Groundwater is a primary drinking water source in many regions of Bangladesh, necessitating continuous monitoring to ensure safety. This study evaluates groundwater quality in Gazipur City by analyzing 173 water samples collected in 2019 from restaurants across 18 zones. Fourteen physicochemical parameters, including pH, turbidity, total dissolved solids (TDS), electrical conductivity (EC), and major ions, were assessed. Hierarchical cluster analysis grouped the zones into three clusters based on water quality similarities. Three water quality index (WQI) models – integrated WQI (IWQI), assigned weight WQI (AWWQI), and weighted arithmetic WQI (WAWQI) – were applied to assess drinking water suitability. The results showed that 31% (IWQI) and 49% (WAWQI) of samples were unsuitable for drinking. Pearson correlation analysis revealed strong positive correlations among TDS, EC, and color, while negative correlations were observed between pH and color, and fluoride and nitrate. Factor analysis identified industrial effluents, agricultural runoff, and rock–water interactions as major contamination sources. Additionally, microbial analysis confirmed bacterial contamination, with 47% of samples contaminated by Escherichia coli and 64% by total coliform. With rapid urbanization and increasing population density, groundwater pollution is likely to worsen. Therefore, effective monitoring and management strategies are essential to ensure the provision of safe drinking water in Gazipur City restaurants.

  • Groundwater in Gazipur restaurants is largely unsuitable for safe drinking.

  • Weighted arithmetic WQI and integrated WQI models show 31–49% of samples unfit for consumption.

  • Major pollutants: electrical conductivity, color, manganese, ammonia, turbidity, iron.

  • Industrial and agricultural effluents are primary groundwater contamination sources.

  • Collaboration is needed for sustainable groundwater management and public health.

Groundwater serves as a primary source of drinking water for domestic, industrial, and agricultural purposes in many countries, including Bangladesh, and is crucial to sustaining populations worldwide (UNESCO 2021). In urban areas, approximately 66% of households (with a range of 17% to 93% across individual countries) and 60% of rural households (with a range of 22–95%) rely on groundwater for drinking (Carrard et al. 2019). However, when the quality of drinking water does not meet established international and national guideline values, such as those set by the World Health Organization (WHO 2022) or the Environmental Conservation Rules (ECR 2023), it can lead to significant adverse effects on human health. Traditionally, the suitability of drinking water is determined by analyzing a range of physical, chemical, and microbiological parameters and comparing the results to regulatory standards (Ameen 2019). While this approach ensures legal compliance, interpreting test results across multiple parameters and assessing overall water quality can be a complex task. To streamline and simplify this process, water quality indices (WQIs) have been widely adopted. These indices condense extensive data on drinking water quality into a single, easily interpretable number, offering a comprehensive representation of water quality while maintaining scientific rigor (Menniti & Guida 2020; Uddin et al. 2021, 2022; Fatima et al. 2022).

In recent years, WQI has become a common tool for classifying and characterizing water resources for various purposes, including drinking, agricultural, surface water, and industrial uses (Yadav et al. 2010; Udeshani et al. 2020; Khan et al. 2023; Nsabimana & Li 2023). Numerous countries, including Bangladesh (Akter et al. 2016; Rahaman et al. 2019), India (Yadav et al. 2018; Khangembam & Kshetrimayum 2019; Mukate et al. 2019; Banerjee et al. 2024), Saudi Arabia (Al-Omran et al. 2015), Tunisia (Ketata et al. 2012), Ecuador (Roldán-Reascos et al. 2024), China (Wu et al. 2020), and Pakistan (Solangi et al. 2020; Saleem et al. 2024; Ullah et al. 2024) have applied WQI to assess water quality for drinking purposes. Various WQI have been developed worldwide, including the US National Sanitation Foundation Water Quality Index (NSFWQI) (Brown et al. 1970), the Canadian Council of Ministers of the Environment Water Quality Index (CCMEWQI) (Khan et al. 2003), the British Columbia Water Quality Index (BCWQI), and the Oregon Water Quality Index (OWQI) (Debels et al. 2005; Kannel et al. 2007).

In addition to WQI, multivariate statistical techniques such as principal component analysis (PCA) and factor analysis (FA) are frequently used to assess the quality of surface and groundwater (Deng & Liu 2020). These methods help identify specific contaminants and their sources, providing insight into the environmental processes affecting water quality (Liu et al. 2003; Shrestha & Kazama 2007; Bu et al. 2009; Varol & Davraz 2014; Howladar et al. 2017, 2021; Dubrovskaya 2023). For example, Bu et al. (2009) used hierarchical cluster analysis (HCA) to assess contamination levels in the Jinshui River, China, classifying 12 sampling spots into three clusters based on 22 variables. They also used FA, which revealed five components explaining 90.01% of the overall variance. Similarly, Shrestha & Kazama (2007) grouped 13 sampling spots into three clusters based on water quality, using FA and PCA to identify latent factors explaining 65.39, 73.18, and 77.61% of the overall variance in terms of pollution levels. These methods are invaluable for understanding hydro-chemical processes and contamination sources (Kumar et al. 2006).

Given the growing environmental and public health concerns, Pearson correlation analysis is often employed to establish relationships between physicochemical parameters and to trace the origins of contaminants. For instance, studies have used PCA and FA to assess groundwater pollution in areas prone to health issues such as black foot disease in Taiwan (Liu et al. 2003) and other contaminated regions like Dinajpur, Bangladesh (Howladar et al. 2017). These analyses help identify the most significant factors influencing water quality, such as industrial effluents, agricultural runoff, and natural geological processes.

