increasing in catalyst weight from 0.003 g to 0.05g and the decrease slows down at 0.1 g. The increase in activity with increasing catalyst dosage is attributed to an increase in the number of active sites for light absorption. But at 0.1 g Catalyst dose, there is a hindrance in light penetration to reach the active catalyst surface and the reactant [38]. As a result, 0.05 g was selected as the optimum amount of catalyst weight. Figure (10b) displays the relationship between the DBT removal and the H2O2 doses. It can be observed that when the H2O2 dose rises, the desulfurization rate initially increases and subsequently falls. As well as excessive hydrogen peroxide can cause H2O molecules to occupy the active sites, resulting in decreased DBT adsorption by the catalyst and a subsequent drop in the DBT removal [39][40][41] DBT is almost completely removed at H2O2 = 1.5 ml for DBT removal 97.2 %. In sum, the optimum conditions for this study are catalyst dose = 0.05 g/10 mL, and Oxidant dose 1.5 ml that was used for further studies.
4.3. The effect of reaction time on DBT removal
Figure (11a) displays the effect of reaction time on DBT removal using CW(5)/SiO2. DBT has almost completely removed 98.6 % removal at 70 min. Further prolonging the reaction time to 90 min, there is no significant increase in catalytic activity. Therefore, 70 min is considered to be the optimum reaction time in the present study.
Reaction kinetics
We studied the kinetics of the photo-oxidative desulfurization of DBT as model sulfur compound over CW(5)SiO2 and the kinetic data were analyzed using two models: pseudo-first order and pseudo-second-order.
Pseudo first order
Ln(qe-qt)=Lnqe - K1t ………………..(1)
Pseudo second order
…………………………..(2)
Where,
qe (mg/gm): the adsorption capacity at equilibrium.
qt (mg/gm): the adsorption capacity at time t (min).
K1:(min-1): the pseudo first order rate constant.
K2 :(gm/mg.min): the pseudo second order rate constant.
t (min): is the illumination duration
when we plot Ln(qe-qt) versus time in equation (1) we can obtain K1 from the slope and qe from the intercept. Where, when we applied the pseudo second order model we plot t/qt versus time t and we can obtain qe from slope and K2 from intercept as shown in Table (2). By comparing the value of qe calculated and qe experimental in case of pseudo first order and pseudo second order model we can concluded that; the photooxidative of DBT over CW/SiO2 is pseudo first order reaction
Table(2):the pseudo first-order and pseudo-second order parameters for photooxidative DBT over CW(5)/SiO2
Pseudo first order
|
Pseudo second order
|
K1
|
qe calc.
|
qe exp.
|
R2
|
K2
|
qe calc
|
qe exp.
|
R2
|
0.02112
|
18.5
|
20
|
0.98
|
0.001751
|
23
|
20
|
0.97
|
4.4. The effect of recycling times on DBT sulfur removal over CW(5)/SiO2
The stability of CW(5)/SiO2 was studied by testing sequential cycles of the photocatalytic process, as illustrated in Figure (12). After the PODS reaction, the catalyst was filtered, dried at 80 oC, and exposed to the next run. The results show that, after the 4th cycle, the DBT removal remains above 97%. In sum, the catalyst shows no significant loss of activity, which indicates excellent photocatalytic stability. In addition, Figure (12b) shows the IR patterns of the CW(5)/SiO2 before and after PODS. It showed that the used CW(5)/SiO2 had a comparable IR to the fresh one, with the exception that the peak strength was somewhat lower.