The present research emphasized on the removal of Congo Red (CR) dye from aqueous solutions using an adsorbent synthesized by utilizing the leaf extract of Neolamarchia cadamba as a bio-template. This facilitates the formation of zinc oxide nanoparticles which are then carbonized to enhance adsorption capabilities. This synthesized material is referred to as NC@ZnC, for coherent adsorption of CR dye. Various operating parameters were used for the adsorption of CR onto NC@ZnC. The maximum monolayer decontamination of CR dye was 303.03 mg/g when it was incubated for 90 min at a pH of 5. The specific surface area of amalgamated NC@ZnC was reported to be 6.509 m2/g using Bruaneur–Emmett–Teller analysis. Field-emission scanning electron microscopy was used to show the rough surface area, X-ray diffraction analysis was used to determine the crystalline structure of the adsorbent with a grain size of 20.062 nm. Elemental dispersive X-ray analysis was used to determine the elemental composition of NC@ZnC. Raman spectroscopy demonstrates a lysine group that, upon adsorption, interacts with oxygen to form a bond. NC@ZnC regresses pseudo-second-order kinetics and follows the Langmuir isotherm for the adsorption process. The sorption activity with respect to temperature appears to be displaying +ΔH° and +ΔS°, which suggests an endothermic and impulsive nature.

  • The NC@ZnC is a novel adsorbent prepared by a greener approach.

  • The nanocomposite is prepared from the plant leaf extract treated with a zinc nitrate solution to form oxides of Zn, and the extract gets converted into biochar.

  • The adsorbent shows effective removal of the Congo Red dye with a maximum adsorption capacity of 303 mg/g.

In the present scenario, pollution due to industrialization is one of the most significant issues against the ecological equilibrium. Textile, leather tanning, printing, food coloring, cosmetics, and other industrial sectors utilize synthetic dyes extensively which in turn are the primary source of wastewater production and increase pollutant content in the water bodies. The effluent dyes are of major concern considering their harmful effects which in turn affect the water quality adversely (Yaseen & Scholz 2019). The efffects of these poisonous dyes is a big issue for the aquatic life as well as life on land because water is utilized for copious purposes like irrigation and domestic usage, which intentionally or unintentionally affects all potential life forms occurring in the world. Toxins are a primary source of cutaneous allergies, respiratory sickness, and changes in the BOD and COD of water, producing health problems for all living species on land and in aquatic bodies (Bruno et al. 2019).

Congo Red (CR) dye is a compound with IUPAC name as the sodium salt of benzidinediazo-bis-1-naphthylamine-4-sulfonic acid. It is used for coloring cotton, silk, and for staining biological samples for the microscopic inspection at tissue-level organization in histology. CR is highly toxic even at low concentration exposure as it inhibits survival as well as the fertility of the exposed individuals of certain species. Thus, CR is prohibited in many nations because of their harmful effects; however, it is still being used by many nations, and upon leaking it causes adverse health effects on the exposed individuals. Therefore, the remediation of the wastewater containing CR is necessary before its discharge into the water bodies (Hernández et al. 2016).

In this study, Neolamarchia cadamba (NC) leaf extract was combined with zinc nanoparticles to form a composite material. This composite was then subjected to carbonization, and the resulting material was optimized as an adsorbent for potential applications in pollutant removal. Several other techniques like biological degradation (Bayramoglu et al. 2019), micro-filtration, electrokinetic treatment, and photodegradation (Ahmed et al. 2022) are also utilized for the remediation of different pollutants present in the water. On the other hand, adsorption itself is an extremely efficient process as it can remove different types of chemicals effectively such as aromatic hydrocarbons (Rezagholizade-Shirvan et al. 2024), toxic dyes (Arica et al. 2017; Bayramoglu & Yakup Arica 2021), and heavy metals (Sabir et al. 2021) from a solution. Adsorption is one of these methods that is increasingly used to accomplish this task because it is suitable from an economic prospect, simple to use, and efficient at eliminating a variety of contaminants from wastewater. Numerous adsorbents for the extraction of pollutants from its aqueous solution have been used such as Fe3O4@SiO2@Zn-TDPAT (Wo et al. 2019), m-cell/Fe3O4/ACCS (Zhu et al. 2011), modified sorbent from waste Irvingia gabonensis seed husk (Abugu et al. 2023a), Fe3O4/GO composite (Namvari & Namazi 2015), chemically treated Lagenaria breviflora seeds (Abugu et al. 2023b), ZrO2-CdZrO3-S (Tavakoli-Azar et al. 2022), ZnFe2O4@ZnO-Chrysanthemum spp. floral waste (Nguyen et al. 2023), ZnMg@PH (Paul et al. 2024).

