Groundwater in the East African Rift Valley is highly contaminated with fluoride, leading to severe public health challenges, necessitating the exploration of cost-effective removal methods. This study evaluates the efficacy of activated carbon derived from cattle bones (CBs) and coconut shells (CSs) for fluoride removal through adsorption techniques. A comparative study was performed using a batch adsorption reactor with varied adsorbent doses (0.5–10 g), treatment time (10–120 min), pH (3–10), and fluoride concentration (2–10 mg/L). The Box–Behnken Design of Response Surface Methodology was applied, achieving correlation coefficients of 0.99 for CBs and 0.96 for CSs, validating the predictive models. The results showed that CB has a higher fluoride removal efficiency (96%) compared to CS (90%) under optimal conditions. CB had a maximum adsorption capacity of 9.09 mg/g, while CS reached 4.55 mg/g. Kinetic studies confirmed that fluoride adsorption followed pseudo-second-order kinetics, suggesting chemisorption as the rate-limiting step. XRF and XRD analyses revealed fluoride removal through ion exchange with hydroxyapatite (CB) and surface complexation with amorphous carbon (CS). The findings show CB is ideal for higher fluoride concentrations, while CS excels at lower levels, demonstrating these locally available materials as affordable, practical defluoridation solutions for rural, resource-limited communities.

  • It provides a unique comparative analysis of cattle bone and coconut shell charcoals as adsorbents, assessing their effectiveness under the same conditions, a topic not widely studied before.

  • By using waste materials like cattle bones and coconut shells, the study reduces waste and supports local economies through new applications

Life on Earth depends on water, and having access to clean drinking water is critical to human health and wellbeing. However, high fluoride contamination of groundwater supplies poses serious health dangers to the public in many places (Srivastava & Flora 2020). Extended exposure to high fluoride concentrations can cause skeletal and dental fluorosis, which is characterized by bone abnormalities, intense pain, and mottling and discoloration of tooth enamel (Onipe et al. 2020). It is estimated that 884 million people worldwide lack access to safe drinking water, with developing countries bearing a disproportionate share of this burden. Groundwater is the main source of drinking water for approximately 300 million people in Africa (Onipe et al. 2020). However, the quality of these resources is frequently harmed by a variety of pollutants, arising from natural sources that has led to an elevated level of fluoride, arsenic, other chemicals (Onipe et al. 2020; Ligate et al. 2022).

Groundwater contamination, especially with fluoride has become a major concern in many areas, including parts of West Africa and the East African Rift Valley countries. In addition to posing health dangers, these pollutants fuel the ongoing fight toward achieving the Sustainable Development Goal of the UN, which calls for universal access to clean water and sanitary facilities (Ang & Mohammad 2020). Tanzania is one of the countries facing the problem of elevated groundwater where high fluoride levels of about 30% of its water sources make them unfit for domestic use (Ligate et al. 2021). A maximum fluoride concentration of 1.5 mg/L is recommended by the World Health Organization (WHO) for drinking water, whereas Tanzania allows a higher limit of 4 mg/L in areas with no alternative water sources (Ligate et al. 2021). This higher threshold raises concerns about potential long-term health effects on affected communities.

Numerous techniques for defluoridation have been investigated, including solvent extraction, membrane filtration, chemical precipitation, reverse osmosis, and electrocoagulation (Nyangi et al. 2020; Masindi & Foteinis 2021). These methods, however, frequently prove to be ineffective, costly, or ecologically unfriendly, producing significant volumes of hazardous chemical sludge that present disposal difficulties. For example, the highest fluoride removal effectiveness of chemical precipitation methods utilizing lime and alum is about 60–70%, while reverse osmosis systems, while very effective (removing 90–95% of the fluoride), are expensive and require frequent membrane replacement (Li et al. 2018; Bahrodin et al. 2021; El Messaoudi et al. 2024). The practical applicability of solvent extraction and electroplating processes are limited by their high operating costs and potential environmental dangers. Additionally, membrane filtration techniques such as electrodialysis and nanofiltration can remove fluoride with up to 98% effectiveness, but they produce concentrated brine streams that need additional treatment and are prone to fouling problems (Moran Ayala et al. 2018). There is a pressing need for cost-effective, sustainable, and locally adaptable solutions to address fluoride contamination in drinking water sources.

The adsorption process has proven to be an effective method for fluoride removal from groundwater, relying on the binding of fluoride ions to the surface of solid materials. Recent studies have highlighted the efficiency of various adsorbents for this purpose. Activated alumina is one of the most extensively used materials, achieving fluoride removal efficiencies of 90–95%, with adsorption capacities ranging from 1.1 to 2.2 mg/g depending on pH and initial fluoride concentration (Alhassan et al. 2021). Other bio-based adsorbents, such as tea waste and neem leaves, have also demonstrated removal efficiencies of 80–85% under optimized conditions. Among inorganic adsorbents, calcium-doped hydroxyapatite has shown an adsorption capacity of up to 20 mg/g, making it highly effective for fluoride remediation (Wang et al. 2024). Additionally, metal oxide nanoparticles, such as iron oxide, have exhibited exceptional fluoride removal efficiencies of up to 97% due to their high surface area and strong reactivity with fluoride ions (Alhassan et al. 2021). These findings highlight the versatility and effectiveness of adsorption in addressing fluoride contamination, offering environmentally sustainable and cost-effective solutions.

For the removal of fluoride, using natural adsorbents such coconut shells (CSs) and animal bones offer a viable substitute (Rego et al. 2021). The bone char prepared from cattle bones (CBs), has shown promise in water defluoridation by means of ion exchange adsorption between fluoride and the apatite found in bones (Shahid et al. 2020). Similarly, the adsorptive qualities of coconut charcoal which is made from CSs have been investigated for use in water treatment applications (Bhamare et al. 2022). The CBs are abundant materials in Tanzania as it was estimated that 479,071 tons are discarded daily, whereas CSs are locally available in many areas along the coast of Indian Ocean with an estimated 1,200 tons discarded daily to the environment per day (Kibona et al. 2022).

The disposal of CSs presents a significant environmental concern, particularly due to the large volumes generated in coconut-producing regions, where they contribute to landfills, increase organic waste, and can lead to methane emissions during decomposition, a potent greenhouse gas (Araga et al. 2019). Additionally, improper disposal can result in air pollution when shells are burned as waste. Recycling CSs and CBs into valuable products, such as activated carbon or biochar for water treatment, not only reduces these environmental impacts but also minimizes deforestation pressures by providing a sustainable alternative to wood-based materials (Nunes et al. 2020). Moreover, utilizing CSs for such purposes promotes local economic development by creating new revenue streams for farmers and small-scale industries through innovative, eco-friendly solutions. This approach supports the circular economy and reduces environmental degradation.

This study addresses a critical gap in the existing literature by providing a comparative analysis of animal bone char and CS charcoal as natural adsorbents for fluoride removal. While previous studies have explored these materials separately (Dar & Kurella 2023; El Messaoudi et al. 2024), this research uniquely evaluates their effectiveness under identical conditions, highlighting their potential as sustainable, cost-effective solutions for rural communities. The findings aim to inform local defluoridation strategies, contributing to global efforts to ensure safe drinking water access. Closing this gap may result in the creation of locally appropriate and reasonably priced defluoridation methods, especially in rural areas with limited access to cutting edge water treatment technologies. Therefore, this study aimed at

  • i To evaluate the effectiveness of activated carbon derived from CBs and CSs in removing fluoride from water.