Many studies have utilized WQI and multivariate analysis to assess water quality. A recent study by Howladar et al. (2021) demonstrated the utility of these methods in identifying contaminants like turbidity, dissolved oxygen (DO), total dissolved solids (TDS), hardness, chemical oxygen demand (COD), total suspended solids (TSS), and microbial contamination. Their findings highlighted the poor water quality in many regions, largely due to improper management of waste and drainage systems. Rahaman et al. (2019) used cluster analysis and WQI to assess water quality in Rajshahi City, Bangladesh, identifying different water types based on chemical compositions. Similarly, studies like those by Akter et al. (2016) have shown how groundwater contamination, particularly from heavy metals such as arsenic, manganese, and iron, contributes to the decline in water quality.

Bangladesh faces significant challenges in managing groundwater quality due to contamination from industrial effluents, agricultural runoff, and high population density in urban centers like Gazipur (Hossain & Rahman 2018). The UNESCO World Water Assessment Programme (2024) report underscores the continuing reliance on groundwater, exacerbating the risk of water contamination. To address this, Bangladesh has implemented various programs aimed at improving the health of vulnerable communities and promoting access to clean water. Previous studies have focused on tube well water and water-related health issues, but no comprehensive studies have been conducted on water quality in Gazipur City using WQI and multivariate analysis to identify contamination zones.

Gazipur, an industrial hub and one of the most densely populated areas in Bangladesh, is experiencing increasing demand for groundwater, which has led to significant depletion and contamination of water sources (Aziz & Sulaiman 2022; Rana & Moniruzzaman 2024). Since 2003, population and industrial activities in the city have rapidly increased, impacting groundwater levels (Parvin 2019). According to Banglapedia (2001), approximately 85.62% of the population relies on tube wells, with the remainder using other sources. Many people, particularly in restaurants and tea stalls, rely on groundwater or locally sourced jar water, which is prone to contamination. Studies such as that by Sarker et al. (2016) in Sylhet City have revealed high levels of fecal coliform and excessive iron in water used in restaurants, highlighting the public health risks associated with unsafe drinking water practices. The uncontrolled extraction of groundwater to meet demand poses serious long-term health risks, as customers often consume water unaware of its contamination (Chandnani et al. 2022).

To date, no comprehensive study has evaluated groundwater quality specifically in restaurant settings within Gazipur City using an integrated approach combining multiple WQI methods and advanced multivariate analyses. The novelty of this research lies in the simultaneous application of integrated WQI (IWQI), assigned weight WQI (AWWQI), and weighted arithmetic WQI (WAWQI), combined with hierarchical clustering, Pearson correlation, FA, and microbial assessments, to provide an in-depth understanding of groundwater contamination. Specifically, this study aims to: (1) evaluate physicochemical and microbial water quality parameters collected in 2019 from restaurants across Gazipur City; (2) identify contamination zones using hierarchical clustering; and (3) investigate pollution sources through correlation and factor analyses. The findings will support targeted water quality management and policy development to safeguard public health in rapidly urbanizing regions.

Study area

The Gazipur City Corporation research area comprises 1741.53 km2 which is located on the northern side of Dhaka, the capital of Bangladesh. It has 9 wards and 31 mahallas (localized community) (Gazipur Sadar Upazila – Banglapedia 2001). The area of the town is 49.32 km2 and the population of that area is 123,531. About 52.52% of males and 47.48% of females live in that area, which has a density of 2,505 per km2 (Gazipur Sadar Upazila – Banglapedia 2001). In Figure 1, the 18 busiest locations sited around the highway are chosen to cover most of the regions of the research area.
Figure 1

Study area (Gazipur City Corporation, Bangladesh).

Figure 1

Study area (Gazipur City Corporation, Bangladesh).

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Data collection

The water used for drinking purposes was collected in 2019 from 173 restaurants and tea stalls in 18 regions of the study area, as shown in Figure 1 and described in Karim et al. (2023). These drinking water samples were tested for 17 different water quality parameters, and their measurement procedures are also described in Karim et al. (2023). The results of the analysis are presented in Table 1.

Table 1

Water quality parameters of study area (adopted from Karim et al. (2023))

Water Quality ParameterMinMedianMaxAverageWHO (2022) ECR (2023) 
pH 6.62 7.29 8.27 7.30 6.5–8.5 6.5–8.5 
Color (Pt. Co.) 13.0 96.0 18.38 20 15 
Turbidity (NTU) 0.04 0.62 9.93 0.84 
DO (mg/L) 4.11 7.03 7.82 6.92 
TDS (mg/L) 121.0 234.0 590.0 258.63 500 1,000 
EC (μS/cm) 257 477 946 481.42 1,000 1,000 
Free Chlorine (mg/L) 0.04 0.53 0.065 0.5 0.2 
Fluoride (mg/L) 0.24 1.39 0.336 
Hardness (mg/L as CaCO315 60 188 62.88 300 200–500 
Fe, Total (mg/L) 0.07 1.19 0.118 0.3 0.3–1 
Mn (mg/L) 0.16 0.65 0.195 0.4 0.1 
Nitrate (mg/L) 0.30 4.50 0.482 50 10 
Sulfate (mg/L) 3.0 0.255 400 400 
Ammonia (mg/L) 0.11 0.29 0.113 1.5 0.5 
E. Coli (CFU/100 mL) 2,000 131 
Total Coliform (CFU/100 mL) 200 2,600 370 
Fecal Coliform (CFU/100 mL) 1,400 182 
Water Quality ParameterMinMedianMaxAverageWHO (2022) ECR (2023) 
pH 6.62 7.29 8.27 7.30 6.5–8.5 6.5–8.5 
Color (Pt. Co.) 13.0 96.0 18.38 20 15 
Turbidity (NTU) 0.04 0.62 9.93 0.84 
DO (mg/L) 4.11 7.03 7.82 6.92 
TDS (mg/L) 121.0 234.0 590.0 258.63 500 1,000 
EC (μS/cm) 257 477 946 481.42 1,000 1,000 
Free Chlorine (mg/L) 0.04 0.53 0.065 0.5 0.2 
Fluoride (mg/L) 0.24 1.39 0.336 
Hardness (mg/L as CaCO315 60 188 62.88 300 200–500 
Fe, Total (mg/L) 0.07 1.19 0.118 0.3 0.3–1 
Mn (mg/L) 0.16 0.65 0.195 0.4 0.1 
Nitrate (mg/L) 0.30 4.50 0.482 50 10 
Sulfate (mg/L) 3.0 0.255 400 400 
Ammonia (mg/L) 0.11 0.29 0.113 1.5 0.5 
E. Coli (CFU/100 mL) 2,000 131 
Total Coliform (CFU/100 mL) 200 2,600 370 
Fecal Coliform (CFU/100 mL) 1,400 182 