NC or Kadam or burflower belongs to the Rubiaceace family. It is a South Asian native plant used for cattle feeding and timber production. NC is rich in phytochemicals like flavonoids, glucosides, terpenoids, saponins, etc., and secondary metabolical chemicals. It also has antioxidant, antipyretic, anti-inflammatory, and anti-cancerous properties, which makes it a suitable biological resource to use as an adsorbent. The NC leaf extract has hypoglycemic effects.

The production of nanoparticles via a greener approach using biological sources such as plants, bacteria, and fungi is safe and eco-friendly. Metal nanoparticles synthesized by the bottom-up approach method do not require high pressure, temperature, or toxic chemicals. Various metal nanoparticles synthesized by plant extract have been studied for the removal of pollutants such as copper nanoparticles synthesized by citrus juice having a particle size between 10 and 60 nm, Chrysanthemum spp. floral extract for ZnFe2O4-ZnO nanoparticles (Pouran et al. 2015), Hyptis suaveolens extract for copper nanoparticles, egg albumen/Sr-doped/Fe2O3 nanoparticles (Lajevardi et al. 2019), Fe2O3 nanoparticles from Leucas Aspera and Jatropa podagrica leaf extract (Nouri et al. 2020) showing good adsorption behavior for the pollutants. Zinc oxide nanoparticles are effectively used as a material in various applications such as biosensors, cosmetic ingredients, dental fillings, and environmental applications due to their nontoxic behavior, ease of cost, ease of preparation, and material stability. The plant extract with metal oxide as nanoparticles is a promising adsorbent as they are safe, easily available, nontoxic, and presents various phytochemicals that help in the adsorption of pollutants (Raza et al. 2022).

The novelty of this work lies in the development of an eco-friendly method for synthesizing zinc oxide nanoparticles embedded in biochar using NC leaf extract and zinc nitrate solution, followed by carbonization. The resulting NC@ZnC adsorbent offers efficient removal of azo dyes like CR while being environmentally safe. Key operating factors such as temperature, dosage, pH, time, and concentration are optimized to enhance dye removal, making this approach both sustainable and effective.

Synthesis of NC@ZnC nanoparticles

The NC@ZnC nano-adsorbent was prepared in a three-step procedure, first, the extract of NC leaves was prepared by adding 20 g of washed and crushed leaves in 100 mL of deionized water and the solution temperature was extended up to 60 °C to make sure that no denaturation of the biochemicals found in the leaves occurs (Kanase et al. 2020). This extract was reduced to 20 mL. In the second step, the extract was transferred into an RB flask with Zn(NO3)2·6H2O in a 1 g/10 mL ratio to the extract. This mixture was allowed to stir on a magnetic stirrer at 60 °C for 90 min. A slurry was produced and dehydrated in a hot air oven until all the moisture was lost, which then was cooled down to a moderate environment. The last step includes transferring of the slurry solution into the silica crucible followed by carbonizing it at a required time of 120 min at 400 °C in a high-temperature furnace for the synthesis of biochar, namely NC@ZnC as an adsorbent. It is later used for adsorption studies (Saemi et al. 2021).

Batch adsorption study

The adsorption of CR on the NC@ZnC adsorbent was studied by adding 0.05 g of NC@ZnC into 25 mL of CR aqueous solution under a fixed temperature maintained at 25 °C in an orbital shaker at 120 rpm. The experiment was carried under the following conditions: pH range of 2–10, dosage of the adsorbent at 0.05 g, concentration of the CR solution ranging between 10 and 100 mg/L, and contact time between 5 and 240 min to obtain an optimized result. All the results were recorded in accordance with the output of a UV–visible spectrophotometer at a maximum 497 nm wavelength. Maximum adsorptive capacity and removal yield were computed using the following formula:
(1)
(2)
where qe denotes the maximal CR adsorption capacity by NC@ZnC (mg/g). Co represents the previous CR concentration (mg/L), Ce represents the later CR concentration at stability (mg/L), V represents the volume of the CR solution (L), and W represents the weight of NC@ZnC (g) utilized in the experiment.

The optimization of CR dye removal using the NC@ZnC adsorbent was conducted through response surface methodology (RSM), employing a Box–Behnken Design (BBD) to systematically investigate the effects of key operating variables, including concentration and pH. The statistical significance of these variables and their interactions were analyzed using Analysis of Variance (ANOVA), providing a robust model to predict and optimize the adsorption efficiency under various conditions.

Error analysis

The error analysis and error curves were carried out using the models by Excel function and OriginPro 21. They include Chi-square test (χ2), HYBRID test, and MPSD. The equations are depicted as follows:
(3)
(4)
(5)
where N is the no. of observations and P is the parameter in each model. is the experimental equilibrium adsorption capacity and is the calculated adsorption capacity (Saemi et al. 2021).

