Open Access Article
Ahmed S. M. Alia,
Elhassan A. Allama,
Gehan M. Nabil
b,
Mohamed E. Mahmoudc and
Rehab M. El-Sharkawy
*d
aNuclear Power Plants Authority (NPPA), P.O. Box 11381, Cairo, Egypt
bDepartment of Chemistry, College of Science and Humanities in Al-Kharj, Prince Sattam Bin Abdulaziz University, Al-Kharj, 11942, Saudi Arabia
cFaculty of Science, Chemistry Department, Alexandria University, P.O. Box 426, Ibrahimia, 21321, Alexandria, Egypt
dFaculty of Dentistry, Chemistry Department, Pharos University in Alexandria, P.O. Box 37, Sidi Gaber, Alexandria, Egypt. E-mail: rehab.mansour@pua.edu.eg; Tel: +002-01229727752
First published on 7th May 2025
The presence of agrochemical residues in wastewater resources has raised high concerns owing to their hazardous impacts on the human health and integrity of ecosystems. In this regard, a cost-effective and readily available nanocomposite was designed and assembled via the combination of nano-bentonite (N-Bent), nanoalumina (NAl2O3), and nanozinc oxide (NZnO) for the formation of N-Bent-NAl2O3-NZnO. This nanocomposite was developed to remove two specific pesticides, namely, malathion and dichlorodiphenyltrichloroethane (DDT), which are frequently detected in surface water from polluted wastewater samples. The characterization of the as-synthesized N-Bent-NAl2O3-NZnO nanocomposite was performed using SEM, XRD, HR-TEM, FTIR, BET and TGA techniques. SEM and HR-TEM investigations revealed a favorable degree of homogeneity and surface porosity, with an average particle size of 69.8–86.9 nm. The potential use of this nanocomposite for pesticide pollutant removal was evaluated under diverse conditions via a batch adsorption approach. At pH 3.0, the highest observed removal (R%) rate was 97.42% for malathion and 94.83% for DDT. These results revealed that N-Bent-NAl2O3-NZnO exhibited a significantly greater overall removal efficiency for malathion than for DDT. The Langmuir model demonstrated R2 = 0.997 and 0.991 for malathion and DDT, respectively. Besides, the pseudo second order model exhibited R2 = 0.997 for malathion and 0.995 for DDT, indicating that these were the most suitable isotherm and kinetic model. According to the Langmuir model, the maximum removal capacities were 34.20 mg g−1 for malathion and 28.36 mg g−1 for DDT. Additionally, the effectiveness of N-Bent-NAl2O3-NZnO in removing malathion and DDT after five repeated adsorption–desorption cycles was achieved as 84.63% and 81.76%, respectively. These results suggest that N-Bent-NAl2O3-NZnO could serve as a viable and effective nanocomposite for treating wastewater generated from agricultural activities.
Pesticides are either naturally occurring or artificially produced substances utilized for the purpose of controlling or eradicating pests, thereby improving agricultural yield. Currently, the worldwide application of pesticides has risen significantly, driven by the swift progress of global population and the corresponding demand for food supplies. This surge has resulted in advancements in agriculture and an increase in the variety of plant pests.4 It has been recorded that around 2.4 million tons of active pesticide constituents are utilized globally each year.5 The widespread use of pesticides has resulted in a substantial level of contamination, which is evident throughout all the components of the ecosystem.6 The presence of this contamination introduces multiple health risks to both the general public and non-target ecological species because of the occasionally toxic, stable, and insoluble active components found in pesticide formulations.7 The World Health Organization has appropriately categorized these active components into various hazardous classes: class A1 for extremely hazardous, class 1B for highly hazardous, class 2 for moderately hazardous, and class 3 for slightly hazardous.8 The UNEP Governing Council has acknowledged 12 persistent organic pollutants (POPs) and hazardous substances, especially pesticides, with a particular emphasis on pesticides, along with the necessary regulations aimed at safeguarding human health and the environment.9 A pivotal investigation into the environmental consequences of pesticide use was published in 1962, marking one of the earliest and most important studies in this field.10 Considering the confirmed detrimental effects of pesticides on both water resources and the environment, researchers have endeavored to decrease their application and to remediate these substances from water sources.11
