Hector Daniel
Almeida Gonzalez
a,
Gabriel Rafael
Guerrero Porras
b,
Hervé
Vezin
c,
Lisandra
Morales Alvarez
d,
Angel Luis
Corcho Valdés
d,
L. Julieth
Bravo Martínez
e,
Alicia M.
Díaz-García
b,
David
González-Martínez
f,
Jose M.
Moran-Mirabal
fg,
Clarissa
Murru
h,
Johnny
Deschamps
i,
Claudia
Iriarte-Mesa
jk,
Qixiang
Jiang
l,
Freddy
Kleitz
j,
Luis Felipe
Desdin-Garcia
*d and
Manuel
Antuch
*dm
aInstituto Superior de Tecnología y Ciencias Aplicadas (InSTEC), Universidad de La Habana, La Habana, CP 10600, Cuba
bLaboratorio de Bioinorgánica, Departamento de Química General e Inorgánica, Facultad de Química, Universidad de La Habana, La Habana, C.P. 10400, Cuba
cUniv. Lille, CNRS, UMR 8516, LASIRe, F-59000 Lille, France
dCentro de Aplicaciones Tecnológicas y Desarrollo Nuclear (CEADEN), Miramar C.P. 11300, La Habana, Cuba. E-mail: luisfelipedesdingarcia@gmail.com
eCentro de Estudios Avanzados de Cuba, La Habana, Cuba
fDepartment of Chemistry and Chemical Biology, McMaster University, 1280 Main Street West, Hamilton, Ontario, L8S 4M1 Canada
gBrockhouse Institute for Materials Research, McMaster University, 1280 Main Street West, Hamilton, ON L8S 4M1, Canada
hNational Institute of Optics, National Research Council (INO-CNR), Via Nello Carrara 1, 50019 Sesto Fiorentino, Italy
iUnité Chimie et Procédés (UCP), Ecole Nationale Supérieure de Techniques Avancées (ENSTA), Institut Polytechnique de Paris, 828 Boulevard des Maréchaux, 91120, Palaiseau, France
jDepartment of Functional Materials and Catalysis, Faculty of Chemistry, University of Vienna, Währinger Str. 42, 1090 Vienna, Austria
kVienna Doctoral School in Chemistry (DoSChem), University of Vienna, Währinger Str. 42, 1090 Vienna, Austria
lInstitute of Material Chemistry and Research, Faculty of Chemistry, University of Vienna, Währinger Str. 42, 1090, Vienna, Austria
mUniv. Lille, CNRS, Centrale Lille, Univ. Artois, UMR 8181, UCCS, Unité de Catalyse et Chimie du Solide, Lille F-59000, France. E-mail: manuel.antuch@centralelille.fr
First published on 4th July 2025
Carbon nanostructures (dots) have emerged as a novel and sustainable alternative for the photocatalytic degradation of water pollutants. This work presents the synthesis of multidoped carbon nanomaterials (CNs) using a microwave-assisted method. Overall, four types of carbon nanostructures were obtained: (i) nitrogen-doped CNs (N-CDs), (ii) nitrogen and sulfur co-doped CNs (N,S-CNs), (iii) nitrogen and phosphorus co-doped CNs (N,P-CNs), and (iv) nitrogen, sulfur, and phosphorus multi-doped CNs (N,S,P-CNs). The characterization of these nanoparticles was performed via Fourier-transform infrared spectroscopy (FTIR) and X-ray photoelectron spectroscopy (XPS), enabling the identification of stretching modes corresponding to CO, C–N, and N–H functional groups. Additionally, UV-vis and fluorescence spectroscopies allowed the detection of n–π* and π–π* absorption bands at ∼325 and 400 nm, along with light emission at 438 nm. High-resolution transmission electron microscopy (TEM) characterization confirmed structural and morphological differences between the nanomaterials, which exhibited sizes ranging from 1 to 100 nm, depending on the chemical composition of the starting precursors. Finally, the photocatalytic activity of the CNs towards the degradation of toluidine blue was assessed, considering the effects of morphology, composition, and both catalyst and dye concentration on photodegradation. Such a catalytic process followed pseudo-first-order kinetics, where N-CDs exhibited the highest potential for toluidine blue degradation. Our results highlight that the photocatalytic activity of carbon nanomaterials is a multifactorial process essentially driven by the formation of OH radicals, where doping and particle morphology also play a combined role in photocatalysis. This work opens a route for understanding the chemical composition and structure of photocatalytic nanocarbons and their application to the degradation of organic pollutants in water, thus offering a sustainable alternative for wastewater treatment.