Desorption and reusability

After the adsorption of CR on NC@ZnC at optimum conditions, the adsorbent was then weighed and transferred in 0.1 N, 25 mL solution of ethanol, hydrochloric acid, and sodium hydroxide each for 120 min. The effect of adsorption–desorption was then analyzed utilizing the UV–Visible spectrophotometer by examining the supernatant.

The following formula was used to calculate the percentage desorption:
(6)

Characterization of NC@ZnC

The analysis of Bruaneur–Emmett–Teller (BET) of NC@ZnC predicts the desorption–adsorption phenomena (Figure 1(a)) of He gas on the adsorbent's surface at different relative partial pressures at standard pressure and temperature conditions. The BET analysis depicts that the mean surface pore volume of the NC@ZnC was about 3.39 nm, placing it under the category of mesoporous substance. The total space occupied by the pores of NC@ZnC prepared is 1.10 cc/g and the adsorbent has a surface area of 6.509 m2/g (Figure 1(b)).
Figure 1

BET curve of NC@ZnC: (a) adsorption–desorption curve and (b) pore size distribution.

Figure 1

BET curve of NC@ZnC: (a) adsorption–desorption curve and (b) pore size distribution.

Close modal
EDX analysis of the NC@ZnC gives the elemental information of the prepared adsorbent predicting the presence of carbon (4.12%), oxygen (0.71%), zinc (69%), and potassium (3.17%). Figure 2(a) explains the formation of adsorbent having a bio-metal-oxide chemical nature. Potassium present in the adsorbent is a constituent contributed by the leaf extract that was used. After adsorption, the concentration of carbon (0.14%), oxygen (0.29%), zinc (77%), and potassium (0.20%) decreases showing the possible interaction between CR and NC@ZnC (Liu et al. 2021). The elemental mapping of the adsorbent also confirms the even and regular distribution of all the elements present ensuring the preparation of the adsorbent as depicted (Figure 2(b)) (Iqbal et al. 2019).
Figure 2

Elemental mapping of NC@ZnC: (a) before adsorption and (b) after adsorption of CR.

Figure 2

Elemental mapping of NC@ZnC: (a) before adsorption and (b) after adsorption of CR.

Close modal
The pre- and post-adsorption FE- SEM imaging of the NC@ZnC shows that NC@ZnC has an irregular rough structure in addition to the creation of distorted hexagonal rings sitting on top of each other providing a tubular structure and thus increases the adsorbent's surface area (Figure 3(a) and 3(b)). After the adsorption process, the pores of the distorted hexagonal rings are filled by deposition of CR, confirming the interaction between CR and NC@ZnC (Figure 3(c) and 3(d)).
Figure 3

FE-SEM images of NC@ZnC at different magnifications: (a) and (b) before adsorption; (c) and (d) after adsorption of CR.

Figure 3

FE-SEM images of NC@ZnC at different magnifications: (a) and (b) before adsorption; (c) and (d) after adsorption of CR.

Close modal
The X-ray diffraction (XRD) pattern of NC@ZnC (Figure 4) shows a sharp and narrow peak at 36.424° and two peaks with relatively low intensity at 34.58° and 31.92° moving from right to left with Bragg's angle of 2θ, which shows significant similarity with the XRD spectra of zincite (ZnO), an oxide of zinc, which proves the fusion of a zinc oxide composite with the plant extract as per the JCPDS file card number 96-152-7032. The sharp and narrow peaks of the spectra confirms that the adsorbent prepared have a crystalline structure. The crystallite size or grain size of the NC@ZnC is around 20.062 nm.
Figure 4

XRD pattern of NC@ZnC.

Figure 4

XRD pattern of NC@ZnC.

Close modal
Raman spectra of NC@ZnC pre-adsorption (Figure 5(a)) shows a peak at 1,601 cm−1 from lysine which is present in the compositional biochemicals of NC (Hadjiivanov et al. 2021), and this peak is not observed after the adsorption (Figure 5(b)) of CR on the surface of NC@ZnC demonstrating the interaction between the dye and adsorbent. The possible interaction of CR and NC@ZnC is between the ion present in the lysine and the O ion present in the CR (Lu et al. 2021).
Figure 5

Raman spectra of NC@ZnC (a) before adsorption and (b) after adsorption of CR.

Figure 5

Raman spectra of NC@ZnC (a) before adsorption and (b) after adsorption of CR.