Hierarchical cluster analysis

The hierarchical clusters analysis technique determines the similarity among data groups based on their homogeneity and forms different clusters (Dubrovskaya 2023). It can be divided into two categories: divisive and agglomerative. This study uses an agglomerative approach. In the first step, the agglomerative approach separates each case into its own individual clusters so that the number of clusters equals the total number of cases, thereby defining a homogeneous dataset (Norusis 2010; Yim & Ramdeen 2015). Then, the Euclidean distance or similarity measure is used to group similar cases and form a single cluster with the smallest or most similar dataset. The squared Euclidean distance is a widely used distance or similarity measure for continuous variables (Yim & Ramdeen 2015). The Euclidean distance formula is shown in the following equation (Srivastava & Sahami 2009).
(1)
where a and b are two cases being compared on a variable i, whereas k is the total number of variables included in the analysis (Srivastava & Sahami 2009).
The linkage method is then applied to create a link between each cluster, which is the best way to find the clusters nearest to each other and merge them. Several linkage measures can define the distance between pairs in their own way (Yim & Ramdeen 2015). Ward's linkage method is mainly used and applied to measure the similarity between data points. Ward (1963) presented Ward's minimum variance method as a special objective function. Ward explained a general agglomerative hierarchical clustering method where cluster pairs are chosen as an optimal value of an objective function (Ward 1963). Ward's minimum variance method defines this objective as the error sum of squares. The Euclidean distance between points is considered the first cluster distance in Ward's linkage method and is calculated with the following equation.
(2)
where, dij is the distance between the data points Xi and Xj.

The linkage distance between different groups then determines the variation of water quality with respect to space and represents it in a dendrogram. In this study, HCA has been done using IBM SPSS 25.

Water quality index

This study applies three WQI methods – the WAWQI, AWWQI, and IWQI, to comprehensively evaluate drinking water suitability from multiple analytical perspectives. The analysis is based on water standards set by The Environment Conservation Rules, 2023 (ECR 2023). The lower and upper values of these standards are defined as desirable limits (DL) and permissible limits (PL), respectively. The WAWQI method integrates physicochemical parameters into a weighted mathematical equation, emphasizing the relative significance of each parameter in water quality assessment (Călmuc et al. 2018). The AWWQI assigns parameter-specific weights based on their local importance, providing context-sensitive insights into water quality conditions (Brown et al. 1970). The IWQI method offers a comprehensive and unbiased evaluation by considering both the DL and PL threshold limits, aligned with established drinking water quality standards (Mukate et al. 2019). The combined use of these methods enables a robust, nuanced assessment of groundwater quality within the study area.

WAWQI method calculation

The WAWQI method has been used extensively all around the world. In this study, we followed (Yadav et al. 2010; Howladar et al. 2021) to calculate the WQI. Initially, we calculate the subindex value using Equation (3).

Qi is the subindex for the ith parameter, then
(3)
where is the monitored concentration and is the standard concentration value of the ith parameter. Now, unit weightage wi is calculated using the following equation.
(4)

where k is the proportionality constant and .

Then, we calculate the weightage Wi with using the following equation:
(5)
Overall, WAWQI is calculated with the following equation:
(6)

Table A1 (in Supplementary Materials) shows the different parameters weightage values according to the Bangladesh guideline ECR 2023 for calculating the WQI of the dataset.

The scale to measure the WQI is shown in Table A2 (in Supplementary Materials), and using this scale, we measure the quality of drinking water in this study.

IWQI calculation

A total sample of 173 restaurants and tea stalls was used to apply the IWQI methods. All the physicochemical parameters were selected to specify the quality of drinking water by IWQI following the ECR 2023. The calculation of the range is done using the following equation (Mukate et al. 2019):
(7)
where PL is the permissible limit and DL is the desirable limit

These range values are represented in Table A3 (in Supplementary Materials) following the ECR 2023 guideline of Bangladesh.

Furthermore, the modified permissible limit (MPL) is computed to redefine the range of each parameter with Equation (8), and the notable difference between the PL and the 15% deficit of the range is calculated in Table A4 (in Supplementary Materials) (Mukate et al. 2019). The deficit % here is used to show alertness in reaching the threshold level of pollution because any chance of contamination in the aquifer will be hard to change to the natural state and the deficit % varies flexibly according to the user need. (Mukate et al. 2019).
(8)

Sub index (SI) computations are applied here to find concentrations of parameters that are either below or above DL and PL, respectively, which will heavily deteriorate the quality of drinking water. On the other hand, concentrations of parameters found between DL and MPL are considered excellent for drinking water quality, as shown in Figure A1 (in Supplementary Materials).