The most commonly used carbon nanostructures, e.g., graphene,21 carbon nanotubes,22 fullerenes,23 carbon nano-onions,24 or nanodiamonds,25 have well-established theoretical structures, and can be obtained with a certain degree of purity. In contrast, in the case of CDs, there is no clear consensus on appropriate structural models for their representation. This is the case of carbon dots,26 whose fluorescent properties are one of the most distinguishing features.7 Concerning the classification of non-traditional nanocarbons such as CDs, it is worth noting that, to date, there is no general classification as a result of their structural diversity.27 It has been expressed that CDs include nanocarbons with at least one dimension lower than 10 nm,28 which will be the criterion followed in this paper to classify CDs as such.
Several methods have been developed for the synthesis of CDs, including laser ablation,29,30 microwave irradiation,31,32 chemical synthesis,33 electrochemical synthesis,34 pyrolysis,35,36 and hydrothermal treatment.2,37 Furthermore, doping of CDs with heteroatoms (e.g., nitrogen, sulfur, and/or phosphorus) has been proposed to modify their peak emission wavelength and increase their quantum yield.32,38,39 Although it is known that the maximum emission wavelength of CDs is highly dependent on the synthesis conditions, a systematic characterization of the impact of the chemical composition of such materials on their electronic and optical properties is still required, which could have important implications on their performance in various applications.
The photocatalytic application of CDs is of utmost importance and has been tuned via the incorporation of dopants within the carbon network. Examples of doping of such carbon nanostructures comprise elements such as N,40 N and P;41 N and S;42 N, S, and P;43 or N and B44 along with the fabrication of composites with inorganic nanomaterials.1,45 The effect of doping upon photocatalysis has remained a matter of active interest.46 Some trends have been reported for specific cases, such as the decrease in photocatalytic activity upon the increase in N content, as demonstrated for a set of different organic reactions (photocatalytic dehalogenation of α-bromoacetophenone, photocatalytic oxidative coupling reaction of amines to imines, photooxidation reaction of sulfides to sulfoxides, and cross-dehydrogenation coupling).47 On the other hand, a different study determined that both high and very low N contents caused the location of N dopants at edge sites of the C scaffold, permitting an improved photocatalytic activity towards H2 production.48 This variety of results in photocatalytic trends reflects the effect of structural complexity and diversity of CDs, and justifies the continued research in the field to establish all the possible parameters that could affect photocatalysis.
In particular, CD photoactivity has been exploited to degrade persistent organic dyes in wastewater from various industries, which is indeed a major environmental problem as such compounds alter the water quality of rivers, lakes, and other water bodies.49,50 Persistent organic dyes can be toxic to aquatic organisms, affecting their survival and the ecosystem, and contaminating drinking water used in daily life. Organic dyes introduce problems to wastewater treatment because of their low biodegradability. Their hazardous potential and chemical inertia stem from the fact that their structure is formed by stable aromatic rings.51 To overcome this environmental problem, the use of CDs and other nanocarbon structures offers a promising route to drive wastewater technologies based on photocatalytic degradation. Regarding a broader context, the integration of CDs in existing water treatment technologies bears the potential to revolutionize water purification due to their photocatalytic activity, their low toxicity, and biocompatibility. Indeed, the possibilities to provide low-cost and scalable solutions by minimizing secondary pollution52,53 by the nanomaterial itself are an appealing alternative for the broad access to clean water, with particular importance for developing countries. The use of these innovative materials would enable a safer environment for the generations to come.