Close modal

Effect of pH

The sorption of CR onto NC@ZnC was observed at a range of pH 2–10 with the sorption capacity of NC@ZnC showing a decrease after pH 5 and an increase with pH elevation of up to 5 (Ahmad & Ansari 2021). Understanding that CR is an anionic dye and the NC@ZnC adsorbent has a positive surface as indicated by its pHpzc values, which were determined to be at pH 6, will help illustrate the difference in pH values that caused the change as in Figure 6(a). Aldahash et al. (2022) have also published similar analyses. The protonation of the adsorbent surface is attributed to the hike in adsorption capacity from pH 2 to 5. This facilitates the negatively charged dye's contact, and when the pH rises over pH 5, less protonation occurs, suggesting a deflation in the dye's adsorption capacity.
Figure 6

(a) Effect of pH for the adsorption of CR on NC@ZnC and (b) point-of-zero charge of NC@ZnC (conc.: 50 mg/L; time: 90 min.; pH: 5; adsorbent dose: 0.05 g).

Figure 6

(a) Effect of pH for the adsorption of CR on NC@ZnC and (b) point-of-zero charge of NC@ZnC (conc.: 50 mg/L; time: 90 min.; pH: 5; adsorbent dose: 0.05 g).

Close modal

Kinetics mechanism

The sorption of CR was kinetically evaluated using a 50 mg/L CR solution over a period of 5–240 min, with 0.05 g of NC@ZnC as the adsorbent in a 25 mL solution. The adsorption process was initially rapid, with a significant increase in the sorption rate at the moment of contact. Over time, the adsorption capacity steadily increased until equilibrium was achieved at 90 min, where all available pores and surfaces of NC@ZnC were saturated (Figure 7(a)).
Figure 7

Adsorption kinetic study of NC@ZnC for the removal of CR: (a) effect of the contact time, (b) pseudo-first-order, and (c) pseudo-second-order (conc.: 50 mg/L; time: 90 min.; pH: 5; adsorbent dose: 0.05 g).

Figure 7

Adsorption kinetic study of NC@ZnC for the removal of CR: (a) effect of the contact time, (b) pseudo-first-order, and (c) pseudo-second-order (conc.: 50 mg/L; time: 90 min.; pH: 5; adsorbent dose: 0.05 g).

Close modal

To analyze the rate of adsorption, various kinetic models, including pseudo-first-order (PFO), pseudo-second-order (PSO), intraparticle diffusion (IPD), and Elovich models, were applied to the experimental data. The results indicated that the PFO did not accurately describe the adsorption of CR, as shown by a lower regression coefficient and a mismatch between calculated () and experimental () equilibrium values (Figure 7(b) and 7(c), Table 1). In contrast, the PSO model provided a better fit, with a higher regression value of 0.9988 and value in coordination with value indicating that the adsorption process follows second-order kinetics.

Table 1

Kinetic parameters for the adsorption of CR onto NC@ZnC (50 mg/L)

Kinetic modelsParametersValues
Pseudo-first-order qe(exp) (mg/g) 59.78 
qe(cal) (mg/g) 44.42 
k1 (/min) 0.0156 
R2 0.9902 
χ2 0.000233 
HYBRID 0.00776 
MPSD 0.880884 
Pseudo-second-order qe(exp) (mg/g) 59.78 
qe(cal) (mg/g) 63.29 
k2 (g/mg/min) 0.0156 
R2 0.9988 
χ2 9.5787 × 10−7 
HYBRID 1.36839 × 10−5 
MPSD 0.036992 
Intraparticle diffusion Kid (g mg/min−1/26.876 
C 7.074 
R2 0.950 
χ2 0.308101 
HYBRID 10.270061 
MPSD 32.04694 
Elovich A (g/mg/min) 5.852 
B (mg/g) 10.886 
R2 0.9463 
χ2 0.2729345 
HYBRID 3.8990652 
MPSD 19.74605 
Kinetic modelsParametersValues
Pseudo-first-order qe(exp) (mg/g) 59.78 
qe(cal) (mg/g) 44.42 
k1 (/min) 0.0156 
R2 0.9902 
χ2 0.000233 
HYBRID 0.00776 
MPSD 0.880884 
Pseudo-second-order qe(exp) (mg/g) 59.78 
qe(cal) (mg/g) 63.29 
k2 (g/mg/min) 0.0156 
R2 0.9988 
χ2 9.5787 × 10−7 
HYBRID 1.36839 × 10−5 
MPSD 0.036992 
Intraparticle diffusion Kid (g mg/min−1/26.876 
C 7.074 
R2 0.950 
χ2 0.308101 
HYBRID 10.270061 
MPSD 32.04694 
Elovich A (g/mg/min) 5.852 
B (mg/g) 10.886 
R2 0.9463 
χ2 0.2729345 
HYBRID 3.8990652 
MPSD 19.74605 

The IPD model was also used to explore the diffusion mechanism. The IPD model revealed that the rate-controlling mechanism consists of three distinct phases: (1) the diffusion of CR molecules from the bulk solution to the adsorbent surface, (2) the penetration of CR into the pores of NC@ZnC, and (3) the final equilibrium stage where adsorption stabilizes. The linear portion of the IPD plot, which does not pass through the origin, along with the intercept value, suggests that IPD is not the sole rate-limiting step. The magnitude of the boundary layer effect can be inferred from the intercept, with larger intercepts indicating greater boundary layer resistance.