Now if, is between DL and MPL, i.e., DL ≤ Vi≥ MPL then we used the following equation.
(9)
Again when Vi ≤ DL then we used the following equation.
(10)
Lastly, when, Vi≥ MPL, we used the following equation.
(11)
where, SI = Sub-Index Value, Vi = Monitored value of the ith parameter.
After that, to normalize the value and identify the change of concentration of the parameter with respect to DL or MPL, we calculate the difference between Vi and DL or MPL by dividing it with the respective DL or MPL (Mukate et al. 2019). Furthermore, the calculation of the final IWQI of the ith sample is done with Equation (12) by summing up all sub-indices values which are acquired from Equations (9)–(11).
(12)
where, SIij = Sub-index of the jth parameter of the ith sample

Finally, the drinking water quality rating is evaluated through the IWQI values according to Table A5 (in Supplementary Materials).

Assigned Weight Water Quality Index (AWWQI) calculation

In this WQI analysis, firstly, weights are assigned to the 13 selected parameters. The weights range from 1 to 5 based on their importance. However, some of the weights are assigned based on previous studies (Kumar 2004; Ramakrishnaiah et al. 2009; Yadav et al. 2010). The mean values are taken as the assigned weight. Moreover, the remaining weights are assigned based on their role in influencing drinking water quality. An assigned weight of 5 indicates the most significant parameter, while the lowest value of 1 indicates the least significant parameter.

Then the relative weight of selected parameters is calculated by Equation (13) (Ramakrishnaiah et al. 2009).
(13)
where, wi = Assigned of ith parameter, Wi = Relative weight of ith parameter, n = Number of selected parameters for analysis.

The assigned and relative weight values used in the AWWQI calculation are presented in Table A6 (Supplementary Materials), and were determined based on Bangladesh ECR 2023 guidelines, as well as established methodologies from Ramakrishnaiah et al. (2009) and Kumar (2004), to reflect the relative significance of each parameter in groundwater quality assessment.

Now, the next step is to calculate Qi using Equation (14) (Ramakrishnaiah et al. 2009).
(14)
where qi = Quality rating scale, is the monitored concentration of ith parameter and represents the recommended standard value of the ith parameter according to ECR 2023.
Finally, to calculate the WQI, Sub-indices (SI) value is calculated using Equation (15) (Ramakrishnaiah et al. 2009).
(15)
where, SIi = Sub-index value of the ith parameter, Wr = Relative weight of ith parameter and Quality rating scale Qi.
The main equation of the WQI is calculated with Equation (16) (Ramakrishnaiah et al. 2009).
(16)

Now there are several scales available to rate or classify drinking water quality based on the WQI value. These studies are shown in Table A7 (in Supplementary Materials), and we have followed the scaley by Yadav et al. (2010) because it is the most recent one.

Pearson correlation coefficient (r)

The Pearson coefficient of correlation, denoted by r, is a numerical measure of the correlation between two correlated variables or pairs of variables (Howladar et al. 2021). It assesses the strength, association and direction of the linear relationship that exists between these variables. R programming is used to carry out the Pearson correlation matrix analysis.

Here two variables xi, yi, i = 1, 2,…., n ; the calculation of Pearson's,correlation coefficient can be used by Equation (17) (Howladar et al. 2021).
(17)
where the range of r values from −1 to 1. Here, +1 means a strong positive correlation, and −1 being a strong negative correlation. Whereas 0 means no correlation between x and y.

Principle component analysis (PCA) and factor analysis (FA.)

FA is used to transform the variables into smaller independent variables, as discussed in the literature review. Now, the calculation of PCA can be used with Equation (18) as done by Bu et al. (2009):
(18)
where X = the component score, y = the component loading, Z = the measured value of the variables, i = the component number, j = the sample number and n = the total number of variables.
If we want to simplify further and reduce our result, we can use Factor Analysis (FA) (Bu et al. 2009). It can be computed by Equation (19).
(19)
where X = measured component value, y = loading of factor, i = sample numbers, p = score of factors, t = residual terms (accounting errors). To limit the factors needed to be extracted, we can consider factors with eigenvalues greater than 1 with Kaiser Normalization. Furthermore, the outcome of the PCA is usually more lessen and simplified by the FA (Howladar et al. 2021). According to absolute loading values of 0.75, 0.75–0.50, and 0.50–0.30, respectively, factor loadings are divided as ‘strong,’ ‘moderate,’ and ‘weak’ by Liu et al. (2003), which is incorporated in this study. Moreover, IBM SPSS 25 software is used to carry out FA (R-mode) with varimax rotation and Kaiser normalization. From the software, we can extract factors under consideration.

In the study area, variation in physico-chemical parameters in drinking water infer a significant impact on the WQI, and multivariate analysis identifies the sources of pollutants that are potentially harmful to consumers. The three WQI methods involve categorization and the identification of pollutant sources that may cause health problems.

Hierarchical cluster analysis

Cluster analysis generally synchronizes the elements based on the characteristics described by initially (Shrestha & Kazama 2007; Dubrovskaya 2023). The dendrogram of cluster analysis of this study is shown in Fig. A2 (in Supplementary Materials). The outcome of the cluster analysis is summarized in eighteen zones comprising of 173 samples. These samples are grouped into three clusters: Cluster I (8 zones), Cluster II (2 zones), and Cluster III (8 zones) as shown in Figure 2. The formation of these three clusters is observed at a distance of 20 in the dendrogram. According to the cluster analysis, 39.3% of the total samples are grouped in Cluster I, while Cluster II consists of 12.1% and Cluster III includes 48.6% of the total samples. Cluster analysis has also been conducted by Fang et al. (2023) and Hong & Nguyen (2023) to monitor water quality parameters, allowing easier and more cost-effective monitoring of water quality. Moreover, to assess the homogeneity of the grouped samples, an analysis of the physio-chemical parameters presented in Table 2 is conducted. The results in Cluster III indicate that the pH is higher compared to the samples grouped in Cluster I and Cluster II.
Table 2