Herein, we focused on the application of carbon nanomaterials (CNs) as photocatalysts, aiming at the evaluation of their potential for the degradation of persistent organic compounds. We intend to establish the effect of doping of carbon nanostructures with heteroatoms on the observed photocatalytic activity. Therefore, we have synthesized carbon nanomaterials doped with heteroatoms: (i) N, (ii) N and S, (iii) N and P, and (iv) N, S, and P. N-doping resulted in materials with sizes below 10 nm and therefore will be referred to as carbon dots (N-CDs);28 in cases (ii)–(iv), the multi-doped samples showed notable aggregation and larger sizes of around 100 nm and were thus defined as carbon nanomaterials (CNs). To evaluate the photocatalytic activity of such nanocarbons, we selected toluidine blue (TB) as a model pollutant not only because of its photostability, but also due to its genotoxic effects.54,55 One major benefit of this approach is that CNs can be produced quickly and inexpensively without relying on environmentally hazardous organic solvents. This enables gram-scale synthesis under mild conditions with simple procedures, while also preventing the formation of toxic intermediates.
Attenuated total reflectance Fourier transform infrared (ATR-FTIR) spectra were recorded on a Varian 670-IR spectrometer (Varian, Madrid, Spain) equipped with a Golden Gate ATR model in a 4000–600 cm−1 range, with a spectral resolution of 4 cm−1 at 2000 cm−1; each spectrum was averaged over 32 scans. The background ATR-FTIR was collected with the ATR crystal exposed to air.
X-ray photoelectron spectroscopy (XPS) (Nexsa, Thermofisher) was performed using Al Kα radiation at 72 W and a pass energy of 200 eV, a spot size of 400 μm, “standard lens mode”, constant analyzer energy (CAE) Mode. An integrated flood gun was used to eliminate charge build-up at the surface of the sample. High-resolution spectra (step size of 0.1 eV) of the single elements were acquired with 30 passes at a pass energy of 50 eV. Samples were analysed before and after the surface treatment, which was performed by cluster Ar (1000 Ar atoms having 6000 eV) ion beam etching for 30 s. Peak analysis was performed with Thermo Avantage v5.9931 Build 06755.
Ultraviolet-visible (UV-vis) absorption spectra were recorded between 400 and 700 nm in quartz cuvettes of 1 cm optical path in an Ultrospec 2100 Pro spectrophotometer from Amersham BioSci, coupled to a computer with WaveScan software.
The fluorescence spectra were obtained using a Varian Cary Eclipse spectrofluorimeter from Agilent Technologies (Las Rozas, Madrid, Spain) equipped with an Xe flash lamp. Absorption and fluorescence spectra were recorded using quartz cuvettes with 1 cm of optical path. The quantum yield (QY) of fluorescence of each sample was collected by an absolute measurement system on an FS5 fluorimeter (Edinburgh Instruments, Livingston, UK) equipped with an integrating sphere module, comprised of a hollow sphere of 150 mm diameter with the inner surface machined from a PTFE-based material for optimum reflectance and FluOracle® software (Livingston, UK).
Continuous wave (CW) electron paramagnetic resonance (EPR) spectra were recorded at room temperature at 9 GHz with a microwave power of 2 mW and an amplitude modulation of 0.8 G. Sample irradiation was realized directly inside the cavity. The spin trapping experiment was performed using DMPO (5,5-dimethyl-1-pyrroline N-oxide) freshly prepared to a final concentration of 100 mM.
The dark-brown solid obtained was dried at 60 °C under vacuum to remove the remaining small molecules. Then, it was dissolved in double-distilled water and centrifuged at 4000 rpm for 20 minutes to remove large aggregates. The dispersion of CNs was then filtered over 0.45 μm membranes. The N-CDs solution was diluted and stored at room temperature.