The Elovich model was employed to further characterize the adsorption mechanism, indicating that both chemisorption and physisorption processes are involved in the reaction. This model's suitability reinforces the idea that multiple adsorption mechanisms are at play during the CR sorption on NC@ZnC. The higher value of A depicts the higher adsorption rate over the rate of desorption. In conclusion, the kinetic evaluation shows that the PSO model provides the best fit for the adsorption of CR on NC@ZnC, with IPD playing a significant role in the rate-determining step, while the Elovich model highlights the combined effects of chemisorption and physisorption. PSO kinetic model is best suited for the adsorption of CR on NC@ZnC as it can easily be seen (Figure 11) in the adsorption mechanism how the interaction of adsorbent–adsorbent takes place.

Evaluation of concentration and isotherm study

The CR solution was tested at concentrations ranging from 10 to 100 mg/L. The rising sorption capacity values was due to the rise in the quantity of CR particles on NC@ZnC's open pores. According to the recorded results of Table 2, the isotherm model exhibits high regression coefficient values, and the data were correlated using the Langmuir theorem. NC@ZnC first exhibits a monolayer adsorption system before switching to a multilayer adsorption system. The statistical values of the Freundlich and Langmuir isotherms' regression coefficients (R2) were relatively close to one another. When the RL value is , it indicates commendatory adsorption. The adsorption of CR on NC@ZnC yielded a value of 0.01, suggesting that monolayer adsorption is preferred. n has a value of 1.30, falling between 1 and 10. The positive and least values of KL, Kf, and n indicate that CR molecules interact with NC@ZnC with a great affinity. The adsorption of CR on NC@ZnC showed a monolayer adsorption capacity (qmax) of 303 mg/g as observed in Table 2 and Figures 8(a) and 8(b), which was greater than Fe3O4/GO composite (Abugu et al. 2023a) and GO-NiFe-LDH (Abugu et al. 2023b).
Table 2

Isotherm parameters for the adsorption of CR onto NC@ZnC

ModelsParametersValues
Langmuir isotherm qmax (mg/g) 303.03 
q(exp) (mg/g) 60 
RL 0.01 
KL (L/mg) 0.088 
R2 0.9749 
χ2 0.000503 
HYBRID 0.006292 
MPSD 0.79321 
Freundlich isotherm Kf (mg/g) (mg/L)−1/n F 25.11 
n (dimensionless) 1.30 
R2 0.9670 
χ2 0.008868 
HYBRID 0.110851 
MPSD 3.329427 
Temkin isotherm B1 (KJ/mol) 0.03625 
KT (L/mg) 8.07 
R2 0.9400 
χ2 5.52721 
HYBRID 69.0901 
MPSD 83.1205 
D–R isotherm Β 0.2986 
E (kJ/Mol) 1.294 
qm (mg/g) 83.6465 
R2 0.8387 
χ2 0.010147 
HYBRID 0.126833 
MPSD 3.561359 
ModelsParametersValues
Langmuir isotherm qmax (mg/g) 303.03 
q(exp) (mg/g) 60 
RL 0.01 
KL (L/mg) 0.088 
R2 0.9749 
χ2 0.000503 
HYBRID 0.006292 
MPSD 0.79321 
Freundlich isotherm Kf (mg/g) (mg/L)−1/n F 25.11 
n (dimensionless) 1.30 
R2 0.9670 
χ2 0.008868 
HYBRID 0.110851 
MPSD 3.329427 
Temkin isotherm B1 (KJ/mol) 0.03625 
KT (L/mg) 8.07 
R2 0.9400 
χ2 5.52721 
HYBRID 69.0901 
MPSD 83.1205 
D–R isotherm Β 0.2986 
E (kJ/Mol) 1.294 
qm (mg/g) 83.6465 
R2 0.8387 
χ2 0.010147 
HYBRID 0.126833 
MPSD 3.561359 
Figure 8

Isotherm study of NC@ZnC for the removal of CR: (a) adsorption curve, (b) Langmuir isotherm, (c) Freundlich isotherm, (d) Temkin isotherm, and (e) D–R isotherm (conc.: 50 mg/L; time: 90 min.; pH: 5; adsorbent dose: 0.05 g).