Physio-chemical parameters of three clustered groups

ParameterspHColor (Pt-Co)Turbidity (NTU)DO (mg/L)TDS (mg/L)EC (μS/cm)Chlorine (mg/L)Fluoride (mg/L)Hardness as CaCO3 (mg/L)Iron (mg/L)Manganese (mg/L)Nitrate (mg/L)Sulfate (mg/L)Ammonia (mg/L)
Cluster I 
Min 6.62 0.09 4.11 121.0 257 0.00 0.00 15 0.000 0.000 0.00 0.00 
Max 7.78 96 4.30 7.69 463.0 946 0.31 1.08 86 1.190 0.490 4.50 0.29 
Mean 7.1995 22.51 0.7201 6.8723 219.563 455.67 0.0642 0.3035 53.03 0.15708 0.11497 0.5215 0.09 0.1460 
Cluster II 
Min 6.86 0.300 6.02 150 313 0.01 0.02 33 0.00 0.012 0.03 1.0 0.00 
Max 7.40 35 2.840 7.07 289 582 0.30 0.92 108 0.12 0.336 0.80 3.0 0.17 
Mean 7.2125 14.81 0.93081 6.6869 197.50 407.25 0.1269 0.6200 44.94 0.0375 0.14500 0.3413 2.006 0.0825 
Cluster III 
Min 7.03 0.040 5.98 160.0 329 0.000 0.00 21 0.000 0.000 0.00 0.00 
Max 8.27 90 9.930 7.82 590.0 866 0.530 1.39 188 1.020 0.650 3.40 0.27 
Mean 7.4234 15.03 0.93958 7.0057 309.591 521.86 0.05256 0.3105 76.24 0.09634 0.28349 0.4724 0.06 0.0868 
ParameterspHColor (Pt-Co)Turbidity (NTU)DO (mg/L)TDS (mg/L)EC (μS/cm)Chlorine (mg/L)Fluoride (mg/L)Hardness as CaCO3 (mg/L)Iron (mg/L)Manganese (mg/L)Nitrate (mg/L)Sulfate (mg/L)Ammonia (mg/L)
Cluster I 
Min 6.62 0.09 4.11 121.0 257 0.00 0.00 15 0.000 0.000 0.00 0.00 
Max 7.78 96 4.30 7.69 463.0 946 0.31 1.08 86 1.190 0.490 4.50 0.29 
Mean 7.1995 22.51 0.7201 6.8723 219.563 455.67 0.0642 0.3035 53.03 0.15708 0.11497 0.5215 0.09 0.1460 
Cluster II 
Min 6.86 0.300 6.02 150 313 0.01 0.02 33 0.00 0.012 0.03 1.0 0.00 
Max 7.40 35 2.840 7.07 289 582 0.30 0.92 108 0.12 0.336 0.80 3.0 0.17 
Mean 7.2125 14.81 0.93081 6.6869 197.50 407.25 0.1269 0.6200 44.94 0.0375 0.14500 0.3413 2.006 0.0825 
Cluster III 
Min 7.03 0.040 5.98 160.0 329 0.000 0.00 21 0.000 0.000 0.00 0.00 
Max 8.27 90 9.930 7.82 590.0 866 0.530 1.39 188 1.020 0.650 3.40 0.27 
Mean 7.4234 15.03 0.93958 7.0057 309.591 521.86 0.05256 0.3105 76.24 0.09634 0.28349 0.4724 0.06 0.0868 
Figure 2

Zoning of clusters.

Figure 2

Zoning of clusters.

Close modal

Similarly, Turbidity, DO, TDS, EC, Hardness, and Manganese also show higher values than Cluster I and Cluster II. Unlike Chlorine, Fluoride and Sulfate have higher values in Cluster II than in Cluster I and Cluster III. However, the values of Color, Iron, Nitrate, and Ammonia in Cluster I are more significant than in Cluster II and Cluster III. From Table 2, we can draw the following conclusions: Cluster I is a type of drinking water characterized by Color, Iron, Nitrate, and Ammonia; Cluster II is a type of drinking water characterized by Chlorine, Fluoride, and Sulfate; and Cluster III is a type of drinking water characterized by Hardness, pH, TDS, DO, and Turbidity. In the study area, these parameters dominate groundwater quality in the vicinity of restaurants and tea stalls.

Water Quality Index (WQI)

Drinking WQIs have been calculated using three methods, and the output of the observations is illustrated. Different methods show different results. There will be a discussion of the outcomes from various methods in this section.

Weighted Arithmetic Water Quality Index (WAWQI) method

In Cluster I, WAWQI, represented in Figure 3 shows that the drinking water quality of 41% of total samples is unsuitable, 13% of total samples are excellent, and 24% are in the good category.
Figure 3

WAWQI in all clusters.

Figure 3

WAWQI in all clusters.

Close modal

Also, 9 and 13% of the total sample's drinking water quality are in the very poor and poor categories. Therefore, according to this method, the overall drinking water quality of Cluster I can be considered an unsuitable category. In Cluster II, the results show that the drinking water quality of 38% of the total samples is unsuitable, whereas 29% of the total samples are in the excellent category. However, it also shows that the drinking water quality in 14, 10, and 10% of the total samples is in the good, poor, and very poor categories, respectively. Therefore, according to this method, the highest 38% of samples are in the unsuitable category, so we can conclude that the drinking water quality of Cluster II can be considered unsuitable overall. In Cluster III, this method indicates that the drinking water quality of 57% of the total samples is in the unsuitable category, whereas only 10% of the total samples are an excellent category. It also shows that only 13% of samples are in the good quality category, while 11 and 10% of samples are in the poor and very poor quality categories, respectively. So, Cluster III can also be considered an unsuitable category, considering drinking water quality according to this method.