To evaluate the photostability of the model pollutants, the following dyes were tested: Brilliant green (BG), C27H34N2O4S; Lauth's violet (LV), C12H10ClN3S; Brilliant blue (BB), C45H44N3NaO7S2; Victoria blue (VB), C33H32ClN3; and toluidine blue (TB), C15H16ClN3S. Control experiments in the dark for each photocatalyst (N-CDs; N,S-CNs; N,P-CNs; and N,S,P-CNs) and TB were carried out under the same conditions described above, but without illumination.
Photodegradation experiments were repeated three times and took place in acrylic spectrophotometry cuvettes with a maximum capacity of 1.5 mL. Stock solutions of each photocatalyst (N-CDs, N,S-CNs; N,P-CNs and N,S,P-CNs) were prepared by dispersing 450 mg of the CNs in 20 mL of double-distilled water (ρ = 22.5 mg mL−1).
To evaluate the effect of catalyst dosage, the experiment was performed at the same irradiance for each photocatalyst (N-CDs, N,S-CNs; N,P-CNs and N,S,P-CNs) but with different catalyst concentrations of 2 mg mL−1, 3 mg mL−1, 4 mg mL−1, and 5 mg mL−1, and a constant TB concentration. To determine the effect of dye concentration, the experiment was repeated using a concentration 3 mg mL−1 of each photocatalyst but with different TB concentrations of 45 μg mL−1 (1.47 × 10−7 M), 55 μg mL−1 (1.80 × 10−7 M), 65 μg mL−1 (2.13 × 10−7 M), and 75 μg mL−1 (2.45 × 10−7 M). The samples were irradiated for 90 min, and the absorbance was measured at 622 nm at 10 min intervals.
The percent photodegradation efficiency was calculated by the following equation:
% normalized concentration = (Ct/C0) × 100. |
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Scheme 1 Methodology for the synthesis of the multi-doped carbon nanomaterials: N-CDS; N,S-CNs; N,P-CNs; and N,S,P-CNs. |
Initial characterization of the CNs was carried out using HR-TEM (Fig. 1). As expected, the use of urea and sodium citrate yielded small carbon dots with a size lower than 10 nm (N-CDs).56 Overall, the nitrogen-doping (N-CDs) synthesis ensured the formation of the nanoparticles with sizes below 100 nm (Fig. 1a). Conversely, N,S-CNs formed aggregates of around 500 nm (Fig. 1b). Such aggregates displayed concentric structures that resemble onion-like carbon nanostructures. The N,P-CN samples showed, on the other hand, nanoparticles with sizes around 100 nm (Fig. 1c). Finally, the N,S,P-CNs exhibited a more defined square shape (Fig. 1d). The analysis of these results suggests a correlation between the composition and the morphology of the nanostructures, in which the presence of heteroatoms such as S and P drove the aggregation of the resulting nanoparticles.
A more detailed analysis of the TEM images provided further insights into the structure of the carbon nanostructures (Fig. 2). Fig. 2a shows a non-aggregated nanoparticle corresponding to the N,P-CNs system, where different and coexisting domains of amorphous and crystalline carbon are visible. Further magnification of Fig. 2a (Fig. 2b and c corresponding to the squares labeled with numbers 1 and 2, respectively) allowed to appreciate in more detail the co-existing crystalline structures. The interplanar distance shown in Fig. 2b corresponded to 0.7 nm, which is consistent with multilayer graphene oxide.57,58 On the other hand, the interplanar distance observed in Fig. 2c was 0.3 nm and was attributed to the (002) plane of graphite.58,59 Nanodiamond domains show a plane separation of 0.2059 nm for the (111) lattice plane,59 and were not found in the structure of this N,P-CNs particle. This was expected considering that nanodiamonds are formed under far more extreme detonation conditions.60
Additional characterization of the carbon materials was carried out using ATR-FTIR to examine the functional groups grafted on the samples (Fig. 3). For all samples, the bands observed from 3500 to 3200 cm−1 correspond to the stretching vibration of –OH, –COOH, and –NH2 groups. These functional groups were responsible for the high water dispersibility of all CNs studied. The peak observed at 2248 cm−1 in the spectra of N-CDs and N,S-CNs was attributed to the stretching vibration of –NCO bonds, which suggested the presence of the isocyanate group. Additionally, the peaks at 1750–1600 cm−1 resulted from the stretching vibrations of CC and C
O bonds from the CNs, typical of their conjugate structure of all the CNs. The sharp signals around 1580–1500 cm−1 and 1380 cm−1 were attributed to the stretching vibration of C–N and bending vibration of NH2, respectively, indicating the N-doping. In the case of N,S,P-CNs, the spectrum exhibited a peak at 1130 cm−1, which is attributed to the P
O stretching and was also visible in the N,P-CNs spectrum. Moreover, for these P-doped samples, a band at 910 cm−1 was observed and assigned to P–O–R moieties, where R stands for an aromatic structure.41,61 Overall, these results indicated the success of doping in all the synthesized materials.