Organophosphorus pesticides (OPPs) represent approximately 34% of the total pesticides manufactured and distributed globally.12 The predominant OPPs employed in agricultural practices may persist on the surfaces of plants or within the soil, resulting in environmental degradation and presenting toxic risks to plants, animals, and humans alike.13 Malathion, scientifically known as diethyl 2-[(dimethoxyphosphorothioyl)sulfanyl]butanedioate, is a prominent OPP that is recognized for its high toxicity. Studies have revealed that its concentration in surface water can vary from ng L−1 to μg L−1.12 This substance exhibits particular fumigation properties and is frequently employed in the management of pests affecting tobacco, tea, mulberry, and a range of other agricultural products.13 In alkaline conditions, the hydrolysis of malathion may result in the generation of highly toxic intermediates in aquatic systems, such as O,O-dimethyl phosphorodithioic acid, diethyl thiomalate, malaxon, diethyl fumarate, and malathion's alpha and beta monoacid derivatives.14 The serious threat this pesticide presents to human health is attributed to its influence on cholinesterase activity, its potential to cause central nervous system disorders, its detrimental effects on the immune system, liver, and adrenal glands, and its carcinogenic characteristics.13,14 Considering recent developments, the FDA and the EPA have implemented strict regulations concerning the use of pesticides, with a specific emphasis on malathion. The imposition of rigorous guidelines on subsequent environmental releases has prompted comprehensive monitoring of these toxins within ecological systems.15 Alternatively, dichlorodiphenyltrichloroethane (DDT) ranks among the most prevalent OCPs and is designated as a persistent organic pollutant because of its resilience to degradation and its potential for long-distance movement.16 Typically, the DDT compound is often noted for its considerable volatility and minimal vapor pressure, allowing it to be readily absorbed by sediment particles while demonstrating strong biodegradation resilience.17 In addition, the lipophilic nature of DDT residual waste promotes its tendency to accumulate in the fatty tissues of the kidneys and liver, leading to disorder-related issues in humans, animals, and fish.18 In light of the environmental degradation linked to its long-term persistence in surface water and soil for approximately 25 years, the EPA identified it as a primary pollutant and enacted a ban on its use 50 years ago.19 Thus, the process of removing pesticide residues from wastewater using innovative technologies, along with a sustainable and economically viable strategy, has received extensive focus.20–23
Developing a unified and universal approach for pesticide remediation presents significant challenges.24 The extensive range of chemical, physical, and biological approaches investigated to address pesticide pollution highlights this concern. These approaches encompass photocatalytic degradation, biodegradation, flocculation/coagulation, electrochemical and aerobic degradation, advanced oxidation, adsorption, and membrane and nanofiltration techniques.25–31 However, most remediation technologies are characterized by their lack of versatility, significant expenses, diminished efficacy, and risk of generating secondary contaminants.32 Numerous techniques have been recently implemented to remove organic contaminants such as DDT and malathion from water. These techniques are based on biodegradation, hydroponic, remediation and adsorption. The process of adsorption is recognized as a proficient approach for wastewater treatment, employed by various industries to reduce the levels of toxic organic and inorganic pollutants in their effluent.33 The advantages of adsorption technique are related to their simplicity, low-cost and easy application with a great number of materials, including adsorbents, biosorbents and nanosorbents.34 Since adsorption is a fundamental surface reaction, the effectiveness of the adsorption process depends on the physicochemical properties of the adsorbate and adsorbent.35 Therefore, researchers have indicated that adsorption is a promising approach for the successful removal of different pollutants.33,34 Several adsorbents have undergone testing to assess their effectiveness in removing malathion and DDT pollutants, including but not limited to activated carbon, zeolite, diatomite, polymers, and nanomaterials.20,36–39 However, the disadvantages of adsorption techniques are sometimes related to their low efficiency and selectivity.