Integrated Water Quality Index (IWQI) method

Under the IWQI method represented in Figure 4, in Cluster I, the drinking water quality of 22% of samples in the unsuitable category, but only 1% of samples are in the excellent category. On the other hand, the integrated method shows that a maximum of 26% of samples are not suitable, whereas 25% are in the good category and 25% are in the acceptable category, respectively.
Figure 4

IWQI in all clusters.

Figure 4

IWQI in all clusters.

Close modal

Under the IWQI method, Cluster I can be considered a poor category overall. However, considering the IWQI method shown, Cluster II represents that the drinking water quality of 19% of samples in an unsuitable category, but there are no samples in the excellent category in Cluster II. Therefore, a maximum of 38% of samples is acceptable, whereas 19% is in the unsuitable category. However, again, there are no samples in the good category in Cluster II. Therefore, the drinking water quality of Cluster II can be considered in the acceptable category. In Cluster III, the drinking water quality of 42% of samples is in the unsuitable category, whereas only 2% of samples are in the excellent category. IWQI also shows that the drinking water quality of 7, 18, and 31% are in the good, acceptable, and unsuitable categories. Therefore, the drinking water quality of Cluster III can be considered in the unsuitable category.

Assigned Weight Water Quality Index (AWWQI)

According to this method, as shown in Figure 5, in Cluster I, the quality of drinking water is categorized as very poor in 16% of samples, while 49% fall into the good category. Additionally, 35% of samples are categorized as poor. However, there are no samples in the excellent or unsuitable categories.
Figure 5

AWWQI in all clusters.

Figure 5

AWWQI in all clusters.

Close modal

As 49% of the samples were in the good quality category, Cluster I can be considered to have good drinking water quality according to this method. This method indicates that there are no unsuitable samples in Cluster II, while 10% are rated as excellent. Among the 43% of samples in Cluster II, the majority fall into the good category, but 29 and 19% are classified as poor and very poor, respectively. Therefore, we can conclude that Cluster II can be considered to have good drinking water quality. Moving on to Cluster III, this method reveals that only 1% of the samples are unsuitable, with none falling into the excellent category. 27, 52, and 19% of the samples in Cluster III are categorized as good, poor, and very poor, respectively. Thus, Cluster III can be considered to have poor drinking water quality.

Comparisons of WQI methods

Different methods of drinking WQI show us different results in Clusters I, II, and III. However, when considering all the samples together, a comparison among these methods is shown in Figure 6.
Figure 6

Comparison of WQI values using various methods.

Figure 6

Comparison of WQI values using various methods.

Close modal

According to the overall scenario in Figure 6, about 1, 49, and 31% of the sample's overall drinking water quality falls into the unsuitable category, as shown by the AWWQI, WAWQI, and IWQI methods, respectively. These results reveal that WAWQI and IWQI give similar results, whereas AWWQI differs considerably. According to the AWWQI, the drinking water quality in Gazipur City is in the good category. In contrast, WAWQI and IWQI show that the drinking water quality of Gazipur City is in an unsuitable category. The discrepancies in the results between the AWQI and other WQIs are due to the weighted values assigned in the AWQI calculation, which depend on the influence of specific parameters on drinking water quality. The AWWQI method involves assigning weights based on literature and expert opinion, introducing potential biases and arbitrary values that can significantly alter WQI results (Amuah & Kpiebaya 2022). The WAWQI model may experience an eclipsing effect, where suboptimal aggregation and parameter selection lead to ambiguity in the interpretation of water quality (Smith 1990). While the IWQI model effectively integrates multiple parameters using desirable and PLs, it has limitations in scenarios where DLs are not explicitly defined, potentially affecting clarity (Bureau of Indian Standards 2012; Rajkumar et al. 2022). Thus, despite these limitations, the IWQI is recommended for Gazipur City due to its lower bias and direct incorporation of health-based guidelines. Moreover, all three WQIs use different scales and equations to calculate the values of the WQI. This variation in methodology could also contribute to differences in results among the indices. Also, 1, 13, and 2% of the drinking water quality are in the excellent category according to AWWQI, WAWQI, and IWQI, respectively. Since the results of both WAWQI and IWQI show slightly similar outcomes (based on their rating of WQI value) in assessing the quality of drinking water, the accuracy of AWQI is low in comparison to other WQIs. Moreover, studies conducted by Mou et al. (2023) and Shaibur et al. (2021) also found unsuitable water quality in Jashore and Khulna, Bangladesh. In Mou et al.'s (2023) study, it was discovered that approximately 40% of the physicochemical parameters exceeded the PLs for drinking water. Furthermore, Shaibur et al. (2021) also reported similar findings, indicating that 46% of the water samples exceeded the standard limits, with elevated levels of Ca, Mg, and Fe surpassing the WHO standards. In a study conducted by Mahmud et al. (2020) to assess the groundwater quality of Khulna city using WQI, it was found that 40% of the total samples needed to be pre-treated before being used for drinking purposes. Similarly, in another study conducted in Rajshahi city of Bangladesh by Rahaman et al. (2019), it was found that during the pre-monsoon season, Ca, Mg, Fe, Cl, and Mn levels were above the ECR guidelines, accounting for about 45% of the samples, rendering the groundwater unsuitable for drinking. They concluded that anthropogenic activities, weathering of calcareous and clay minerals, and municipal sewage are the main sources of groundwater pollution. Rio et al. (2022) also reported excessive untreated Pb, Fe, and Mn concentrations from textile and dyeing effluent exceeding guideline limits in Bangladesh. Moreover, as an industrial hub, Gazipur City's groundwater contamination primarily arises from industrial effluents and agricultural runoff. Textile and dyeing effluents contain high dissolved salts and dye chemicals, significantly increasing TDS in nearby groundwater (Rabbi et al. 2016). Pharmaceuticals also contribute substantially, accounting for approximately 16% of Bangladesh's industrial effluent load (Hasan et al. 2019). Heavy metals such as Fe and Mn from agricultural runoff (Sahen et al. 2025), along with excessive nitrate levels from fertilizers, further degrade groundwater quality, with fertilizers alone responsible for 64% of nitrate pollution nationwide (Alam et al. 2024). This type of drinking water contamination poses a huge risk to public health. Thus, the WQI's outcome of this study will create awareness among the public and the authorities to treat the drinking water of restaurants and tea stalls.