High-resolution X-ray photoelectron spectroscopy (XPS) characterization (Fig. 4) aligned with the FTIR data (Fig. 3) and provided detailed insights into the chemical composition of the doped-carbon materials (Table S1†). The atomic content of N (%) in all the samples was comparable (17–18%), while the detection of 2.5% (N,S-CNs) and 1.6% (N,S,P-CNs) of sulfur, as well as 1.1% (N,P-CNs) and 0.5% (N,S,P-CNs) of phosphorous in the multi-doped samples further validated the successful incorporation of the heteroatoms into the carbon framework.
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Fig. 4 High-resolution XPS spectra depicting O 1s (a), N 1s (b), S 2p (c), and P 2p (d) orbital binding energy regions for doped carbon nanostructures. |
The binding energy scales were calibrated to the C 1s standard value of 284.8 eV, and the fitted C 1s spectra were deconvoluted into three signals (Fig. S2†), corresponding to carbon in the form of CC/C–C bonds (∼284.8 eV), C–O/C–N (∼286.1 eV), and C
O/C
N (∼288.1 eV).62,63 The O 1s band was fit into three peaks (Fig. 4a), which were found at 530.9 eV, 532.3 eV, and 535.3 eV and assigned to C
O, C–O–C, and C–OH functions, respectively.63,64 The presence of pyridinic and pyrrolic nitrogen in all the doped materials was confirmed by analyzing the deconvoluted N 1s spectra (Fig. 4b), which exhibited the typical peaks at 397.7 eV and 399.4 eV, respectively.63,65 Interestingly, the relative composition of pyridinic N in the samples decreased from 30.2% in N-CDs to 20.8%, 20.1%, and 11.4% in N,S-CNs, N,P-CNs, and N,S,P-CNs, respectively (Table S2†), with a corresponding increase in pyrrolic N. Furthermore, the deconvoluted S 2p spectra of N,S-CNs and N,S,P-CNs (Fig. 4c) revealed S 2p3/2 and S 2p1/2 spin–orbital split signals at 162.9 eV characteristic of C–S–C,66 along with an additional peak at 161.2 eV, which suggested the formation of organic thiolates upon sulfur doping. In contrast, a main peak in the P 2p spectra of N,P-CNs and N,S,P-CNs was observed at 132.8 eV, indicative of P–O–C species.