The recent focus on water treatment using engineered nanomaterials as nano-adsorbents highlights their considerable treatment capabilities. The production of such materials is becoming increasingly efficient, requiring fewer resources and generating less waste. These measures play a vital role in global pollution reduction initiatives.40 Within the spectrum of nanostructures, nano-bentonite-based materials are particularly advantageous for the wastewater remediation of organic pollutants. In addition, it holds significant importance as a natural scavenger of pesticides. Their appeal lies in their specific surface area, remarkable chemical stability, outstanding adsorption and ion exchange capabilities, and affordability relative to activated carbon.41 Previous studies involved the intercalation of nano-bentonite clay with various metal oxide nanoparticles, including ZnO NPs, Al2O3 NPs, and Fe3O4 NPs, which proved efficacy in adsorbing heavy metal ions like Cr(III), Cu(II), Pb(II), Ni(II) ions from aqueous environments.42–44 The removal of trace amounts of Fe(II) associated with the galvanized pipe manufacturing sector45 and Cr(III) from wastewater46 was achieved through the application of modified bentonite nano-clay. Nevertheless, there is a limited amount of data available regarding the possible application of this specific type of nano-clay for the separate capturing of Malathion and DDT from aqueous environments. Taking into account the considerations outlined above, it is highly pertinent to evaluate the effectiveness of locally sourced nano-bentonite intercalated with two types of metal oxide nanoparticles, specifically NZnO and NAl2O3, for the removal of the two mentioned pesticides from aquatic environments. The batch adsorption method was conducted while varying several experimental conditions, including pH levels, contact time, N-Bent-NAl2O3-NZnO dosage, and the initial concentration of the pesticide. The study encompassed an analysis of multiple kinetic models, such as first order and second order equations, the Elovich Model, the Boyd Model, and the intra-particle diffusion model, from which the corresponding parameter values were determined. In addition, this study explored the implementation of Temkin, Freundlich, and Langmuir isotherm models to characterize the adsorption process of N-Bent-NAl2O3-NZnO. The cost-effectiveness of the proposed method is mainly related to the production of the target nanomaterial from low-cost precursors such as aluminum ammonium sulfate dodecahydrate, zinc acetate dihydrate, and bentonite, as well as sodium hydroxide and urea. Moreover, the methods applied for the synthesis of N-Bent-NAl2O3-NZnO are based on both co-precipitation and combustion processes. Finally, the assembled nanocomposite can be easily accepted and transferred from laboratory to industrial scale.
| Instrument name | Model | Data | Conditions |
|---|---|---|---|
| Fourier-transform infrared spectrophotometer FT-IR | A BRUKER VERTEX 70 | FT-IR spectrum | 400–4000 cm−1 |
| TGA-7 thermobalance | A Perkin–Elmer | Thermogram | Pure atmospheric nitrogen, flow rate = 40 mL min−1, heating rate = 10 °C min−1, sample mass in the range of 5.0–6.0 mg, heating temperature 25–800 °C |
| X-ray diffraction (XRD) | Shimadzu Lab x 6100, Kyoto, Japan | XRD spectrum | The XRD generator works at 40 kV, 30 mA, λ = 1 Å, using target Cu-Kα with secondary monochromatic X-ray, 2θ from 10° to 80°, recording steps of the diffraction data of 0.02°, at a time of 0.6 s, at room temperature (25 °C) |
| Scanning electron microscope (SEM) | JSM-lT200, JEOL Ltd, Sputtering coating (JEOL-JFC-1100E) | SEM images | Imaging mode |
| High resolution Transmission electron microscope (HR-TEM) | JEOL- JSM-1400 plus | TEM image | Imaging mode |
| Brunauer–Emmett–Teller (BET) surface area | BELSORP-mini II, BEL, Japan | Surface area, pore volume and pore size distribution | The required data were determined by nitrogen adsorption–desorption isotherm measurements at adsorption temperature 77 K and saturated vapor pressure of 100.25 kPa for 24 h |
:
1 stoichiometric ratio using double distilled water at a temperature of 80 °C. Continuous stirring was maintained throughout this process until a paste was obtained. The paste was allowed to dry for 24 h at 120 °C. After this drying period, the sample was subjected to calcination for 6 h at 900 °C in a muffle furnace. The substance was allowed to cool in a desiccator. Ultimately, it was processed with an agate pestle and mortar to obtain NAl2O3.
![]() | (1) |
![]() | (2) |
The shaking duration and its influence on the adsorption of malathion and DDT were conducted in the following manner: a volume of 10.0 mL of malathion or DDT solution at 40.0 mg L−1 was added to 40.0 mg of N-Bent-NAl2O3-NZnO samples contained in Stoppard Pyrex bottles. Subsequently, the solution pH was calibrated to match the optimal value identified in step 1. After completing this step, the reaction mixture was subjected to automatic shaking for durations of 10–120 min. The solution mixtures were subsequently filtered, and the remaining concentration was determined as previously described. After the designated time intervals, the concentrations of malathion and DDT were measured, and the capacity at a specific time t, indicated as qt (mg g−1), was calculated using eqn (3).