Figure 8

Isotherm study of NC@ZnC for the removal of CR: (a) adsorption curve, (b) Langmuir isotherm, (c) Freundlich isotherm, (d) Temkin isotherm, and (e) D–R isotherm (conc.: 50 mg/L; time: 90 min.; pH: 5; adsorbent dose: 0.05 g).

Close modal

The regression coefficient value is high in the Temkin isotherm model. When the heat of sorption indicated by B1 is lower than 20–40 KJ/mol, then the process is predicted as physiosorption. On comparison, when the value of B1 lies in the range of 80–240 KJ/mol, then the mechanism interprets chemisorption (Aldahash et al. 2022; Eze et al. 2024) and when the condition is within 20–40 KJ/mol, then the sorption is both physical and chemical in nature as shown in Figure 8(c) and Table 2. The value of B1 below 20–40 KJ/mol indicates the physical nature of the process which can also be seen by the value of E from D–R isotherm. Using the constant β as shown in Figure 8(d), the D–R isotherm provides an approximated account of the mean free energy E of adsorption per adsorbate molecule (Özcan et al. 2006; Ezugwu et al. 2023). This was also observed by Aldahash et al. (2022) and Aldahash et al. (2023). The value of mean free energy is less than 8 KJ/mol indicating physical nature, whereas E > 8 KJ/mol indicates chemical nature. According to Table 2, the value of E is 1.294 KJ/mol, indicating a physical process. Furthermore, the equilibrium adsorption capacity (qe) at 298 K after a 90-min incubation period was determined to be 59.78 mg/g, which matches closely with the experimental value of 60 mg/g. This strong agreement between the experimental values demonstrates consistency between the thermal and isothermal studies, confirming the reliability of the adsorption process under the specified thermal conditions (Eze et al. 2022). The thermal behavior shows that the adsorption process at fixed temperature shows physiosorption.

Effect of temperature and thermodynamic study

The effect of temperature was studied between 288 and308 K using 0.05 g NC@ZnC with 50 mg/L of CR dye solution at 90 min equilibrium time. As the temperature increases the adsorption capacity increases indicating the endothermic nature. By using the adsorption of CR on NC@ZnC at various temperatures between 288 and 308 K, thermodynamic investigations were conducted as demonstrated in Table 3. The computed ΔH° value was 42.2 KJ/mol, indicating an endothermic reaction as in Figure 9 for the sorption of NC@ZnC on CR. A calculation of the ΔS° value yielded a result of 0.16 KJ/mol K, indicating uproar in unpredictability at the solid/liquid boundary (Lonappan et al. 2018; Nodeh et al. 2021). ΔH° and ΔS° were computed using the slope and intercept of the linear plot of log Kc vs. 1/T. According to Table 3, the adsorption of CR on NC@ZnC was a spontaneous process, as evident by the negative ΔG° obtained from 288 to 308 K, which showed a rising trend (Maia et al. 2019; Eze et al. 2021). –ΔG° had a value less than 20 KJ/mol. Similar studies are cited by Aldahash et al. (2023) and Ahmadi et al. (2017).
Table 3

Thermodynamic parameter for the adsorption of CR onto NC@ZnC

Temperature (K)ΔH° (KJ/mol)ΔS° (KJ mol/K)ΔG° (KJ/mol)R2
288   −6.1  
298 42.2 0.168 −7.8 0.9997 
308   −9.5  
χ2 3.15135 × 10−5    
HYBRID 0.003151    
MPSD 0.561369    
Temperature (K)ΔH° (KJ/mol)ΔS° (KJ mol/K)ΔG° (KJ/mol)R2
288   −6.1  
298 42.2 0.168 −7.8 0.9997 
308   −9.5  
χ2 3.15135 × 10−5    
HYBRID 0.003151    
MPSD 0.561369    
Figure 9

(a) qe vs. T and (b) ln Kc vs. 1/T for the adsorption of CR onto Nc@ZnC (conc.: 50 mg/L; time: 90 min.; pH: 5; adsorbent dose: 0.05 g).

Figure 9

(a) qe vs. T and (b) ln Kc vs. 1/T for the adsorption of CR onto Nc@ZnC (conc.: 50 mg/L; time: 90 min.; pH: 5; adsorbent dose: 0.05 g).

Close modal
Figure 10

BBD design for the response surface methodology for the adsorption of CR onto NC@ZnC: (a) pH vs. concentration, (b) pH vs. time, and (c) concentration vs. time.

Figure 10

BBD design for the response surface methodology for the adsorption of CR onto NC@ZnC: (a) pH vs. concentration, (b) pH vs. time, and (c) concentration vs. time.