The samples were additionally characterized by UV-visible spectroscopy to explore the optical properties of the carbon materials obtained. As depicted in Fig. 5a, all samples exhibit similar UV-vis spectra with an absorption band centered at 328 nm, corresponding to the n–π* transition of CO from carboxyl groups present on the samples. The band observed at 400 nm was attributed to n–π* transitions67 and showed a bathochromic shift compared to the typical carbonyl transitions. This is due to the extended conjugation in unsaturated motifs within the nanocarbon structures. The π–π* transitions corresponding to the C–C conjugate characteristic structure of CDs appeared as an absorption tail below 275 nm.61
To deepen the understanding of the optical properties of the CNs, the fluorescence of the materials was additionally evaluated (Fig. 5b), confirming a high emission signal for all the samples obtained. For an excitation wavelength of 348 nm, the emission wavelength was found at 438 nm for N-CDs and N,S-CNs. On the other hand, for N,P-CNs and N,S,P-CNs, the emission bands were observed at 434 nm and 440 nm, respectively. The fluorescence quantum yield (QY) values corresponded to 5.58% for N-CDs, 4.35% for N,S-CNs, 4.93% for N,P-CNs, and 3.66% for N,S,P-CNs. These QY values are typical of carbon dots prepared using urea and citric acid.68 The slightly larger QY value in N-CDs was aligned with a more efficient use of the adsorbed light by these nanostructures, thus suggesting a greater photocatalytic activity. The origin of the fluorescence in carbon dots, and extensively in carbon nanomaterials, has been attributed to three main effects, namely (i) molecular fluorescence, (ii) quantum confinement, and (iii) the presence of surface states due to surface oxidation and the presence of functional groups.69 All these factors and their synergistic interaction have been thoroughly discussed before.69 In the case of the nanostructures obtained in this work, both their size (Fig. 1) and the presence of multiple functional groups (Fig. 3 and 4) justify the optical properties illustrated in Fig. 5.
For the selection of the model pollutant in degradation experiments, we tested the photostability of several dyes in the absence of the carbon nanostructures (Fig. S3†). In particular, TB showed higher stability against light when compared to the other compounds tested, since less than 5% of the dye was degraded during constant irradiation for 160 min, and for this reason, it was used for photocatalysis experiments with the doped CNs. As an additional control, TB was put in contact with all the carbon nanostructures in the dark, and less than 5% of TB was degraded in such conditions, indicating the role of light in driving the photocatalytic activity of the samples (Fig. S4†).
Typical UV-vis spectra for the degradation of TB in the presence of N-CDs are shown in Fig. 6a, where a systematic decrease in the band intensity at 600 nm is observed, consistent with the photodegradation of the dye upon continuous irradiation in the presence of visible light during 90 minutes. The time-dependent photodegradation of TB, photocatalyzed by each of the doped nanostructures, is shown in Fig. 6b and c. The N-CD catalysts enabled degradation of 66 ± 4% of the TB after 90 min of irradiation. On the other hand, when the N,S-CNs catalyst was used, 51 ± 2% of the initial concentration of TB was lost, as was the case for the N,P-CNs, which also degraded 51 ± 2% under the same experimental conditions. Finally, the N,S,P-CNs showed the lowest photocatalytic activity, degrading only 30 ± 4% of the TB. In this regard, doping with heteroatoms not only decreases the band gap but also introduces additional energy levels into the carbon nanostructure. These energy levels can facilitate charge transfer and electron–hole separation, fundamental processes in the generation of photogenerated electron–hole pairs involved in photocatalysis processes.40 While recent literature reports suggest that incorporating heteroatoms in CNs should lead to more efficient photocatalytic activity,71 our experimental observations show a different trend. This could be because a broad range of morphologies was obtained. Indeed, the agglomeration of the multi-doped samples (N,S-CNs, N,P-CNs, and N,S,P-CNs) might also have resulted in the lower catalytic efficiency of such materials in comparison to the nano-sized carbon dots (N-CDs). The lowest photodegradation efficiency of N,S,P-CNs is in agreement with a previous report where such material was used as a photocatalyst under UV light, and modest photocatalytic efficiency was observed.43 Thus, our results, analyzed in the context of existing literature,43,71 suggest that photocatalysis of carbon nanostructures is a complex phenomenon where doping is important but not the only factor at stake, such as nanoparticle size and morphology, which seems to be the reason behind the activity trend observed in this work.