Pearson correlation matrix

The Pearson correlation shows the negative and positive correlation between the parameters. The correlation coefficient r = 1 or near 1 defines good correlation, and if the value is r = 0, there is no correlation between parameters. Parameters with r > 0.7 are assumed to be strongly correlated, whereas r between 0.5 and 0.7 seems to have a moderate correlation. Therefore, the significance level should be less than 0.05 (p < 0.05). The positive correlation means that increasing one parameter will increase another parameter, proving that it is directly proportional. Similarly, a negative correlation means that decreasing one parameter will also decrease another parameter. Therefore, it seems to be indirectly proportional. So, the characteristics are not homogeneous (Howladar et al. 2021). Pearson correlation analysis, Figure 7(a) shows a strong positive correlation between TDS-EC (0.987) and a moderate positive correlation between Color-Nitrate (0.676) in Cluster I. In Cluster II, Figure 7(b) represents a strong positive correlation among TDS-EC (0.994), Color-Manganese (0.704), and a moderate positive correlation among TDS-Hardness (0.690), Sulfate-Ammonia (0.676), and EC-Hardness (0.619). Additionally, it also represents a strong negative correlation among pH-color (−0.769), Fluoride-Nitrate (−0.828), and a moderate negative correlation among DO-TDS (−0.655), DO-EC (−0.690), and pH-Manganese (−0.663). Figure 7(c) shows Color-Turbidity (0.610) is positively moderately correlated in Cluster III. However, interestingly, there is no strong positive or negative correlation in Cluster III.
Figure 7

Pearson correlation for (a) Cluster I, (b) Cluster II and (c) Cluster III.

Figure 7

Pearson correlation for (a) Cluster I, (b) Cluster II and (c) Cluster III.

Close modal

Factor analysis (FA)

The 173 samples of 13 variables were collected from the study area, and among all the samples, the most prevalent parameters were assessed by the FA method. The result of FA in Cluster I, Cluster II and Cluster III, total cumulative variance, which is explained respectively by 73.095%, 91.335%, and 68.013%.

Table 3 shows that Factor 1 has a strong positive loading value of TDS, EC, and Hardness and a moderate loading value of DO. In Cluster II, factor 1 has a positive, strong loading value of EC, TDS, and a negative strong loading value of DO. Cluster III defines a strong positive loading value for Color and Turbidity, which are dominant in factor 1. This factor explained the total cumulative variance of 18.29%, 26.40% and 13.146% for the three clusters, respectively. The hardness of the water is associated with the rock-water interaction process in the study area. The strong loading value of TDS and EC might come from the textile effluent and the dissolution of rock and minerals in sediment.

Table 3

Factor loadings of Gazipur area in all clusters

ParametersCluster I Components
Cluster II Components
Cluster III Components
12345612345123456
pH      0.47  0.60 −0.44 −0.48     −0.73   
Color  0.88      −0.54 0.63   0.84      
Turbidity   0.87        0.97 0.83      
DO 0.68      −0.89       0.73    
TDS 0.78 0.41     0.89       0.46   0.47 
EC 0.75 0.43     0.91        0.40   
Chlorine     0.54  −0.70 0.42          
Fluoride    0.86    0.82        −0.59  
Hardness 0.79      0.45  0.46 −0.48   0.80     
Iron      0.85 0.53 0.58 −0.50        0.83 
Manganese   0.56      0.95      0.76   
Nitrate  0.84      −0.92      −0.72    
Sulfate    −0.50  0.51    0.85   0.80     
Ammonia     0.80     0.87      0.81  
ParametersCluster I Components
Cluster II Components
Cluster III Components
12345612345123456
pH      0.47  0.60 −0.44 −0.48     −0.73   
Color  0.88      −0.54 0.63   0.84      
Turbidity   0.87        0.97 0.83      
DO 0.68      −0.89       0.73    
TDS 0.78 0.41     0.89       0.46   0.47 
EC 0.75 0.43     0.91        0.40   
Chlorine     0.54  −0.70 0.42          
Fluoride    0.86    0.82        −0.59  
Hardness 0.79      0.45  0.46 −0.48   0.80     
Iron      0.85 0.53 0.58 −0.50        0.83 
Manganese   0.56      0.95      0.76   
Nitrate  0.84      −0.92      −0.72    
Sulfate    −0.50  0.51    0.85   0.80     
Ammonia     0.80     0.87      0.81  

Factor 2 explains the total variance of the three clusters accordingly: 16.01%, 20.76%, 12.54%. Cluster I show a strong positive loading value for Color and Nitrate, which dominates factor 2. For cluster II this factor shows a strong positive loading value for Fluoride, a moderate positive loading value for pH and iron, and additionally a strong negative loading value for Nitrate. Factor 2 has a strong positive loading value for Sulfate and Hardness in Cluster III. The overuse of nitrogenous fertilizer in the study area highlights the presence of Nitrate (Gutiérrez et al. 2018). The strong loading of sulfate concentration is associated with the deposition of the atmosphere and the bacterial oxidation of sulfur compounds (Sidle et al. 2000). Factor 3 accounts for 10.30%, 17.04%, and 11.52% of the total cumulative variance in the three clusters, respectively. This factor indicates that the strong positive loading of Turbidity and a moderate loading of Mn were observed in Cluster I. Table 3 shows that a strong positive loading value of Mn and the moderate loading value of Color dominate Cluster II. It has a moderately positive loading value of DO and a negative moderate loading value of Nitrate in Cluster III. The Mn content in the study area is because of the Phosphatic fertilizer plant. Dissolved and suspended materials and a brown shade in drinking water often come from rust in the water pipes, which causes Color in drinking water (Liu et al. 2017).