  • ii To optimize the adsorption conditions (dosage, contact time, pH, and initial fluoride concentration) using Response Surface Methodology (RSM).

  • iii To evaluate the adsorption capacities of animal bone char and CS charcoal adsorbents under identical experimental conditions for defluoridation.

Water sample collection and analysis

Three grab samples were collected from three different boreholes in Nduruma Ward, Arumeru District, Arusha Region, Tanzania (coordinates: 3.491111°S, 36.8812222°E). Pre-cleaned 2-L polypropylene bottles were used for sample collection due to their chemical inertness, which prevents leaching or contamination of the groundwater samples. Before collection, the boreholes were flushed for approximately 5 min to remove stagnant water and obtain representative samples of fresh groundwater. The samples were then immediately preserved at 4 °C in sampling kits to minimize microbial activity and chemical changes, ensuring the integrity of the water's physicochemical properties. The samples were then immediately transported to the Water Institute laboratory in Dar es Salaam for further analysis.

Sample analysis

The water samples were analyzed for pH, electrical conductivity, turbidity, fluoride, carbonates, and sodium following APHA Standard Methods (APHA 2005). The pH and fluoride concentrations were measured using a pH/ISE meter (H1 98402) with a fluoride ion-selective electrode (Method 4500-FC), ensuring precise detection of hydrogen ion activity and fluoride levels. Turbidity was determined using a calibrated Turbidimeter (Method 2130 B), which measures water cloudiness by detecting light scattering. Electrical conductivity was measured using a conductivity meter (Method 2510 B), which assesses the ability of water to conduct electric current. Carbonate concentrations were determined through acid–base titration (Method 2320 B), while sodium levels were quantified using flame photometry (Method 3500-Na B) or ion-selective titration, depending on the specific analytical requirements. All procedures adhered to the APHA standard methods for water and wastewater analysis to ensure the accuracy and reliability of the results (Federation and Association 2005).

Materials and chemicals

The CSs were collected from local fruit markets in Dar es Salaam, Tanzania, while the CBs were collected from various butchers in Dar es Salaam. The solutions, reagents of sodium hydroxide and sulfuric acid were analytical grade, and apparatus used during sample analysis and calibration were analytical grade and acquired from Tecno Net Scientific Ltd, a chemical supplier in Dar es Salaam. The simulated water sample containing the desired levels of F was prepared by adding 2.21 g of sodium fluoride to 1 L of distilled water in a flask. Furthermore, the solutions of sodium hydroxide (0.1 M) and sulfuric acid (0.1 M) used in adjusting pH were also prepared using distilled water. All solutions were prepared with double distilled water produced by the Water Institute's laboratory.

Preparation of activated carbon powder from CS and cow bones

The preparation of activated carbon from CS and CB followed standard procedures for biomass preparation from carbon rich materials (Shahid et al. 2020; Huang et al. 2022).The CS were cleaned using distilled water then exposed in a sunlight for one day to remove any moisture (Figure 1). The CS were thereafter grounded into smaller pieces then placed in an oven for carbonization at different temperature of 300, 500, and 700 °C for 1 h. The carbonized samples were left to cool to room temperature and then cleanly washed using 0.05 N of sulfuric acid followed by distilled water to remove traces of acid. The sample were left to dry before being dried and then ground in a Retsch processor (Model RETSCH GmhH, 5657 HAAN, Germany). The CB on the other end were cleaned with distilled water, dried in sunlight for 1 day and then placed directly in a furnace where it was carbonized at different temperature of 300, 500, and 700 °C. The carbonization was conducted in absence of oxygen, to prevent sample from oxidation. The samples of CS and CB were sieved through a cross-section size of 1.0 mm to ensure uniformity in surface area for adsorption. Finally, the prepared AC were subjected to proximate analysis including moisture content (MC), ash content (AC), volatile matter (VM), and fixed carbon (FC).
Figure 1

Preparation of activated carbon from CB and CS.

Figure 1

Preparation of activated carbon from CB and CS.

Close modal

Proximate analysis

The MC, VM, AC, and FC of activated from both CS and CB were determined through a series of steps. Three petri dishes were pre-weighed (W1), then pre-heated at 105 °C for 30 min. One-gram samples carbonized at 300, 500, and 700 °C, dried at 105 °C for 2 h, and weighed (W2) to calculate MC using Equation (1). For AC, 1 g of samples carbonized at 300, 500, and 700 °C were heated in a muffle furnace at 550 °C for 4 h, and the mass after heating was recorded (W3) to measure the inorganic residue. Determination of VM involved heating 1 g samples carbonized at 300, 500, and 700 °C in a muffle furnace at 900 °C for 7 min. Finally, the FC of samples carbonized at 300, 500, and 700 °C was calculated using the Equation (4). The process involved careful weighing, carbonization at specific temperatures, controlled heating, and calculations based on weight changes (Jemal et al. 2019). The best AC carbon for further investigation was selected based on the percentage of FC produced.
(1)
(2)
(3)
(4)
where W1,W2 and Ws are the weight of the sample before drying after drying, and sample in g.

Analysis of chemical composition of adsorbent

The chemical composition of the adsorbents (CB and CS) was determined using X-ray fluorescence spectroscopy (XRF) (model: Bruker AXS S8). XRF analysis was performed to quantify the elemental composition of the adsorbents, focusing on key elements such as CaO and P₂O₅ in CB and CaO and K₂O in CS. The elemental changes before and after fluoride adsorption were analyzed to identify the mechanisms involved in fluoride binding. The crystallographic structure of the adsorbents was examined using X-ray diffraction (XRD) (model: Bruker AXS D2) with Cu Kα radiation (λ = 1.5406 Å). XRD patterns were recorded over a 2θ range of 10°–80° to identify crystalline phases in CB and the amorphous nature of CS. For CB and CS characteristic hydroxyapatite peaks were evaluated before adsorption, and post-adsorption changes were analyzed to confirm the adsorption reaction.

Statistical experiment design

To investigate and optimize the influential study parameters (dosage, water pH, treatment time and initial fluoride concentration) as well as to obtain a mathematical relationship with prediction capability the Box–Behnken Design (BBD) of the Response Surface Method (RSM) was applied (Table 1). The BBD have the advantage of a fewer numbers of experiments and does not contain combinations for which factors are simultaneously at their highest or lowest levels, avoiding experiments performed under extreme conditions that may cause unsatisfactory results unlike other designs such as CCD, D-optimal design (DOP), and full factorial design (FFD) (Chelladurai et al. 2021). The four factorials (k) in three levels and five number of central points (C) yielded a total of 29 experiments (N) as calculated using Equation (5) (Sankha 2016).
(5)
Table 1

The actual and coded levels of independent variables in BBD

Operational parameters
Range of actual coded variables
FactorVariablesUnitLow (−1)Medium (0)High (1)
Dosage 0.50 5.25 10.00 
Time min 10 65.00 120 
pH – 6.50 10 
Conc mg/L 10 
Operational parameters
Range of actual coded variables
FactorVariablesUnitLow (−1)Medium (0)High (1)
Dosage 0.50 5.25 10.00 
Time min 10 65.00 120 
pH – 6.50 10 
Conc mg/L 10 

Fluoride removal by CB and CS experiments

The adsorption of fluoride onto CS and CB was investigated using a 1 L beaker in a batch process. Experiments were conducted by varying the operational parameters, as detailed in Table 3. A specific amount of adsorbent (0.5–10 g) was added to the beaker containing desirable concentration of fluoride at a range of 2–10 mg/L. Thereafter, the pH of the solution was adjusted with either 0.1 M NaOH or 0.1 M H₂SO₄. The solution was continuously mixed using a magnetic stirrer at a constant 200 rate per minute (rpm) to ensure a homogenous mixing during reaction. At the end of each experiment, 15 mL of the solution was withdrawn from the reactor and filtered through a 45 μm diameter syringe filter. The fluoride concentration in the supernatant was then measured using a pH/ISE meter with a fluoride electrode. The amount of fluoride adsorbed by AC at equilibrium and at specific time points was calculated using Equations (6) and (7).
(6)
(7)
where Co, Ct, and Ce are the initial concentrations of fluoride, concentration at certain specified time and concentration at equilibrium (mg/L); V is the volume of water sample (L); m is the mass of adsorbent (dosage) used (g).

