3.1 Characterization of BiOCl and BiOBr.
Table 1 lists all BiOCl and BiOBr samples synthesized via coprecipitation at 100°C for 12 and 48 h using glycerol and glycerol/mannitol as reaction media. The XRD patterns of BiOCl and BiOBr samples synthesized under the conditions described in Table I are shown in Figures 1a and 2a.
Table 1. Summary of BiOCl and BiOBr samples synthesized and their physicochemical properties.
![](data:image/png;base64,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)
When the medium of reaction was glycerol, a reaction time of 48 h was required for the appearance of diffraction lines of the BiOCl (CCl-48) and BiOBr (CBr-48) crystal structures. Thus, diffraction lines located in 2q= 11.9o, 25.9o, 32.6o, 41.0o, 46.8o, 54.3o, and 58.6o in figure 1a were indexed respectively with (001), (101), (110), (112), (200), (211), and (212) crystalline planes of BiOCl according with ICDD Card No. 04-002-3608. Diffraction lines with minor intensity reported for BiOCl were not clearly identified due to the low crystallinity of the sample. The diffraction patterns in Figure 2a showed the main diffraction lines associated with (110), (200), and (212) crystalline planes of BiOBr (ICDD Card. No, 01-085-0862). Both sets of samples had broad diffraction lines, indicating low crystallinity related to small particle size of BiOCl and BiOBr samples. These prepared samples showed a remarkable preferential orientation along the (110) crystalline plane. However, the commonly stronger diffraction line (102) was absent in both samples (CCl-48 and CBr-48). This absence can be associated to the width of the diffraction peak indexed as (110),
which could mask the presence of the diffraction line (102). The absence of the (102) diffraction line in BiOCl and BiOBr samples can also be attributed to the high concentration of hydroxyl groups in the reaction medium, as previously described by Wang et al. [19]. Hydroxyl groups can be adsorbed in the (102) crystalline plane through strong coordination with Bi3+ions, thereby limiting growth in this direction. While previous research has highlighted the high photocatalytic activity of the BiOX system (X = Cl, Br, and I) when exposed to the (001) crystalline planes, it has also been found that growth along the (110) direction can contribute to the development of high photocatalytic activity [20].
The use of mannitol as additive to the reaction medium reduced the reaction time to form the crystalline structures of BiOCl (CCl-M12) and BiOBr (CBr-M12) to 12 hours, as shown in Figures 1a and 2a. Additionally, extra diffraction lines not identified were observed in both systems around 2q=15o. To enhance crystallinity and remove organic matter, BiOCl and BiOBr samples were calcined at 250oC and 400oC, respectively, for 24 h. As a product of thermal treatment, weight loss of 11.6% (CCl-48), 12.7% (CCl-M12), 20.9% (CBr-48), and 25.9% (CBr-M12) was detected, indicating the significance of this process in eliminating organic compounds from the reaction medium.
In addition to weight loss resulting from calcination, the crystallinity of the samples noticeably increased, as shown by the narrower diffraction lines in Figures 1b and 2b. Specifically, all diffraction lines in the XRD patterns of the BiOCl calcinated samples (CCl-48C and CCl-M12C) were indexed based on the BiOCl crystalline structure. Moreover, the extra diffraction lines observed in CCl-M12 disappeared, obtaining thus, in both samples of BiOCl, only a single phase according to the resolution of the X-ray diffraction technique. As was observed in BiOCl samples without thermal treatment, the diffraction line associated with the (110) crystalline plane for CCl-48C and CCl-M12C showed a higher relative intensity regarding the reported in the ICDD Card No. 04-002-3608.
The thermal treatment of BiOBr samples led to the elimination of the extra diffraction lines in the samples prepared with glycerol/mannitol (CBr-M12), and the confirmation of crystalline structure of BiOBr, as is shown in Figure 2b for CBr-48C and CBr-M12C
samples. Additionally, strong diffraction lines at 2q=28.8o, 29.8o, 39.9o, and 45.7o appeared, which were associated with the formation of the crystalline phase of Bi24O31Br10 (ICDD Card No. 98-001-3105). The presence of Bi24O31Br10 as secondary crystalline phase during the synthesis of BiOBr was previously reported in samples thermally treated in the range of 400-600oC [21].
Figure 3 displays SEM representative images of BiOCl synthesized under various experimental conditions. Overall, the samples exhibited primary particle agglomeration with irregular shapes. The addition of mannitol to the medium of reaction introduced in the system a higher agglomeration of the nanosheets (CCl-M12 and CCl-M12C). The thermal treatment of the samples led to the thickening of the nanosheets, for example, in the sample prepared without mannitol (CCl-48), the thickness of the nanosheets increased from 4-9 nm to 30-40 nm in average (CCl-48C). A similar situation was observed when mannitol was incorporate in the medium of reaction, although probably the shorter time of reaction employed influenced the formation of thinner nanosheets, around 15-30 nm (CCl-M12C).