The mechanism of carbon nanomaterials-assisted photodegradation is likely to follow the generation of reactive oxygen species.72 Indeed, when a photocatalyst is exposed to visible light, charge separation occurs, and the photogenerated electron–hole pairs are created. The resulting electrons could react with dissolved oxygen molecules, giving rise to superoxide anions, whose dismutation may result in hydrogen peroxide and water. On the other hand, oxidizing holes may react with water molecules in order to generate hydroxyl radicals in diverse photocatalytic materials.45,73 It has been established that the presence of functional groups in carbon dots may be correlated to the apparition of reactive oxygen species; in particular, hydroxyl radicals,72,74 which are typically formed in visible-light-driven reactions.75–77 Inspired by such reported results, we undertook electron paramagnetic resonance (EPR) experiments to determine the nature of the reactive intermediates responsible for the observed photocatalytic activity using N-CDs, which showed the highest photodegradation capabilities among all materials obtained. Without irradiation, no EPR signal was detected (Fig. 7a, black line), whereas upon irradiation, the formation of two radical species could be detected after 40 s (Fig. 7a, red line). The three lines observed in the spectrum (g = 2.005) were attributed to an electron coupling with nitrogen (nuclear spin for N has a value of I = 1, and the peak multiplicity equals 2nI + 1 = 3). A second species (g = 2.0028) with a weak anisotropy was additionally observed and attributed to an oxygen-centered radical. The N-centered radical disappeared beyond the 40 s, but the O-centered radical remained stable throughout the irradiation time, as observed upon 1 h-irradiation (Fig. 7a, green line). The same experiment was then carried out with the addition of DMPO spin-trap agent (Fig. 7b), which corroborated the formation of the DMPO–OH adduct, thus confirming that the mechanism of dye degradation is likely to be mediated by the formation of the OH radical. Such an active radical is a strong oxidant, which may react with the TB dye, leading to its decomposition into water molecules and carbon dioxide. In addition to this, the light-induced holes possess a high oxidation capacity, which would also enable the direct degradation of the TB dye molecules, transforming them into innocuous by-products.78
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Fig. 7 (a) EPR spectra recorded at 0 s, 40 s and 3600 s; (b) the EPR spectrum corresponding to the DMPO–OH spin adduct. |
![]() | (1) |
![]() | (2) |
An inspection of photocatalytic data (Fig. 6b, S5 and S7†) shows that the time evolution of the TB concentration did not follow a straight line. Thus, pseudo-zero-order kinetics was ruled out. At the same time, the linear dependence of lnc vs. t indicates pseudo-first-order behavior (Fig. 6c, S6 and S8†). The corresponding apparent rate constants (k, min−1) are reported in Tables S3 and S4† for the different experimental conditions tested. The evaluation of the photodegradation kinetics ensured that the measurements were performed in the linear part of the adsorption isotherm (eqn (1)). Therefore, the photoactive sites of the CNs were not saturated by the dye.80 The best performance of N-CDs was expressed not only by the largest dye photodegradation percent (Fig. 6b) but also by the largest kinetic rate constant in comparison to N,S-CNs, N,P-CNs and N,S,P-CNs at different concentrations of the catalysts (Table S3†) or TB (Table S4†).