Data analysis

To validate the quadratic model, the ANOVA and regression were used as revealed by indicators, such as the F-value, P-value R2 and adjusted R2, to obtain the least square fit and interaction between variables and response for all the data reported in Table 2. The 2D plots on the effects of individual factors were plotted using Origin Pro 9. The three-dimensional (3D) plots that were used for explaining the combined effect of parameters on the reduction of TB and COD were generated using Design Expert 11. The statistical significance of the model and the factors involved were examined using F-value and P-value at 95% confidence level.

Table 2

Proximate analysis of activated carbons from CB and CS

FeedstockTemp. (°C)MC (%)VM (%)AC (%)FC (%)
CB 300 8.20 20.60 12.50 56.70 
500 4.80 12.50 15.70 70.82 
700 3.20 9.80 22.61 63.50 
CS 300 11.40 28.70 5.00 52.00 
500 4.82 18.51 8.20 66.50 
700 2.80 7.40 13.25 75.00 
FeedstockTemp. (°C)MC (%)VM (%)AC (%)FC (%)
CB 300 8.20 20.60 12.50 56.70 
500 4.80 12.50 15.70 70.82 
700 3.20 9.80 22.61 63.50 
CS 300 11.40 28.70 5.00 52.00 
500 4.82 18.51 8.20 66.50 
700 2.80 7.40 13.25 75.00 
Table 3

Actual and predicted removal efficiency of fluoride by CB and CS at different operating conditions

TimeConc.CB removal (%)
CS removal (%)
S/NDose gminpH.mg/LActualPredictedActualPredicted
10 120 6.5 54 52 60 57 
5.25 65 6.5 94 96 90 89 
10 65 55 55 70 65 
5.25 65 6.5 98 95 92 89 
5.25 65 6.5 96 93 90 89 
0.5 10 6.5 50 52 52 52 
0.5 65 6.5 58 55 83 81 
10 65 6.5 52 53 84 92 
10 10 6.5 50 50 68 62 
10 0.5 65 6.5 10 62 60 58 55 
11 5.25 120 6.5 66 66 95 93 
12 5.25 65 6.5 94 95 88 89 
13 5.25 120 10 65 64 54 55 
14 5.25 65 10 66 64 51 50 
15 5.25 65 10 64 66 85 83 
16 0.5 120 6.5 58 58 59 62 
17 10 65 10 53 52 50 49 
18 10 65 6.5 10 54 56 42 50 
19 5.25 65 10 10 60 60 52 49 
20 0.5 65 48 49 48 47 
21 5.25 65 6.5 95 94 86 89 
22 5.25 10 6.5 10 66 67 57 57 
23 0.5 65 10 65 66 58 61 
24 5.25 10 54 54 49 53 
25 5.25 10 10 58 56 53 55 
26 5.25 65 49 49 85 84 
27 5.25 10 6.5 45 44 80 80 
28 5.25 120 6.5 10 50 52 50 48 
29 5.25 120 52 53 57 59 
TimeConc.CB removal (%)
CS removal (%)
S/NDose gminpH.mg/LActualPredictedActualPredicted
10 120 6.5 54 52 60 57 
5.25 65 6.5 94 96 90 89 
10 65 55 55 70 65 
5.25 65 6.5 98 95 92 89 
5.25 65 6.5 96 93 90 89 
0.5 10 6.5 50 52 52 52 
0.5 65 6.5 58 55 83 81 
10 65 6.5 52 53 84 92 
10 10 6.5 50 50 68 62 
10 0.5 65 6.5 10 62 60 58 55 
11 5.25 120 6.5 66 66 95 93 
12 5.25 65 6.5 94 95 88 89 
13 5.25 120 10 65 64 54 55 
14 5.25 65 10 66 64 51 50 
15 5.25 65 10 64 66 85 83 
16 0.5 120 6.5 58 58 59 62 
17 10 65 10 53 52 50 49 
18 10 65 6.5 10 54 56 42 50 
19 5.25 65 10 10 60 60 52 49 
20 0.5 65 48 49 48 47 
21 5.25 65 6.5 95 94 86 89 
22 5.25 10 6.5 10 66 67 57 57 
23 0.5 65 10 65 66 58 61 
24 5.25 10 54 54 49 53 
25 5.25 10 10 58 56 53 55 
26 5.25 65 49 49 85 84 
27 5.25 10 6.5 45 44 80 80 
28 5.25 120 6.5 10 50 52 50 48 
29 5.25 120 52 53 57 59 

Proximate analysis of CB- and CS-derived activated carbon

The proximate analysis data for activated carbon derived from CB and CS at varying temperatures (300, 500, and 700 °C) reveals expected trends based on the thermal decomposition and carbonization processes (Table 2). As the temperature increases, the MC and VM decreased, due to the progressive drying and devolatilization of the precursor materials. Conversely, the AC and FC percentages increased, with the former attributed to the concentration of inorganic minerals and the latter resulting from the enrichment of the carbonaceous residue. For CB, the maximum FC of 70.8% was observed at 500 °C, while CS showed its highest FC of 75% at 700 °C, indicating optimal carbonization at this temperature. Higher activation temperatures for CS (700 °C) promote more extensive carbonization and graphitization, leading to a higher carbon content (88.2%) compared to CB (82.5% at 500 °C). Conversely, CB displayed higher AC (8.4%) than CS (6.3%), likely due to the mineral components in bones. The decrease in MC (from 8.2 to 3.7% for CB, and 11.4 to 3.6% for CS) and VM (from 22.6 to 10.2% for CB, and 28.7 to 9.4% for CS) with increasing temperature are consistent with the devolatilization and thermal decomposition of the precursor materials (Ebelegi et al. 2022).

Chemical characterization of CB and CS adsorbents

XRF analysis of adsorbent composition

The XRF analysis of bone char (CB) and CS reveals notable differences in their elemental composition, reflecting their respective structural and chemical characteristics (the data are provided in Supplementary material). CB demonstrates a high content of calcium oxide (CaO, 43.0%) and phosphorus pentoxide (P₂O₅, 51.6%), which are key indicators of the presence of hydroxyapatite (Singh et al. 2020). This composition is well-suited for fluoride removal through ion exchange and precipitation mechanisms. In contrast, CS contains lower CaO (28.7%) but a significant proportion of potassium oxide (K₂O, 31.5%), which indicates the potential for surface complexation and electrostatic interactions during fluoride adsorption (Araga et al. 2019).