The BiOBr samples (CBr-48 and CBr-M12) that were not thermally treated showed the presence of large agglomerates of nanosheets with a thickness ranging from 3-10 nm, as shown in Figure 4. When the samples were calcinated at 400oC, they underwent a change in morphology. Firstly, thickness of the nanosheets was increased to 10-25 nm, but a more significant change was observed with the apparition of plates with larger dimensions. This may be related to the formation of Bi24O31Br10 detected in the X-ray diffraction characterization, as described previously in the synthesis of BiOBr at 550oC, where plates associated with the secondary phase were reported [22].
Textural properties of BiOCl and BiOBr samples were analyzed following BET protocol through the N2 adsorption-desorption isotherms. Figure 5 shows that the samples match a type II isotherm, which is typical for non-porous or possibly macroporous materials with high energy of adsorption [23]. A moderate increase in the BET surface area values was detected for samples obtained in presence of mannitol, which was of 16% for BiOCl (CCl-48, SBET = 88 m2g-1; CCl-M12, SBET = 102 m2g-1) and 130% for BiOBr (CBr-48, SBET = 39 m2g-1; CCl-M12, SBET = 90 m2g-1).
Although these values are higher than the previously reported for BiOCl and BiOBr in presence of different alcohols as medium of reaction [24-27], a decrease to values of 28 m2g-1; 28 m2g-1; 17 m2g-1; and 18 m2g-1 was observed after the thermal treatment for the samples CCl-48C, CCl-M12C, CBr-48C and CBr-M12C, respectively, as is showed in Table 1.
Figure 6a shows the diffusion reflectance spectra of BiOCl samples, indicating an absorption edge limit of 350-360 nm. This suggests that UV irradiation is required to activate this photocatalyst. In contrast, BiOBr samples have absorption edge limits in the visible region, with thermally treated samples being active around 450 nm, as shown in Figure 6b. The Kubelka-Munk function was applied to the data, revealing an Eg = 3.5 eV for the BiOCl samples. However, for the BiOBr samples, a range of values between 2.7-3.0 eV was observed, with a shift towards lower values in the calcined samples, i.e. CBr-48C (2.7 eV) and CBr-M12C (2.8 V). The samples that underwent thermal treatment (CBr-48C and CBr-M12C) showed a lower Eg. This could be due to the heterogeneity of these samples caused by the presence of Bi24O31Br10, as revealed by X-ray diffraction. These results agree with Li et al [28] who reported lower Eg values in BiOBr samples heated due to the formation of BiOBr/Bi24O31Br10 heterojunction. All Eg values for BiOCl and BiOBr are summarized in Table 1.
3.2 Photocatalytic activity of BiOCl and BiOBr.
Figure 7 shows the variation of the nitric oxide conversion degree (%) with the UV lamp irradiation when BiOCl samples were tested as photocatalysts. For CCl-48 sample, synthesized in glycerol medium, a maximum conversion degree of 90% was reached in the first 5 minutes of lamp irradiation, then this value decreases, resting at a semi-constant value of 62% at end of the experiment. On the other hand a notable decrease in the activity was observed for the sample prepared with mannitol (CCl.M12), resting at around 33% of conversion. As previously described, due to the synthesis process, all samples required a thermal treatment to eliminate organic matter. In this sense, when both photocatalysts were heated at 250oC, the respective NO conversion degrees in the semi steady state for CCl-48C and CCl-M12C were 77 and 57%. Although the photocatalytic activity improved, the best NO conversion degrees were achieved in samples prepared in a glycerol medium, specifically CCl-48 and CCl-48C. The higher intensity of the (110) diffraction line of BiOCl observed in the DRX data provides an explanation for this. Previously, it was reported that increasing the exposure of 110 planes can reduce charge recombination during photocatalyst activation. This is due to the internal electrical field between the positive layer of [Bi-Cl] and negative layers of [O] atoms in the crystalline structure of BiOCl [29].
The effect of adding mannitol to the reaction medium differed in the BiOBr system. Figure 8 shows the behavior of nitric oxide conversion degree for different BiOBr samples tested as photocatalysts, in relation to lamp irradiation time. Among this series of samples, the lowest NO conversion degree was observed when using sample CBr-48 as photocatalyst, with a conversion degree of 59% after 30 minutes of photocatalytic reaction. In contrast, using BiOBr prepared in a glycerol/mannitol reaction medium (CBr-M12) resulted in a superior photocatalytic activity of 90%, compared to the BiOCl system. This differs from what was observed in the BiOCl system, where the addition of the reaction medium improved the photocatalytic activity. Moreover, after thermal treatment at 400°C, the CBr-48C and CBr-M12C samples achieved a NO conversion degree above 90%. This suggests that interpreting the improvement in photocatalytic activity in the BiOBr system is complex.