![]() | (3) |
The impact of varying doses of N-Bent-NAl2O3-NZnO on the removal efficiency of malathion and DDT from aqueous environments was investigated by employing different masses of the nanocomposite, ranging from 20.0 to 120.0 mg. All other experimental parameters, including the optimal solution pH, initial pollutant concentration, and shaking duration, were held constant. The designated mass was combined with 10.0 mL of a 40.0 mg L−1 solution of either malathion or DDT and subjected to shaking for 80 minutes. The subsequent adsorption procedures were performed as previously detailed, and the R% values were computed using eqn (1). The quantities of adsorbed substances at equilibrium, denoted as qe (mg g−1), were derived from eqn (3).
The impact of malathion and DDT concentrations on the adsorption process was examined in a concentration range of 10.0–100.0 mg L−1. A mixture was prepared by combining 40.0 mg of N-Bent-NAl2O3-NZnO with 10.0 mL of the designated concentrations of either malathion or DDT solutions. The R% values for malathion and DDT were computed according to eqn (1). The outcomes of the factor of concentration were applied to examine the adsorption isotherm concerning the removal of malathion and DDT from N-Bent-NAl2O3-NZnO through the application of various models.
An assessment of the reusability and regeneration of N-Bent-NAl2O3-NZnO was performed through a series of adsorption–desorption-re-adsorption processes. This process was conducted over five cycles at room temperature using a mixture of methanol (MeOH) and acetic acid (HAc) in a volume ratio of 9
:
1 as the desorption eluent. The procedure involved the mixing of 100.0 mg of N-Bent-NAl2O3-NZnO with 10.0 mL of malathion or DDT (40.0 mg L−1) to achieve saturated adsorption. The pH was set to 3.0, and the samples were shaken at room temperature for 80 min. The next step involved the filtration and separation of N-Bent-NAl2O3-NZnO, along with the targeted organic pollutants in the solution. A sufficient mixture of MeOH and HAc was used to elute the adsorbed malathion or DDT. The remaining mass of N-Bent-NAl2O3-NZnO was washed multiple times with double distilled water, followed by acetone. Then, this mass was allowed to air dry at room temperature. Upon completion of each adsorption cycle, the supernatant obtained was analyzed, and the effectiveness of the re-adsorption was assessed following the previously outlined methodology. To evaluate the performance of the recycled N-Bent-NAl2O3-NZnO nanosorbent in the removal of malathion or DDT, the adsorption experiment was replicated no fewer than five times employing solutions of organic pollutants that maintained the same concentration. The synthesized Bent NAl2O3-NZnO nanocomposite was characterized by high chemical, thermal, and mechanical stability and these incorporated characteristics make the investigated nanocomposite acceptable for implementation in real wastewater treatment. In addition, this study focused on the removal of malathion and DDT pesticides from aquatic systems. However, other organic contaminants are expected to interfere with or be removed by Bent NAl2O3-NZnO nanocomposite.49–52
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| Fig. 1 FT-IR spectra of (a) NZnO, (b) NAl2O3, (c) N-Bent, and (d) the N-Bent-NAl2O3-NZnO nanocomposite. | ||
The FT-IR spectrum of N-Bent-NAl2O3-NZnO is shown in Fig. 1d, and the figure shows the presence of the characteristic peaks of all the functional groups of the nanocomposite constituents with a slight shift in wavenumber. The weak band identified at 3777.12 cm−1 corresponds to –OH groups associated with the octahedral Al3+ cation found in the nano-bentonite segment of the synthesized N-Bent-NAl2O3-NZnO nanocomposite.42 The presence of another notable peak in nano-bentonite is observed at 1101.66 cm−1, which is linked to the Si–O in-plane vibrations, thereby illustrating the silicate composition of bentonite clay. Additionally, the peak at 554.96 cm−1 is related to the bending vibrations of Si–O–Si, while the peaks identified at 422.49 cm−1 are indicative of Si–O–Al octahedral vibrations.33 The weak bands noticed at 698.52 and 901.83 cm−1 correspond to asymmetric O–Si–O bonds. The moderate peak at 1635.75 cm−1 and the broad band at 3365.45 cm−1 are linked to –OH groups, respectively, resulting from the presence of adsorbed water molecules onto the N-Bent-NAl2O3-NZnO nanosorbent.35 Conversely, the peaks recorded at 774.62, 653.79, and 803.13 cm−1 are assigned to the symmetric stretching vibrations of nano-metal oxides, specifically Zn–O–Zn and Al–O–Al. This finding substantiates the successful intercalation of both NAl2O3 and NZnO within the layers of nano-bentonite clay in the reaulting N-Bent-NAl2O3-NZnO nanocomposite.47,48 The information presented in Fig. 1d suggests that the presence of multiple peaks linked to the functional groups of the nanocomposite's components, namely nano-bentonite, NAl2O3, and NZnO, serves as a definitive indication of the successful fabrication of N-Bent-NAl2O3-NZnO.