Post-adsorption XRF analysis highlights critical compositional shifts in both adsorbents. In CB, CaO increases to 46.8%, while P₂O₅ decreases to 48.8%, signifying the formation of fluorapatite (Ca₁₀(PO₄)₆F₂). This transformation confirms that fluoride ions replace hydroxyl ions in the hydroxyapatite lattice. For CS, a slight increase in CaO (to 29.8%) and K₂O (to 31.8%) indicates surface adsorption of fluoride ions, likely mediated by metal oxides (Shahid et al. 2020). These findings align with previous studies that demonstrated the critical role of CaO and K₂O in enhancing fluoride adsorption capacity (Araga et al. 2019).

XRD analysis of adsorbents structure

The XRD pattern of CB exhibits well-defined peaks characteristic of hydroxyapatite, with strong reflections at 2θ ≈ 32°–34° (Figure 2(a) and 2(b)). This confirms its crystalline nature, which is crucial for effective fluoride adsorption through ion exchange. Conversely, the XRD pattern of CS displays a broad peak at 2θ ≈ 22°, indicative of its predominantly amorphous carbon structure (Figure 2(c) and 2(d)). The amorphous nature of CS facilitates adsorption through surface interactions and electrostatic binding.
Figure 2

The XRD for the CB and CS adsorbents before and after fluoride adsorption.

Figure 2

The XRD for the CB and CS adsorbents before and after fluoride adsorption.

Close modal

Significant structural changes are observed post-adsorption for both adsorbents. In CB, the intensities of hydroxyapatite peaks increase (from ∼120 to ∼160 units at 2θ ≈ 32°–34°), reflecting its transformation to fluorapatite. This result validates the ion exchange mechanism, where fluoride ions replace hydroxyl ions in the crystal lattice. For CS, the broad amorphous carbon peak at 2θ ≈ 22° decreases in intensity (from ∼170 to ∼105 units) and broadens slightly, indicating fluoride incorporation into its carbonaceous matrix. These transformations are consistent with findings by Shahid et al. (2020) and Araga et al. (2019) who highlighted similar structural modifications during fluoride adsorption.

Adsorption of fluoride by activated carbon

The data demonstrates that activated carbon derived from CB effectively adsorbs fluoride from aqueous solutions (Table 3). Fluoride removal efficiency ranged from 48 to 98%, with the highest efficiency achieved at a dose of 5.25 g, contact time of 65 min, pH 6.5, and initial fluoride concentration of 6 mg/L. Generally, higher doses improved adsorption performance, as evidenced by the comparison between 0.5 and 10 g doses. Longer contact times also enhance efficiency, demonstrated by an increase from 50 to 54% removal when extending time from 10 to 120 min at 10 g dose. The enhanced removal efficiency is attributable to the increased availability of active adsorption sites and sufficient time for adsorption to reach equilibrium (Pourhakkak et al. 2021). Additionally, the data points at pH 3 (S/N 3, 14, 20, and 26) exhibit lower removal efficiencies, which aligns with the expected trend of reduced adsorption at highly acidic conditions due to changes in surface charges and fluoride speciation. Higher initial fluoride concentrations (10 mg/L) in S/N 10, 15) generally result in lower removal efficiencies due to the saturation of available active sites (El Messaoudi et al. 2024).

The results showed that activated carbon derived from CS effectively removes fluoride, with removal rates varying between 42 and 95%. The highest removal (95%) occurs in experiment 11, using 5.25 g of dose, 120 min of contact time, pH 6.5, and 2 mg/L of initial concentration. The lowest removal (42%) is observed in experiment 18, with 10 g dose, 65 min, pH 6.5, and 10 mg/L concentration. This suggests that CS performs better at lower fluoride concentrations. Dose and contact time also influence performance, as seen in experiments 6 and 1, where increasing dose from 0.5 to 10 g at 120 min improves removal from 52 to 60%, similar trend as in CB. Notably, CB consistently exhibited slightly higher removal efficiencies compared to CS under similar experimental conditions, as evident from data points like S/N 1 (CB: 54%, CS: 60%), S/N 4 (CB: 98%, CS: 92%), and S/N 8 (CB: 52%, CS: 84%). This may be due to higher density of active adsorption sites of CB or more favorable surface properties for fluoride adsorption. The agreement between predicted and actual removal efficiencies for both adsorbents indicate the reliability of the predictive models.

Evaluation of data

The Analysis of Variance (ANOVA) presents the results of a factorial experimental design to investigate the effects of various factors on the removal of fluoride from water using CS) and CB as adsorbents (Table 4). For the CS model, the highly significant Model F-value of 27.36 (p-value < 0.0001) indicates that the model is statistically significant and can adequately explain the variation in the CS response. The factor D-Conc, exhibits the highest F-value of 166.59 (p-value < 0.0001), suggesting a substantial influence on the CS response. Additionally, the interactive effect AC and the quadratic term C2 are also significant contributors to the model (F-value > 1, p-value < 0.05). The non-significant Lack of Fit (p-value = 0.065) confirms that the model fits the data adequately. For the CB model, the Model F-value of 129.53 and p-value < 0.0001 and the non-significant Lack of Fit (p-value = 0.3465) confirms the model's adequate fit to the data. Several factors exhibit significant effects, including dose, pH, concentration, and the interactive effect BC (F-value > 1, p-value < 0.05). The high R-squared values of 0.92 and 0.98 for the CS and CB models, respectively, indicate a good fit of the models to the experimental data, suggesting that the models can effectively predict the removal of fluoride from water using CB and CS as adsorbents (Chelladurai et al. 2021).

Table 4

The ANOVA results data for the fluoride removal by CB and CS

CS
CB
SourceF-valuep-valueF-valuep-value
Model 27.36 <0.0001 129.53 <0.0001 Significant 
A-Dose 1.24 0.2847 11.06 0.005  
B-Time 1.02 0.329 10.12 0.0067  
C-pH 0.21 0.66 35.16 <0.0001  
D-Conc 166.59 <0.0001 12.05 0.0037  
AB 2.81 0.1156 1.00 0.3334  
AC 11.15 0.0049 22.65 0.0003  
AD 3.14 0.0984 0.251 0.6242  
BC 0.59 0.4521 5.08 0.0407  
BD 5.93 0.0289 85.89 <0.0001  
CD 0.0001 0.999 27.67 0.0001  
A² 77.4 <0.0001 769.52 <0.0001  
B² 75.65 <0.0001 691.94 <0.0001  
C² 105.37 <0.0001 526.96 <0.0001  
D² 5.83 0.03 505.22 <0.0001  
Lack of Fit 5.1 0.0653 1.59 0.3465 Not significant 
R2  0.96  0.99  
Adj. R2  0.92  0.98  
Pred. R2  0.80  0.96  
CS
CB
SourceF-valuep-valueF-valuep-value
Model 27.36 <0.0001 129.53 <0.0001 Significant 
A-Dose 1.24 0.2847 11.06 0.005  
B-Time 1.02 0.329 10.12 0.0067  
C-pH 0.21 0.66 35.16 <0.0001  
D-Conc 166.59 <0.0001 12.05 0.0037  
AB 2.81 0.1156 1.00 0.3334  
AC 11.15 0.0049 22.65 0.0003  
AD 3.14 0.0984 0.251 0.6242  
BC 0.59 0.4521 5.08 0.0407  
BD 5.93 0.0289 85.89 <0.0001  
CD 0.0001 0.999 27.67 0.0001  
A² 77.4 <0.0001 769.52 <0.0001  
B² 75.65 <0.0001 691.94 <0.0001  
C² 105.37 <0.0001 526.96 <0.0001  
D² 5.83 0.03 505.22 <0.0001  
Lack of Fit 5.1 0.0653 1.59 0.3465 Not significant 
R2  0.96  0.99  
Adj. R2  0.92  0.98  
Pred. R2  0.80  0.96  