Another critical parameter considered during optimization was the concentration of the dye (Fig. S7†), as it is crucial in wastewater treatment. Overall, a systematic decrease in the photodegradation efficiency upon increasing dye concentration was observed. This was attributed to an increased amount of light-absorbing molecules near the photocatalyst and, therefore, a lower number of photons available to excite the photocatalyst, hence decreasing the reaction rate.81,82 Another important factor to consider would be the gradual adsorption of the dye on the photocatalyst surfaces, with the eventual formation of multilayers around the CNs that would hinder electron–hole pair formation, thus decreasing the degradation efficiency.81,82
Material | Organic dye | Light source | Degradation efficiency | Irradiation time (min) | Rate constant (min−1) | Ref. |
---|---|---|---|---|---|---|
a In such work, the rate constant is expressed in h−1 units. For the sake of simplicity to compare with the data reported in this paper (in min−1), we have converted to min−1 the value of the rate constant reported in ref. 84, through a division by a factor of 60 of the original value reported in h−1. Such a value is the largest rate constant reported in ref. 84. b In such work, the authors use a logarithmic plot to determine the rate constant for dye degradation and report it as if it were second-order kinetics. This is likely a typographic error, and therefore we report it here in coherence to the log plot reported by the authors in Fig. 7 within ref. 79. Note that the authors do not report on the units of the rate constant, but observing that the time span is expressed in minutes, the most likely scenario is that the units are min−1. | ||||||
— | Toluidine blue | Visible light (1/3 sun) | 2% | 90 | (1.4 ± 0.7) × 10−4 | This work |
N-CDs | Toluidine blue | Visible light (1/3 sun) | 66 ± 4% | 90 | (1.1 ± 0.1) × 10−2 | This work |
N,S-CNs | Toluidine blue | Visible light (1/3 sun) | 51 ± 2% | 90 | (0.70 ± 0.06) × 10−2 | This work |
N,P- CNs | Toluidine blue | Visible light (1/3 sun) | 51 ± 2% | 90 | (0.80 ± 0.05) × 10−2 | This work |
N,S,P-CNs | Toluidine blue | Visible light (1/3 sun) | 30 ± 4% | 90 | (0.40 ± 0.02) × 10−2 | This work |
NSP-CNs | Methylene blue | Low-pressure mercury lamp (20 W, λ = 254 nm) | 0% | 150 | — | 43 |
TiO2 | Methylene blue | Low-pressure mercury lamp (20 W, λ = 254 nm) | 51% | 40 | — | 43 |
NP-GQDs-90 (phosphorus co-doped graphene quantum dots)/g-C3N4 | Methyl orange | Xe lamp (PLS-SXE300, 300 W, λ > 420 nm) | 100% | 120 | 3.1 × 10−2 | 85 |
g-C3N4 | Methyl orange | Xe lamp (PLS-SXE300, 300 W, λ > 420 nm) | 50% | 120 | 6.9 × 10−3 | 85 |
Sulphur-doped carbon quantum dots (SCQDs) | Crystal violet | UV-light | 99% | 200 | — | 86 |
— | Methylene blue | Sunlight | 59% | 180 | 1.28 × 10−2 | 83 |
Nitrogen-doped carbon quantum dots (NCQDs) | Methylene blue | Sunlight | 97% | 180 | 1.79 × 10−2 | 83 |
— | Malachite green | Sunlight | 59% | 120 | 0.68 × 10−2 | 83 |
Nitrogen-doped carbon quantum dots (NCQDs) | Malachite green | Sunlight | 98% | 120 | 1.92 × 10−2 | 83 |
Sulfur and nitrogen co doped graphene quantum dots (S,N-GQDs) | Crystal violet | Visible light | 91% | 100 | — | 87 |
Carbon quantum dots (CQDs)/KNbO3 | Crystal violet | Visible light | 70% | 300 | — | 88 |
CdS nanoparticles | Toluidine blue | — | 90.9% | 120 | 8.37 × 10−3a | 84 |
Hexamethylenetetramine zinc(II) porphyrin complex + H2O2 | Toluidine blue | — | 50% | 180 | 3.6 × 10−3b | 79 |
MB | Methylene blue | Sunlight | 79% | 80 | 1.9 × 10−2 | 89 |
ZnO | Methyl orange | Sunlight | 87.5% | 120 | 1.8 × 10−2 | 90 |
ZnO | Methylene blue | Sunlight | 82.2% | 120 | 1.5 × 10−2 | 90 |
CuO | Atrazine | UV 254 nm | 45% | 60 | 9.1 × 10−3 | 91 |
Footnote |
† Electronic supplementary information (ESI) available: Characterization of the solar simulator; additional XPS data; additional photodegradation experiments and kinetic information. See DOI: https://doi.org/10.1039/d5cy00457h |
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