The X-ray diffraction patterns for NAl2O3, NZnO, N-Bent and the corresponding N-Bent-NAl2O3-NZnO nanocomposite are illustrated in Fig. 2. The XRD pattern of NZnO is illustrated in Fig. 2a, showing the peaks corresponding to Bragg's reflections at 2θ = 31.61°, 34.25°, 36.64°, 47.95°, 56.22°, 62.88°, 66.39°, 67.78°, and 68.99°. The planes associated with these reflections were identified as (100), (002), (101), (102), (110), (103), (200), (112), and (201), respectively.48 Such a diffraction pattern substantiates the identification of a ZnO hexagonal wurtzite structure, as referenced by the JCPDS card 36-1451.48 The distinct intensity and sharpness of these peaks indicate the crystalline quality of the prepared NZnO. Furthermore, the high purity of the synthesized product is evident because of the absence of diffraction peaks for the impure derivatives. The XRD pattern of NAl2O3 shows distinct peaks (Fig. 2b). These peaks are positioned at 2θ = 35.14°, 37.78°, 43.34°, 57.5°, 61.26°, and 66.50°, respectively. The corresponding Miller indices for Bragg's peaks are (220), (222), (400), (311), (511), and (440) planes, respectively. These diffraction patterns indicate aluminum oxides with a cubic face-centered structure.47 The diffraction pattern of N-Bent is shown in Fig. 2c and displays a series of peaks at 2θ = 20.8°, 25.6°, 28.1°, 35.8°, 38.3°, and 55.3°, which correspond to the crystallographic planes (110), (210), (124), (144), (102), and (220), respectively. This pattern aligns with JCPDS Card No. 01-088-0891 for raw bentonite, confirming the presence of these peaks.42 The diffraction peaks identified in the analysis revealed the existence of an aluminum silicate structure in the nano-bentonite sample, which was characterized by its amorphous features to affirm that the sample mainly consisted of montmorillonite (M) hexagonal form, quartz (Q) trigonal configuration, and feldspar (F) with an albite structure, marking it as the predominant clay mineral.33 The X-ray diffraction pattern of N-Bent-NAl2O3-NZnO is presented in Fig. 2d, highlighting the amorphous characteristics of this nanocomposite, as evidenced by the absence of sharp peaks. The examination of the diffractogram indicates the existence of several XRD peaks corresponding to NZnO, NAl2O3, as well as N-Bent, which appeared at their expected positions and in accordance with their respective quantities. This confirms the successful intercalation of both NZnO and NAl2O3 nanoparticles into the N-Bent clay matrix.
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| Fig. 2 XRD patterns of (a) NZnO, (b) NAl2O3, (c) N-Bent, and (d) the N-Bent-NAl2O3-NZnO nanocomposite. | ||
Fig. 3 presents the TGA thermogram of the developed N-Bent-NAl2O3-NZnO nanocomposite. It is noteworthy that the thermogram shows three distinct minor thermal degradation steps. The first one is identified within the temperature interval of 21.10 °C to 394.51 °C, where a mass reduction of 0.688% from the initial mass of the sample is recorded, attributed to the potential evaporation of moisture adsorbed on the nanocomposite's surface.42 In the next step, a decrease of 0.918% was observed as the temperature rose from 394.51 °C to 448.79 °C. This decline is primarily due to the evaporation of water of crystallization along with the release of internal water molecules from the intercalated N-Bent layers, particularly water lost via the exchange layer, which is commonly referred to as “interlayer water”.33 The final stage of thermal degradation started at approximately 448.79 °C and continued until reaching 799.87 °C, resulting in a mass loss of 0.197%. This phase is likely due to the dehydroxylation of the silicate lattice, along with the complete breakdown of the organic components found within the clay mineral framework of the assembled nanocomposite.42 As shown in Fig. 3, the cumulative mass loss of N-Bent-NAl2O3-NZnO throughout the three thermal degradation steps was approximately 1.5%. This result reflects the considerable thermal stability of the prepared nanosorbent material.