The predicted versus actual plots for the removal of fluoride from water using CB and CS as adsorbents both show a strong agreement between the predicted and actual values (Figure 3(a) and 3(b)). In the CB plot, the data points closely follow the diagonal line, indicating an accurate prediction by the model with no significant deviations or clustering away from the diagonal (Chelladurai et al. 2021). Similarly, in the CS plot, the data points are evenly distributed around the diagonal line without any noticeable patterns or deviations, suggesting that the model accurately predicts the removal of fluoride using CS as an adsorbent (Karimifard & Moghaddam 2018). The close alignment of data points with the diagonal line in both plots further indicates that the models accurately predict the removal of fluoride, and the data can be considered valid based on these predicted versus actual plots.
Figure 3

Predicted against actual percentage fluoride removal by (a) CB and (b) CS.

Figure 3

Predicted against actual percentage fluoride removal by (a) CB and (b) CS.

Close modal

Model equations developed

To assess the validity of experimental results obtained during operation factor optimization, the data were analyzed using a second-order quadratic polynomial model. This model, represented by Equation (9), was employed to establish relationships between the independent variables and the observed responses. This approach allows for a mathematical description of how different operational factors interact and influence the outcomes, enabling more accurate predictions and optimization of the process (Khedmati et al. 2017)
(8)
where Y is the dependent variable (F reduction in percentage %), bo, bi, bii, and bij are constant coefficients of intercept, linear, quadratic, and interactive terms, respectively, and Xi and Xj represent the independent variables (CB and CS dosage, initial pH and treatment time) e is the error, and k is the number of variables.
The adsorption process on the removal of fluoride depends on the individual and combining effects of several parameters such as reaction time, pH and dosage. The actual model equations as developed by the model was found to be of the second-order polynomial equations indicating the effects of the factors on the fluoride removal efficiencies by the CB and CS, respectively are given in Equations (9) and (10), respectively.
(9)
(10)

Effects of individual operating factors on adsorption process

Figure 4(a) indicates the effects of adsorbent, for both CB and CS, the removal efficiency increases sharply with increasing adsorbent dose up to around 6–8 g, likely due to the greater availability of active adsorption sites. Beyond 8 g, the removal efficiency plateaued and slightly decreased, possibly due to overlapping adsorption sites, particle aggregation, and reduced effective surface area. CB exhibited a higher maximum removal efficiency (∼90%) compared to CS (∼85%), suggesting that CB possesses a higher density of active sites or more favorable surface properties for fluoride adsorption (Singh et al. 2020).
Figure 4

2D plots showing effect of individual operating factors on the removal of fluoride from aqueous solution: (a) effect of dose; (b) effect of treatment time; (c) effect of pH; and (d) effect of initial fluoride concentration.

Figure 4

2D plots showing effect of individual operating factors on the removal of fluoride from aqueous solution: (a) effect of dose; (b) effect of treatment time; (c) effect of pH; and (d) effect of initial fluoride concentration.

Close modal

Figure 3(b) shows the effect of contact time on fluoride removal efficiency. Both adsorbents experienced a rapid initial increase in removal efficiency within the first 60–80 min, which is attributed to the abundance of vacant active sites on fresh adsorbents, promoting rapid adsorption kinetics (Scheufele et al. 2020). After this period, the removal rate slowed significantly as the process approached equilibrium. This could be due to saturation of active sites, formation of a boundary layer around the adsorbent particles, and increased difficulty for fluoride ions to diffuse to the remaining active sites (Wang & Guo 2023). CS reached equilibrium faster than CB, suggesting more favorable adsorption kinetics for CS compared to CB.

The influence of initial pH on fluoride removal efficiency is indicated by Figure 4(c). Both CB and CS exhibited a bell-shaped curve, with maximum removal occurring around pH 5–7. This behavior can be explained by the pH-dependent surface charge of the adsorbents and the speciation of fluoride ions in solution (Dotto & McKay 2020). At low pH < 5, the adsorbent surfaces may become positively charged, repelling the negatively charged fluoride ions and leading to lower removal efficiency. At high (pH > 8), the presence of hydroxide ions can lead to the formation of weakly adsorbing fluoride complexes, reducing the availability of free fluoride ions for adsorption (Dehghani et al. 2018). The slightly higher maximum removal efficiency of CB compared to CS within the optimal pH range further revealed the higher proportion of active sites or functional groups such as indicated by the chemical composition of the materials (Jemal et al. 2019).

Figure 4(d) illustrates the effect of initial fluoride concentration on removal efficiency. CB demonstrated superior performance, with its efficiency rising from ∼75% at 2 mg/L to a peak of ∼95% at 6–8 mg/L, followed by a slight decline at higher concentrations. This suggests CB has optimal adsorption capacity in the mid-range concentrations. In contrast, the removal efficiency of CS decreased with increasing initial fluoride concentration, at lower concentrations (<4 mg/L) there is highest removal efficiency of 98% that decreased to <60% at 10 mg/L. This indicates CS may become saturated more quickly or have limited adsorption sites compared to CB. The higher efficiency of CB can be attributed to its higher calcium content, which enhances fluoride adsorption through ion exchange mechanisms (Amit et al. 2011). The CB sustained high efficiency across a broader range makes it potentially more suitable for fluoride removal applications, especially at moderate to high fluoride concentrations, while CS may be more effective for low-concentration scenarios.

Effect of combined operating factors on adsorption

The 3D surface plots provide valuable insights into the interactive effects of various factors on the removal of fluoride using CB and CS as adsorbents (Figure 5). For CB and CS, respectively, the interaction between time and dose Figure 5(a) and 5(b), reveals a synergistic effect, where higher doses reaching maximum at 4.6 and 5.3 g for CB and CS and longer treatment times of 65 min led to increased fluoride removal efficiency to 95 and 85%, respectively. This trend is attributed to the increased availability of active adsorption sites on the CB and CS surfaces and the enhanced mass transfer of fluoride ions with extended contact time and higher adsorbent dosage (Bhamare et al. 2022).
Figure 5

3D plots showing interactive effect of operating factors on the removal of fluoride from aqueous solution: (a) dose and treatment time by CB; (b) dose and treatment time by CS; (c) pH and concentration by CB; (d) pH and concentration by CS; (e) pH and treatment time by CB; and (f) pH and treatment time by CS.

Figure 5

3D plots showing interactive effect of operating factors on the removal of fluoride from aqueous solution: (a) dose and treatment time by CB; (b) dose and treatment time by CS; (c) pH and concentration by CB; (d) pH and concentration by CS; (e) pH and treatment time by CB; and (f) pH and treatment time by CS.

Close modal

Figure 5(c) and 5(d) show the interaction between pH and initial fluoride concentration. At low pH (3–4) and high fluoride concentrations (8–10 mg/L), CB achieved optimal removal (∼98%), with decreasing performance at higher pH values. Conversely, CS performed optimally in the mid-range pH (5–7) and higher concentrations, though its efficiency dropped sharply at extreme pH levels. CB performed better in acidic environments, while CS exhibited greater versatility across typical natural water pH ranges.