The high degree of NO conversion achieved by sample CBr-M12 can be attributed to its physicochemical properties. This sample, which was prepared in the presence of mannitol, had the smallest crystal size, allowing for better charge transfer to the photocatalyst surface [28]. Additionally, its specific surface area was 2 to 5 times higher than that of the other BiOBr samples.
Although the BiOBr samples that were thermally treated, CBr-48C and CBr-M12C, had lower specific surface areas, their photocatalytic activities were similar to that of the untreated sample CBr-M12. The origin of the NO conversion degrees up to 90% for both samples could be associated with the presence of the B24O31Br10 crystalline phase, which was detected by X-ray diffraction. Previously, the heterojunction BiOBr/B24O31Br10 was reported as a successful photocatalyst due to its ability to reduce charge recombination [22]. Furthermore, heterojunctions such as BiOBr/BiOI and BiOI/BiOCl systems were reported to have a significantly increased photocatalytic activity compared to their pristine materials [29-30].
The photocatalysts with the best performance in both systems, CCl-48C and CBr-M12, were selected to undergo successive cycles of turning the lamp on and off to assess the stability of BiOCl and BiOBr systems during the photocatalytic process. Figure 9 shows a decrease in the degree of NO conversion by 5% and 10% after three successive cycles when CCl-48C and CBr-M12 were used as photocatalysts. Of course, further study is required to use these synthesized samples as active components in building materials, however, their stability during photocatalytic cycles is promising. The final products of the photooxidation reaction of nitric oxide were analyzed by quantifying the formation of nitrates (NO3-) and nitrites (NO2-) ions on the surface of the photocatalyst. The quantification was performed before and after using CCl-48C and CBr-M12 as photocatalysts. Figure 10 shows that 8 and 7 washes with deionized water were necessary to remove NO3- and NO2- ions from the surface of CCl-48C and CBr-M12, respectively, before using them as photocatalysts. The presence of these ions on the surface of samples can be associated with impurities of chemical reagents and, due to the low concentration produced during the photocatalytic process, its elimination is necessary to avoid interference when interpreting the results. After removing nitrate and nitrite ions from the surface, the samples underwent photocatalytic reaction. They were then washed with deionized water and the concentration of ions in the washing liquid was quantified. A notable increase in the accumulation of NO3- and NO2- ions were observed for the washed number 9 and number 8 of the CCl-48C and CBr-M12 samples, respectively. The increase in the concentration of nitrate and nitrite ions compared to the last washed in each case was related with the oxidation of NO to the innocuous chemical species (NO3- and NO2-). Based on these results, the selectivity of the conversion from NO to NO3- ions was of 96% for CCl-48C and 93% for CBr-M12, and from NO to NO2- ions the selectivity was of 4% in both samples. Therefore, it can be concluded that BiOCl and BiOBr are effective photocatalysts for completely oxidizing nitric oxide, primarily to nitrate ions. EPR spectroscopy was used to investigate the highly reactive species generated during NO photocatalytic oxidation by BiOCl and BiOBr. This provides insight into the conversion mechanism of NO. Taking this into consideration, DMPO spin trapping adducts were used for the detection of •OH radicals (DMPO-•OH) and •O2¯ radicals (DMPO-•O2¯) in aqueous and methanol dispersions, respectively. Figure 11 shows the corresponding spectra of CCl48C and CBr-M12 samples for DMPO adducts. For both samples, the four peaks of the characteristic peaks of the DMPO-•OH (Figure 11a-b) and DMPO-•O2¯ (Figure 11c-d) adducts were detected, similar to what was referenced previously [31-32]. It can be inferred from these results, that •OH and •O2¯ radicals play significant role in the nitric oxide photooxidation process.
Then, a general mechanism for the photooxidation reaction of by BiOCl or BiOBr photocatalysts can be proposed. The semiconductor is excited by promoting electrons from the valence band to the conduction band when UV (BiOCl) or Vis (BiOBr) irradiation is incident on the photocatalyst surface. The photogenerated holes and electrons promote the formation of hydroxyl (•OH) and superoxide (•O2¯) radicals through the oxidation of H2O and by the reduction of molecular O2, respectively. These radicals primarily react with nitric oxide to produce harmless nitrate ions (NO3¯). The proposed mechanism is consistent with the EPR analysis presented in Figure 11. The reactions [33] can follow the afore mentioned process:
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)