The typical microstructural images of the synthesized N-Bent-NAl2O3-NZnO nanocomposite are shown in Fig. 4a and b, displaying the results of SEM and HR-TEM examinations. As illustrated in Fig. 4a, the SEM image of the nanocomposite reveals a rough surface characterized by semi-spherical nanoparticles composed of Al2O3 and ZnO. These nanoparticles were monodispersed and exhibited a uniform distribution, with minor agglomerations visible as bright areas in the SEM micrographs. The average particle size was within the nanometer scale. The characteristics of this surface morphology provide substantial proof of the effective cross-linking among the nanocomposite, thereby validating the successful synthesis. Moreover, the SEM image (Fig. 4a) indicates that the surface of N-Bent-NAl2O3-NZnO has many pores, which facilitate the adsorptive binding of the targeted organic pollutants. The HR-TEM image of N-Bent-NAl2O3-NZnO (Fig. 4b) shows results that closely align with the conclusions drawn from the SEM analysis. The image demonstrates that the nanocomposite surface is characterized by a wrinkled appearance, with NAl2O3 and NZnO consistently arranged in clusters upon the bentonite clay layers, displaying an average particle size of 69.8 nm. The presence of selected metal oxide nanoparticles within the nano-bentonite clay layers is responsible for the dark spots observed in the HR-TEM image, whereas the lighter areas correspond to the clay itself.
The surface area and porosity of the N-Bent-NAl2O3-NZnO nanocomposite were determined using the Brunauer–Emmett–Teller (BET) method, with the corresponding nitrogen adsorption–desorption isotherm, as shown in Fig. 5. The isotherm curve of N-Bent-NAl2O3-NZnO shows a type IV profile, which is commonly associated with mesoporous materials, and features a type H3 hysteresis loop linked to capillary condensation within the mesopores.33 The characterization of the N-Bent-NAl2O3-NZnO nanocomposite at standard temperature and pressure (STP) revealed a BET surface area of 7.6214 m2 g−1, a total pore volume of 2.3568 × 10−2 cm3 g−1 (P/Po = 0.990), and an average pore diameter of 11.752 nm. The information from the BET measurements can also be used to determine the bulk density of N-Bent-NAl2O3-NZnO. The findings indicated that the bulk density of the synthesized nanocomposite samples was 2.53 g cm−3.
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| Fig. 5 Nitrogen adsorption–desorption isotherm of the N-Bent-NAl2O3-NZnO nanocomposite. The inset shows the pore size. | ||
To explore the adsorption mechanism of N-Bent-NAl2O3-NZnO, multiple non-linear kinetic models were employed, specifically Lagergren's pseudo first order, Ho's pseudo second order, Weber's intra-particle diffusion, and Elovich and Boyd kinetic models, to interpret the experimental findings. Table 3 presents a summary of the non-linear equations along with the calculated parameters characteristic of mathematical kinetic models. In this table, the parameters K1, K2, and Ki denote the rate constants associated with the Lagergren model, pseudo second order and intra-particle diffusion expressions, respectively. Additionally, α and β signify the adsorption rate and desorption constant, which are related to the degree of nanocomposite coverage and the activation energy involved in the chemisorption reaction. The illustrations of the analyzed non-linear kinetic models are shown in Fig. 7a and b. The information in Table 3 indicates that the adsorption isotherm of malathion and DDT onto this nanosorbent aligns more closely with the pseudo second order model (R2 > 0.99) than the Lagergren model. This conclusion is supported by the notable linearity and fitting of the data associated with the qe values derived from the pseudo second order model. Moreover, the qe value of malathion (37.20 mg g−1) was greater than that of DDT (32.17 mg g−1). This comparison further demonstrates the outstanding adsorption efficiency of Bent-NAl2O3-NZnO concerning malathion. The estimated theoretical values of qe for malathion and DDT based on the pseudo first order kinetics were approximately 50% lower than the experimental qe values. A plot of the computed qe from the pseudo first order model versus adsorption time reveals a notable divergence between the theoretical and experimental data, suggesting that the Lagergren