Figure 5(e) and 5(f) presents the effect of pH and treatment time. CB shows a maximum removal efficiency of about 100% at pH 6–8 and contact times of 65–120 min. Its effectiveness decreased rapidly at lower pH levels and shorter contact times. CS demonstrated a maximum removal efficiency of approximately 90% under similar optimal conditions (pH 6–8, 65–120 min contact time). This is attributed to the increased availability of active adsorption sites on the CS surface at acidic conditions, as well as the prolonged contact time, allowing for more effective diffusion and adsorption of fluoride ions. CS exhibited a more gradual decline in efficiency as conditions deviate from the optimum, particularly maintaining better performance at lower pH levels compared to CB. Both adsorbents exhibited better performance at longer contact times, but CB showed greater sensitivity to pH changes, whereas CS maintained more consistent performance across varying conditions.

Operating factors optimization and treatment of real groundwater samples

The optimization of operating factors for maximum fluoride removal was determined using numerical optimization based on BBD–RSM. The primary objective was to maximize fluoride removal efficiency at predetermined conditions. The initial fluoride concentration, solution pH, and adsorbent dose were kept within the experimental range, while fluoride removal was set to maximum. The fluoride removal of 90% was predicted at dose 3.9 g, 57 min treatment time, pH 7 and initial concentration of 3.2 mg/L for CS adsorbent. Meanwhile, the fluoride removal of 98% was predicted at dose 5 g, 67 min treatment time, pH 6.8 and initial concentration of 8.00 mg/L for CB adsorbent. At a predetermined conditions the CB attained 95% fluoride removal while CS removed fluoride by 88% showing good agreement of the models (Table 5).

Table 5

Predicted and actual removal of fluoride by CS and CB at optimized operating conditions

AdsorbentDoseTimepHConcPred (%)Actual (%)GWaGWbGWc
CS 3.90 57 7.00 3.20 90 88 90 93 90 
CB 5.00 67 6.80 8.00 98 95 96 95 91 
AdsorbentDoseTimepHConcPred (%)Actual (%)GWaGWbGWc
CS 3.90 57 7.00 3.20 90 88 90 93 90 
CB 5.00 67 6.80 8.00 98 95 96 95 91 

aInitial fluoride concentration of groundwater (7 mg/L).

bInitial fluoride concentration of groundwater (4 mg/L).

cInitial fluoride concentration of groundwater (9 mg/L).

The optimized conditions were further validated using real groundwater samples collected from Arusha, Tanzania. The three groundwater samples collected and analyzed showed varying fluoride concentrations 7 mg/L (pH 7.8), 4 mg/L (pH 6.8), and 9 mg/L (pH 7.5) for groundwater samples 1, 2, and 3. Additional physicochemical parameters were measured but are not included in this study. When applied to these samples, CB achieved a 96, 95, and 91% fluoride reduction, while CS achieved 90, 93, and 90% demonstrating the practical applicability of both adsorbents in treating real-world water samples.

Adsorption isotherm

The adsorption equilibrium data for fluoride removal by CB and CS were fitted to the Langmuir and Freundlich models. The Langmuir model (Equation (11)) assumes monolayer adsorption on identical sites, indicating a maximum fluoride binding capacity, which is critical for optimizing the dosage of these adsorbents (Lakhanpal et al. 2021). The Freundlich model on the other hand (Equation (12)), describes adsorption on heterogeneous surfaces, allowing for multilayer adsorption and highlighting variability in adsorption capacity (Al-Ghouti & Da'ana 2020).
(11)
(12)
The data showed that both CB and CS fit well with both models, as evidenced by high R² values (>0.98) (Table 6). For CB, the Langmuir adsorption capacity (qm) was 9.09 mg/g, demonstrating its higher potential for fluoride removal compared to CS, which exhibited a lower qm of 4.55 mg/g (Figure 6). This difference is attributed to the higher calcium oxide (CaO) content and the hydroxyapatite structure in CB, facilitating ion exchange mechanisms. The transformation of hydroxyapatite to fluorapatite, as revealed by XRD, strongly supports the Langmuir model's assumption of specific binding sites. In contrast, CS showed a higher Langmuir constant (KL = 1.22 L/mg), reflecting stronger adsorbent–adsorbate interactions, making it more effective at lower fluoride concentrations (Al-Ghouti & Da'ana 2020).
Table 6

Langmuir and Freundlich models adsorption parameters for BP and CS on fluoride reduction

AdsorbentLangmuir
Freundlich
R2qm (mg/g)RLKL (L/mg)R2KF (L/g)n
CB 0.97 9.09 0.49 0.17 0.98 2.45 0.826 
CS 0.99 4.55 0.12 1.22 0.99 18.55 1.785 
AdsorbentLangmuir
Freundlich
R2qm (mg/g)RLKL (L/mg)R2KF (L/g)n
CB 0.97 9.09 0.49 0.17 0.98 2.45 0.826 
CS 0.99 4.55 0.12 1.22 0.99 18.55 1.785 
Figure 6

Adsorption isotherm linear plots for the following: (a) Langmuir model for CB; (b) Freundlich model for CB; (c) Langmuir model for CS; and (d) Langmuir model for CS, on fluoride removal.

Figure 6

Adsorption isotherm linear plots for the following: (a) Langmuir model for CB; (b) Freundlich model for CB; (c) Langmuir model for CS; and (d) Langmuir model for CS, on fluoride removal.

Close modal

The Freundlich model revealed a higher adsorption capacity constant (KF) for CS (18.55) than CB (2.45), indicating that CS is better suited for heterogeneous adsorption. This heterogeneity is supported by the amorphous carbon structure observed in CS's XRD pattern, which provides diverse binding sites for fluoride ions. Additionally, the Freundlich n values for both adsorbents were within the favorable range (1 < n < 10), with CS showing a higher value (n = 1.785), suggesting more favorable adsorption conditions for CS compared to CB (n = 0.826) (Al-Ghouti & Da'ana 2020). The results suggest that BC, with its higher Langmuir adsorption capacity, is ideal for treating high-fluoride waters, while CS is more effective in environments with lower fluoride concentrations due to its stronger adsorbent–adsorbate interactions. These findings highlight the distinct strengths of each adsorbent, allowing for their targeted application based on water fluoride levels.

Kinetic adsorption process

The kinetic data for fluoride removal by CB and CS were analyzed using three models: pseudo-first-order (PFO) (Equation (13)), pseudo-second-order (PSO) (Equation (14)), and intraparticle diffusion model (IDM) (Equation (15)). PFO assumes adsorption rate is proportional to available sites, simulating rapid initial uptake. PSO considers rate proportional to the square of available sites, often indicating chemisorption. IDM explores diffusion-controlled processes within porous adsorbents. These models were selected as they are sufficient in providing insights into adsorption mechanisms, rate-limiting steps, and adsorbent characteristics, crucial for optimizing water treatment processes and predicting performance under various conditions.
(13)
(14)
(15)

K1, K2, and Kin are the PFO kinetic rate constant (h−1), PSO rate constant (gmg−1min−1), and IDF kinetic rate constant (gmg−1 h−0.5), respectively, and C is the boundary layer thickness.