Close modal
Figure 11

Graphical representation for the synthesis of NC@ZnC, adsorption of CR, and possible adsorption pathway.

Figure 11

Graphical representation for the synthesis of NC@ZnC, adsorption of CR, and possible adsorption pathway.

Close modal

Desorption and regeneration studies of CR on NC@ZnC

The desorption of the CR dye from NC@ZnC was carried in a 0.1 M solution in 25 mL of hydrochloric acid, sodium hydroxide, and ethanol each as shown in Supplementary material, Figure S1. The desorption of CR from NC@ZnC was highest by sodium hydroxide which was about 98%. The desorption % decreased with each consecutive cycle, and the desorption rate was considerably efficient for up to four cycles as shown in Supplementary material, Figure S1. The decline in the desorption capacity was because of the deposition of CR in the pores of NC@ZnC.

Response surface methodology

Box–Behenken Design, a RSM, was utilized to study the statistical analysis for the adsorption of CR dye on NC@ZnC. The operating variables as independent factors such as pH [A], effect of concentration [B], effect of contact time [C] for CR adsorption were analyzed by ANOVA as given in Table 4. Table 5 depicts the experimental run for the adsorption of CR onto NC@ZnC. The results predict the optimum conditions for CR adsorption at A (4.96 pH), B (100 mg/L), and C (90 min equilibrium time). The model depicts the p-value to be less than 0.05 indicating the significance of the adsorption experiment. The high value of R2 (0.9802) for CR adsorption is in close agreement with the adjusted R2 value (0.9625) which describes the adsorption of CR onto NC@ZnC as statistically correct as shown in Figure 10. The empirical statistical equation for CR adsorption predicting the link between the variables is given in the following quadratic equation:
Table 4

ANOVA analysis

SourceSum of squaresdfMean squareF-valuep-value
Model 6.00 0.6662 55.14 <0.0001 significant 
 A: pH 0.0034 0.0034 0.2794 0.6086  
 B: initial concentration 2.77 2.77 229.48 <0.0001  
 C: time 0.6801 0.6801 56.30 <0.0001  
 AB 0.0001 0.0001 0.0099 0.9226  
 AC 0.0038 0.0038 0.3140 0.5876  
 BC 0.0058 0.0058 0.4807 0.5039  
 A2 1.60 1.60 132.42 <0.0001  
 B2 0.2342 0.2342 19.39 0.0013  
 C2 0.0000 0.0000 0.0012 0.9727  
Residual 0.1208 10 0.0121    
 Lack of Fit 0.1147 0.0229 18.60 0.0030 significant 
 Pure error 0.0062 0.0012    
 Cor total 6.12 19     
SourceSum of squaresdfMean squareF-valuep-value
Model 6.00 0.6662 55.14 <0.0001 significant 
 A: pH 0.0034 0.0034 0.2794 0.6086  
 B: initial concentration 2.77 2.77 229.48 <0.0001  
 C: time 0.6801 0.6801 56.30 <0.0001  
 AB 0.0001 0.0001 0.0099 0.9226  
 AC 0.0038 0.0038 0.3140 0.5876  
 BC 0.0058 0.0058 0.4807 0.5039  
 A2 1.60 1.60 132.42 <0.0001  
 B2 0.2342 0.2342 19.39 0.0013  
 C2 0.0000 0.0000 0.0012 0.9727  
Residual 0.1208 10 0.0121    
 Lack of Fit 0.1147 0.0229 18.60 0.0030 significant 
 Pure error 0.0062 0.0012    
 Cor total 6.12 19     
Table 5

Experimental design

RunFactor 2Factor 3Response 1
Factor 1 A: pHB: initial concentrationC: timeqe
mg/Lminmg/g
4.96124 100 90 124.5 
10 10 0.8 
100 10.5 
6.4 59.5 6.7 28.1 
2.16 59.5 51.75 11.6 
10 42.85 90 13.3 
10 1.2 
9.76 47.35 40.2842 6.9 
14.4876 9.25 2.6 
10 10 100 36.875 16.2 
11 5.36 47.8 86.175 61.3 
12 2.16 59.5 51.75 12.2 
13 10 90 2.7 
14 6.4 11.35 51.75 7.5 
15 6.4 11.35 51.75 6.9 
16 2.16 59.5 51.75 12.4 
17 6.4 59.5 6.7 23.1 
18 6.4 59.5 6.7 22.9 
19 10 99.55 90 25.8 
20 5.32 96.85 40.275 88.6 
RunFactor 2Factor 3Response 1
Factor 1 A: pHB: initial concentrationC: timeqe
mg/Lminmg/g
4.96124 100 90 124.5 
10 10 0.8 
100 10.5 
6.4 59.5 6.7 28.1 
2.16 59.5 51.75 11.6 
10 42.85 90 13.3 
10 1.2 
9.76 47.35 40.2842 6.9 
14.4876 9.25 2.6 
10 10 100 36.875 16.2 
11 5.36 47.8 86.175 61.3 
12 2.16 59.5 51.75 12.2 
13 10 90 2.7 
14 6.4 11.35 51.75 7.5 
15 6.4 11.35 51.75 6.9 
16 2.16 59.5 51.75 12.4 
17 6.4 59.5 6.7 23.1 
18 6.4 59.5 6.7 22.9 
19 10 99.55 90 25.8 
20 5.32 96.85 40.275 88.6 