model fails to adequately represent the adsorption performance of malathion and DDT onto N-Bent-NAl2O3-NZnO. Moreover, the theoretical values of qe, as predicted by the pseudo second order model, displayed a strong alignment with the experimental data of qe. These results collectively suggest that the adsorption mechanisms of malathion and DDT are consistent with the pseudo second order model. In addition, the findings show limited compatibility with the Elovich kinetic model, as evidenced by the plots for the N-Bent-NAl2O3-NZnO nanocomposite that did not intersect the origin. However, the results displayed a commendable fit with the intra-particle diffusion model. The assessment of the diffusion of malathion and DDT particles into the macro-pores of N-Bent-NAl2O3-NZnO was performed using the intra-particle model, which demonstrated a high correlation coefficient of R2 = 0.984 for malathion and R2 = 0.988 for DDT. The adsorption process, when analyzed through the lens of general intra-particle diffusion, can typically be segmented into several distinct stages. The initial stage, marked by a sharp increase, is known as external surface adsorption or instantaneous adsorption. This is followed by a progressive adsorption phase in which the intra-particle diffusion acts as the rate-limiting step. In certain instances, a third stage may emerge, referred to as the final equilibrium stage, in which the rate of intra-particle diffusion diminishes as the concentration of adsorbate in the solutions becomes exceedingly low.34 The data illustrated in Fig. 7a and b reveal multi-linear plots. This finding implies that surface adsorption and intra-particle diffusion occur concurrently, contributing to the overall adsorption mechanism. The initial phase is likely controlled by the rate of the surface reaction. Once the quantity of adsorbed material approached approximately 90% of the equilibrium capacity, the kinetics were regulated at the rate of intra-particle diffusion. In the context of the Boyd kinetic model, Bt denotes the theoretical function corresponding to the adsorbed fractions of malathion and DDT at multiple time intervals, whereas qα is the quantity that is adsorbed when time approaches infinity. For N-Bent-NAl2O3-NZnO, the theoretical equilibrium capacity, qc(cal), exceeded the experimental value, qe(exp). The analysis indicated a lack of fit to the Boyd model, signifying that malathion and DDT are primarily related to external mass transport or film diffusion mechanisms, as the plots did not originate from the zero point for the N-Bent-NAl2O3-NZnO nanosorbent. Thus, the findings of the Boyd model support the chemisorption assumptions proposed by Elovich, highlighting the significance of electrostatic interactions and hydrogen bonding in the context of the intra-particle diffusion mechanism associated with the nanosorbent.
| Parameter | Malathion | DDT |
|---|---|---|
Pseudo first order model ln(qe− qt) = ln qe− k1t |
||
| R2 | 0.718 | 0.801 |
| qe(cal) | 12.41 | 14.17 |
| K1 | 3.17 | 2.65 |
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| Pseudo second order model t/qt= (1/k2qe2+ (t/qe)) | ||
| R2 | 0.997 | 0.995 |
| qe(cal) | 37.20 | 32.17 |
| K2 | 0.132 | 0.054 |
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| Intra-particle diffusion model qt= kit1/2+ C | ||
| R2 | 0.978 | 0.962 |
| Kid | 3.70 | 2.50 |
| C | 10.27 | 15.14 |
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Elovich model qt = α + β ln t |
||
| R2 | 0.963 | 0.968 |
| A | 15.30 | 14.72 |
| B | 4.21 | 6.57 |
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| Boyed model Bt=−0.4978−ln(1−(qt/qα)) | ||
| R2 | 0.79 | 0.58 |
The assessment of the anticipated adsorption behavior of malathion and DDT onto N-Bent-NAl2O3-NZnO involves the study of three adsorption isotherm models: Langmuir, Freundlich, and Temkin. The analysis of the isotherm models contributes to a better understanding of the interaction mechanisms between the adsorbates and the adsorbents, while also revealing the sorption capacity of the adsorbents. Table 4 provides a summary of the comparative analysis of the Langmuir, Freundlich, and Temkin isotherm parameters, along with the corresponding non-linear equations for each model. According to the Langmuir model, the surface of the adsorbent is covered by a homogeneous monolayer of the