Both CB and CS showed excellent agreement with the PSO model (R² > 0.99), indicating chemisorption as the primary adsorption mechanism (Table 7 and Figure 7). The calculated equilibrium adsorption capacities (qe) from the PSO model were 1.05 mg/g for CB and 1.16 mg/g for CS, closely matching experimental values, validating the model's reliability (Wang & Guo 2020). The chemisorption process in CB is consistent with the ion exchange mechanism highlighted in XRF and XRD results, while in CS, it aligns with fluoride interactions with surface functional groups.
Table 7

The PFO, PSO and IPD adsorption kinetic data for the removal of fluoride by CB and CS

PFO
PSO
IPD
Adsorbentqe.Exp (mg/g)R2qe calc (mg/g)K1 (min−1)R2qe.calcK2R2Kint g/mg·minY
CB 1.05 0.988 0.372 −0.058 0.99 1.05 0.30 0.959 0.04 0.69 
CS 1.08 0.996 0.567 −0.061 0.99 1.16 0.20 0.966 0.05 0.64 
PFO
PSO
IPD
Adsorbentqe.Exp (mg/g)R2qe calc (mg/g)K1 (min−1)R2qe.calcK2R2Kint g/mg·minY
CB 1.05 0.988 0.372 −0.058 0.99 1.05 0.30 0.959 0.04 0.69 
CS 1.08 0.996 0.567 −0.061 0.99 1.16 0.20 0.966 0.05 0.64 
Figure 7

Adsorption kinetic linear plots for the following: (a) pseudo-first-order kinetics (NLPFO), (b) pseudo-second-order kinetics (NLPSO), and (c) Intraparticle diffusion model for fluoride reduction by CB and CS.

Figure 7

Adsorption kinetic linear plots for the following: (a) pseudo-first-order kinetics (NLPFO), (b) pseudo-second-order kinetics (NLPSO), and (c) Intraparticle diffusion model for fluoride reduction by CB and CS.

Close modal

The PFO model also showed high correlation (R² = 0.988 for BC, 0.996 for CS), with CS exhibiting a slightly higher rate constant (K1 = 0.061 min⁻¹) than CB (K1 = 0.058 min⁻¹). This suggests faster initial adsorption kinetics for CS, possibly due to its highly reactive surface functional groups. However, the PSO model's superior fit indicates that the overall adsorption process is controlled by chemisorption rather than physical adsorption. The IDM analysis revealed significant contributions of intraparticle diffusion to the overall adsorption process. The rate constants for intraparticle diffusion (Kint) were slightly higher for CS (0.05 g/mg·min⁰.⁵) than BC (0.04 g/mg·min⁰.⁵). Additionally, the diffusion layer thickness (Y) was greater for CB (0.69) compared to CS (0.64), suggesting a higher boundary layer effect in CB. This is likely due to CB's denser structure and larger particle size, which may hinder fluoride diffusion compared to the more porous and amorphous CS.

The PSO model's dominance confirms chemisorption as the rate-limiting step in fluoride removal for both adsorbents. CB is better suited for longer-term applications in high-fluoride environments, while CS's faster initial adsorption makes it effective for shorter treatment times or lower fluoride concentrations.

This study investigated and compared the effectiveness of activated carbon derived from CB and CSs for fluoride removal from water in a batch reactor. The BBD was used to optimize operating factors.

  • CBs exhibited higher fluoride adsorption capacities (9.09 mg/g) compared to CS (4.55 mg/g) under optimized conditions.

  • The optimal conditions for fluoride removal by CB were determined to be 5 g adsorbent dose, 67 min of treatment time, pH 6.8, and 8 mg/L initial fluoride concentration, achieving 96% fluoride removal.

  • CS performed better at lower fluoride concentrations, with optimal conditions being 3.9 g dose, 57 min of treatment time, pH 7, and 3.2 mg/L initial fluoride concentration, achieving 90% fluoride removal.

  • XRF and XRD analyses confirm that CB primarily removes fluoride through ion exchange, forming fluorapatite, while CS employs surface complexation facilitated by metal oxides and an amorphous carbon matrix.

  • Both adsorbents followed pseudo-second-order kinetics, indicating chemisorption as the primary mechanism.

  • The findings of this study support the use of locally available adsorbents, such as CB and CS, for cost-effective defluoridation, especially in rural areas.

  • The study recommends using these materials for fluoride removal based on the degree of contamination. However, further research should investigate the regeneration and reusability of these adsorbents to improve their economic viability, evaluating their performance in continuous systems.

The authors acknowledge the Water Quality Laboratory of the Water Institute, (Tanzania) for providing space and facilities for this research work.

No funding was received for this research.

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

The authors declare there is no conflict.