Adsorption mechanism

The adsorption of CR onto the NC@ZnC surface is mainly governed by interactions between specific functional groups. Before adsorption, a Raman peak at 1,601 cm−1 is observed, corresponding to lysine present in NC. This peak disappears after adsorption, indicating that lysine plays a key role in the adsorption process.

The interaction is primarily between the NH4+ ion in lysine and the O ion in the sulfonate group of CR. Lysine, an amino acid, contains amino groups (NH4+) that are positively charged. CR, on the other hand, contains negatively charged sulfonate groups (O). The strong electrostatic attraction between these opposite charges results in the adsorption of CR onto the NC@ZnC surface.

Additionally, hydrogen bonding may also contribute to the interaction, where the NH4+ groups in lysine could form bonds with oxygen atoms in the CR molecule. Together, these electrostatic and hydrogen bond interactions result in the effective binding of CR to NC@ZnC, facilitating its removal from the solution. The graphical representation for the synthesis of NC@ZnC, adsorption of CR, and possible adsorption pathway is given in Figure 11.

Comparative studies of NC@ZnC with other adsorbents

Numerous bionanoadsorbents were utilized to extract CR from aqueous solutions have been taken into account for the comparative investigation as shown in Table 6.

Table 6

Comparative study of different adsorbents for the adsorption of CR (monolayer adsorption capacity qm)

Adsorbentqm (mg/g)pHReference
Fe3O4@SiO2@Zn-TDPAT 17.73 6.0 Sabir et al. (2021)  
m-cell/Fe3O4/ACCS 66.1 3.0 Wo et al. (2019)  
Chitin suspension (sonoenzymolysis) 261.89 6.0 Hou et al. (2021)  
Unmodified Azadirachta indica leaves 433.6 5.0 Javed et al. (2024)  
Rice husk char (RHC) 1.28 4.0 Malik et al. (2020)  
NC@ZnC 303.03 5.0 Present work 
Adsorbentqm (mg/g)pHReference
Fe3O4@SiO2@Zn-TDPAT 17.73 6.0 Sabir et al. (2021)  
m-cell/Fe3O4/ACCS 66.1 3.0 Wo et al. (2019)  
Chitin suspension (sonoenzymolysis) 261.89 6.0 Hou et al. (2021)  
Unmodified Azadirachta indica leaves 433.6 5.0 Javed et al. (2024)  
Rice husk char (RHC) 1.28 4.0 Malik et al. (2020)  
NC@ZnC 303.03 5.0 Present work 

An efficient bio-nano-adsorbent NC@ZnC was prepared for the removal of CR. The FE-SEM images showed the deposition of CR on NC@ZnC, the extraction of CR can be altered by changing certain parameters like pH, concentration of the solution, and contact time to reach a higher efficiency. The optimum stasis for the extraction of CR was at a pH of 5 for 90 min given the calculated Langmuir adsorption capacity of 303.03 mg/g and experimental adsorption capacity of 59.78 mg/g. Kinetic studies reveal that the adsorption proposes a PSO reaction mechanism. The equilibrium data are nearby and follows Langmuir and Freundlich isotherm. The thermodynamic analyses indicate that the process exhibits spontaneity and is characterized by endothermicity. The desorption capacity of the adsorption is about 98% under the effect of eluent sodium hydroxide (0.1 M), and the adsorbent can be reprocessed four times until it is completely exhausted which gives it an economical advantage. The results were optimised by BBD-RSM. Thus, the prepared bioadsorbent is an efficacious tool to remove industrial waste like CR from water.

This article does not contain any studies with humans and animals.

A.S.P. and S.S. contributed to data analysis and investigation; S.S. conceptualized the study; S.S., S.H.K., A.S.P. contributed to writing, reviewing, and editing.

The article was not supported by any funding.

All relevant data are included in the paper or its Supplementary Information.

The authors declare there is no conflict.

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Supplementary data