adsorbate. Furthermore, we assumed that the molecules of the adsorbate did not interact.39 On the other hand, the Freundlich model is an empirical formula that describes a non-ideal and reversible adsorption process on surfaces distinguished by their heterogeneous characteristics. This model uses a multilayer adsorption mechanism, where the initial filling of strong binding sites is influenced by the binding strength, which correlates with the equilibrium concentration.33 The Temkin isotherm model explains the consistent distribution of binding energies.35 This suggests that apart from extremely high or low initial concentrations of the adsorbate, a linear decline in the heat of adsorption occurs as the adsorbent becomes more saturated with the adsorbate, as a result of the interactions between the two entities. Moreover, this model is relevant for predicting the adsorption process, whether it is influenced by chemical or physical factors. The values of the Temkin constants, denoted as aT and bT, can be identified through the slope and intercept of the corresponding non-linear graph. To define a model that effectively represents the adsorption behavior of malathion and DDT, a graph was generated to show the correlation between the residual levels of the pollutants (Ce, mg L−1) and the adsorption capacity (qe, mg g−1). The fitting process was performed using the Origin Pro program, as demonstrated in Fig. 8a and b. The analysis revealed a high R2 value, indicating that the Langmuir model is most appropriate for characterizing the adsorption behavior of malathion and DDT onto N-Bent-NAl2O3-NZnO. This result suggests that the adsorption processes for both malathion and DDT onto N-Bent-NAl2O3-NZnO can be classified as monolayer and uniformly distributed, with the adsorption forces consistent across these sites.34 Furthermore, the adsorption capacity, qe(cal), which originates from the non-linear representation of the Langmuir isotherm, closely matches the experimentally determined value, qe(exp). The maximum capacities for the monolayer adsorption of malathion and DDT by the N-Bent-NAl2O3-NZnO nanocomposite, denoted as qmax, were determined to be 34.20 mg g−1 and 28.36 mg g−1, respectively, as detailed in Table 4. In addition, the qmax value for malathion is greater than that for malathion, suggesting that N-Bent-NAl2O3-NZnO exhibits varying affinities for adsorbing species characterized by distinct molecular structures.35 The determined KL values of 0.201 for malathion and 0.219 for DDT indicate that favorable adsorption processes occur between the adsorbed substances (malathion and DDT) and the N-Bent-NAl2O3-NZnO nanosorbent at a pH level of 3.0. In addition to examining the interaction mechanism between the adsorbate and adsorbent on the surface of the nanocomposite, the heat of adsorption was analyzed using the Temkin model, as it effectively characterizes the adsorption processes of malathion and DDT in recent studies. The Temkin model indicates a progressive rise in the heat of adsorption corresponding to the enlargement of the surface area of the N-Bent-NAl2O3-NZnO nanocomposite.
| Parameter | Malathion | DDT |
|---|---|---|
| a KL (L mg−1) is the Langmuir constant related to the maximum monolayer adsorption capacity and adsorption energy. nF is the Freundlich constant related to the adsorption intensity (heterogeneity factor). KF is the Freundlich constant related to the adsorption capacity (heterogeneous layer capacity). aT is the Temkin isotherm constant in L g−1. bT is the Temkin constant related to the heat of adsorption in J mol−1. R is the gas constant (8.314 J mol−1 K−1). T is the absolute temperature in Kelvin. | ||
| Langmuir isotherm model Ce/qe= 1/bqm+ Ce/qm | ||
| qmax | 34.20 | 28.36 |
| qe(exp) | 35.80 | 31.34 |
| R2 | 0.997 | 0.991 |
| KLa | 0.201 | 0.219 |
| qm | 26.36 | 30.20 |
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Freundlich isotherm model ln qe= ln KF+ 1/n ln Ce |
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| R2 | 0.916 | 0.908 |
| nFa | 4.35 | 6.07 |
| qe | 7.47 | 5.98 |
| KFa | 0.41 | 0.29 |
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Temkin isotherm model qe= (RT/bT)ln aT+ (RT/bT)ln Ce |
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| R2 | 0.974 | 0.919 |
| aTa | 227 | 304 |
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