Al-Ghouti
M. A.
&
Da'ana
D. A.
(
2020
)
Guidelines for the use and interpretation of adsorption isotherm models: a review
,
Journal of Hazardous Materials
,
393
,
122383
.
Alhassan
S. I.
,
Huang
L.
,
He
Y.
,
Yan
L.
,
Wu
B.
&
Wang
H.
(
2021
)
Fluoride removal from water using alumina and aluminum-based composites: a comprehensive review of progress
,
Critical Reviews in Environmental Science and Technology
,
51
(
18
),
2051
2085
.
Amit
B.
,
Eva
K.
&
Mika
S.
(
2011
)
Fluoride removal from water by adsorption-A review
,
Chemical Engineering Journal
,
171
(
3
),
811
840
.
doi: 10.1016/j.cej.2011.05.028
.
Ang
W. L.
&
Mohammad
A. W.
(
2020
)
State of the art and sustainability of natural coagulants in water and wastewater treatment
,
Journal of Cleaner Production
,
262
,
121267
.
Araga
R.
,
Kali
S.
&
Sharma
C. S.
(
2019
)
Coconut-shell-derived carbon/carbon nanotube composite for fluoride adsorption from aqueous solution
,
Clean – Soil, Air, Water
,
47
(
5
),
1
9
.
doi:10.1002/clen.201800286
.
Bahrodin
M. B.
,
Zaidi
N. S.
,
Hussein
N.
,
Sillanpää
M.
,
Prasetyo
D. D.
&
Syafiuddin
A.
(
2021
)
Recent advances on coagulation-based treatment of wastewater: transition from chemical to natural coagulant
,
Current Pollution Reports
,
7
(
3
),
379
391
.
Bhamare
P.
,
Bagul
T.
,
More
A.
&
Gadekar
M.
(
2022
). '
Coconut shell derived coal as low-cost adsorbent for the fluoride removal from drinking water
',
IOP Conference Series: Earth and Environmental Science
.
IOP Publishing
, p.
012038
.
Chelladurai
S. J. S.
,
Murugan
K.
,
Ray
A. P.
,
Upadhyaya
M.
,
Narasimharaj
V.
&
Gnanasekaran
S.
(
2021
)
Optimization of process parameters using response surface methodology: a review
,
Materials Today: Proceedings
,
37
,
1301
1304
.
Dar
F. A.
&
Kurella
S.
(
2023
)
Recent advances in adsorption techniques for fluoride removal–an overview
,
Groundwater for Sustainable Development
, 23,
101017
.
Dehghani
M. H.
,
Farhang
M.
,
Alimohammadi
M.
,
Afsharnia
M.
&
McKay
G.
(
2018
)
Adsorptive removal of fluoride from water by activated carbon derived from CaCl₂-modified Crocus sativus leaves: equilibrium adsorption isotherms, optimization, and influence of anions
,
Chemical Engineering Communications
, 205 (7),
955
965
.
doi:10.1080/00986445.2018.1423969
.
Dotto
G. L.
&
McKay
G.
(
2020
)
Current scenario and challenges in adsorption for water treatment
,
Journal of Environmental Chemical Engineering
,
8
(
4
),
103988
.
Ebelegi
A. N.
,
Toneth
E. I.
&
Bokizibe
M. A.
(
2022
)
Determination of physiochemical properties of biosorbents synthesized from water melon rind using microwave assisted irradiation procedure
,
Open Journal of Physical Chemistry
,
12
(
02
),
19
30
.
El Messaoudi
N.
,
Franco
D. S. P.
,
Gubernat
S.
,
Georgin
J.
,
Şenol
Z. M.
,
Ciğeroğlu
Z.
,
Allouss
D.
&
El Hajam
M.
(
2024
)
Advances and future perspectives of water defluoridation by adsorption technology: a review
,
Environmental Research
, 252 (1),
118857
.
Federation
W. E.
&
Association
A.
(
2005
)
Standard Methods for the Examination of Water and Wastewater
.
Washington, DC, USA
:
American Public Health Association (APHA)
, p.
21
.
Huang
L.
,
Luo
Z.
,
Huang
X.
,
Wang
Y.
,
Yan
J.
,
Liu
W.
,
Guo
Y.
,
Arulmani
S. R. B.
,
Shao
M.
&
Zhang
H.
(
2022
)
Applications of biomass-based materials to remove fluoride from wastewater: a review
,
Chemosphere
,
301
,
134679
.
Jemal
F.
,
Hanan
S.
,
Sisay
F.
&
Abebe
W.
(
2019
)
Fluoride removal from aqueous solution onto activated carbon of Catha edulis through the adsorption treatment technology
,
Environmental Systems Research
,
8
(
1
),
1
10
.
doi: 10.1186/s40068-019-0153-1
.
Karimifard
S.
&
Moghaddam
M. R. A.
(
2018
)
Application of response surface methodology in physicochemical removal of dyes from wastewater: a critical review
,
Science of The Total Environment
,
640
,
772
797
.
Khedmati
M.
,
Khodaii
A.
&
Haghshenas
H. F.
(
2017
)
A study on moisture susceptibility of stone matrix warm mix asphalt
,
Construction and Building Materials
,
144
,
42
49
.
http://dx.doi.org/10.1016/j.conbuildmat.2017.03.121
.
Li
H.
,
Jiang
L.
,
Tu
Y.
&
Li
X.
(
2018
)
Application of reverse osmosis in purifying drinking water
,
E3S Web of Conferences
,
38
,
1
6
.
doi: 10.1051/e3sconf/20183801037
.
Ligate
F.
,
Ijumulana
J.
,
Ahmad
A.
,
Kimambo
V.
,
Irunde
R.
,
Mtamba
J.O.
,
Mtalo
F.
&
Bhattacharya
P.
(
2021
)
Groundwater resources in the East African Rift Valley: understanding the geogenic contamination and water quality challenges in Tanzania
,
Scientific African
,
13
,
e00831
.
Ligate
F.
,
Lucca
E.
,
Ijumulana
J.
,
Irunde
R.
,
Kimambo
V.
,
Mtamba
J.
,
Ahmad
A.
,
Hamisi
R.
,
Maity
J. P.
,
Mtalo
F.
&
Bhattacharya
P.
(
2022
)
Geogenic contaminants and groundwater quality around Lake Victoria goldfields in northwestern Tanzania
,
Chemosphere
,
307
,
135732
.
Moran Ayala
L. I.
,
Paquet
M.
,
Janowska
K.
,
Jamard
P.
,
Quist-Jensen
C. A.
,
Bosio
G. N.
,
Mártire
D. O.
,
Fabbri
D.
&
Boffa
V.
(
2018
)
Water defluoridation: nanofiltration vs membrane distillation
,
Industrial and Engineering Chemistry Research
,
57
(
43
),
14740
14748
.
doi:10.1021/acs.iecr.8b03620
.
Nunes
L. A.
,
Silva
M. L. S.
,
Gerber
J. Z.
&
Kalid
R. d. A.
(
2020
)
Waste green coconut shells: diagnosis of the disposal and applications for use in other products
,
Journal of Cleaner Production
,
255
,
120169
.
Nyangi
M. J.
,
Chebude
Y.
&
Kilulya
K. F.
(
2020
)
Fluoride removal efficiencies of Al – EC and Fe – EC reactors : process optimization using Box–Behnken design of the surface response methodology
,
Applied Water Science
, 10 (9),
1
11
.
doi: 10.1007/s13201-020-01297-x
.
Onipe
T.
,
Edokpayi
J. N.
&
Odiyo
J. O.
(
2020
)
A review on the potential sources and health implications of fluoride in groundwater of Sub-Saharan Africa
,
Journal of Environmental Science and Health, Part A
,
55
(
9
),
1078
1093
.
Pourhakkak
P.
,
Taghizadeh
A.
,
Taghizadeh
M.
,
Ghaedi
M.
&
Haghdoust
S.
(
2021
)
Fundamentals of adsorption technology
. In: Ghaedi, M. (ed.)
Interface Science and Technology
,
Cambridge, MA, USA: Elsevier
, pp.
1
70
.
Rego
R. M.
,
Kurkuri
M. D.
&
Kigga
M.
(
2021
)
Sustainable green approaches in sorption-based defluoridation: Recent progress
.
In: Dehghani, M. H. (ed.)
Green Technologies for the Defluoridation of Water
,
Amsterdam, The Netherlands: Elsevier
, pp.
141
174
.
Sankha
B.
(
2016
)
Central composite design for response surface methodology and its application in pharmacy
,
In Response Surface Methodology in Engineering Science, 1–19. London, UK: IntechOpen
.
Scheufele
F. B.
,
Staudt
J.
,
Ueda
M. H.
,
Ribeiro
C.
,
Steffen
V.
,
Borba
C. E.
,
Módenes
A. N.
&
Kroumov
A. D.
(
2020
)
Biosorption of direct black dye by cassava root husks: kinetics, equilibrium, thermodynamics and mechanism assessment
,
Journal of Environmental Chemical Engineering
,
8
(
2
),
103533
.
Shahid
M. K.
,
Kim
J. Y.
,
Shin
G.
&
Choi
Y.
(
2020
)
Effect of pyrolysis conditions on characteristics and fluoride adsorptive performance of bone char derived from bone residue
,
Journal of Water Process Engineering
,
37
,
101499
.
Singh
S.
,
Kumar
A.
&
Gupta
H.
(
2020
)
Activated banana peel carbon: a potential adsorbent for Rhodamine B decontamination from aqueous system
,
Applied Water Science
,
10
(
8
),
1
8
.
Srivastava
S.
&
Flora
S. J. S.
(
2020
)
Fluoride in Drinking Water and Skeletal Fluorosis: A Review of the Global Impact. Current Environmental Health Reports, pp. 1–7
.
Wang
J.
&
Guo
X.
(
2020
)
Adsorption kinetic models: physical meanings, applications, and solving methods
,
Journal of Hazardous Materials
,
390
,
122156
.
Wang
J.
&
Guo
X.
(
2023
)
Adsorption kinetics and isotherm models of heavy metals by various adsorbents: an overview
,
Critical Reviews in Environmental Science and Technology
,
53
(
21
),
1837
1865
.
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