Factor 4 explains the cumulative variance of 9.93%, 15.99%, and 11.01% in three clusters. It is dominated by the positive, strong loading value of Fluoride in Cluster I. In Cluster II, factor 4 has a strong positive loading value for Sulfate and Ammonia. Table 3 illustrates that this factor has a strong positive loading value of Mn and a moderate negative loading value of pH in Cluster III. The negative loading values of pH indicate that the pH variations control the major ion concentration in the study area (Varol & Davraz 2014). Chemical and pharmaceutical manufacturing industries are the main sources of pollution for groundwater for Ammonia (Ma et al. 2012). Factor 5 reciprocally explains the majority of 9.43%, 11.14%, and 10.16% of the total cumulative variance. Ammonia is a strong positive loading of factor 5 both in Cluster I and Cluster III. Turbidity has a positive, strong loading value of factor 5 in Cluster II, indicating that the ion comes from the textile and dairy industries. Factor 6 explains the total cumulative variance of 9.13% and 9.61% in Clusters I and III. Thus, factor 6 has a positive, strong loading value of iron for both clusters. A moderate loading value of Sulfate in Cluster I. Iron's strong positive loading value is interlinked with sewage pollution, industrial waste, and soil erosion. (Howladar et al. 2021). In another study conducted by Rahaman et al. (2019) in Rajshahi city, Bangladesh, it was found that groundwater in the area contained high concentrations of magnesium and sulphate. These elevated levels were attributed to natural factors such as the weathering of silicate, calcareous, and clay minerals, as well as the flow through the aquifer lithology. These FA results underscore the co-occurrence of elevated iron, ammonia and nitrate concentrations within the same zones levels that exceed both national (ECR 2023) and international (WHO 2022) guideline limits. Such simultaneous chemical imbalances can lead to synergistic health effects, including gastrointestinal distress, methemoglobinemia risk in infants (from high nitrate), and long-term impacts on renal and neurological function (from excess iron and ammonia) (Ige et al. 2019; Wu et al. 2020). These findings highlight the urgent need for targeted monitoring and intervention strategies in the most affected clusters to safeguard public health.

Bacterial contamination zones

The bacteriological assessment of 18 zones, divided into three clusters, is shown in Figure 8. The percentage of bacterial contamination is indicated for each zone out of the 173 samples collected from restaurants and tea stalls. Among the three clusters, Cluster III areas (Gazipura, Board Bazar, Kodda, Jajhar, Borobari, Dhirasrom, Bypass, and Signboard) have the highest level of bacterial contamination. The Boro Bari zone, in particular, shows the highest bacterial contamination in restaurants and tea stalls, with 90% total coliform, 70% fecal coliform, and 70% E. coli. On the other hand, the Konabari zone in Cluster I has the lowest bacterial contamination, with 40% total coliform, 10% fecal coliform, and 40% E. coli. Cluster II also shows bacterial contamination, with the Tongi Bazar zone having 60% total coliform, 30% fecal coliform, and 30% E. coli contamination. The presence of bacterial contamination has been illustrated in studies conducted by Karim et al. (2023), Mou et al. (2023), Charles et al. (2021) and Shaibur et al. (2021) in Bangladesh. These studies all mention that bacterial contamination occurs due to unhygienic management, poor sanitation, and storage practices in these restaurants and tea stalls. Furthermore, Charles et al. (2021) highlighted that 32% of piped water and 30.4% of tubewell water in Bangladesh are contaminated with E. coli, posing a significant health risk. Mou et al. (2023) demonstrated that almost 100% of the samples were found to be contaminated with both total and fecal coliform, with 70% of the samples testing positive for E. coli. Additionally, Shaibur et al. (2021) also indicated that a majority of the water samples were contaminated with pathogens. In a recent study conducted by Tareq et al. (2024) in Patuakhali, Bangladesh, it was reported that the drinking water quality in restaurants is contaminated by numerous bacterial species such as Enterobacter aerogenes, Staphylococcus epidermis, E. coli, Pseudomonas spp., Vibrio cholera, Klebsiella oxytoca, S. auerous, Bacillus spp., Aeromonas salmonicida, and Salmonella spp.
Figure 8

Bacterial contamination zones of Cluster I (Cherag Ali, College Gate, Maleker Bari, Konabari, Chayabithy, Shibbari, Joydebpur, and Chadna Chowrasta), Cluster II (Tongi Bazar, and Tongi Station) and Cluster III (Gazipura, Board Bazar, Kodda, Jajhar, Borobari, Dhirasrom, Bypass, and Sighboard) of 173 restaurants and tea stalls (N = Total number of samples).

Figure 8

Bacterial contamination zones of Cluster I (Cherag Ali, College Gate, Maleker Bari, Konabari, Chayabithy, Shibbari, Joydebpur, and Chadna Chowrasta), Cluster II (Tongi Bazar, and Tongi Station) and Cluster III (Gazipura, Board Bazar, Kodda, Jajhar, Borobari, Dhirasrom, Bypass, and Sighboard) of 173 restaurants and tea stalls (N = Total number of samples).

Close modal

In this context, the detection of E. coli in Gazipur City's drinking water is particularly concerning, as fecal contamination is closely linked to elevated risks of gastrointestinal disease (Hasan et al. 2019) and can precipitate diarrheal outbreaks comparable in scale to cholera (Qadri et al. 2005). Furthermore, nitrate concentrations exceeding 10 mg/L (WHO guideline value) pose a serious threat of methemoglobinemia in infants (Muhib et al. 2023), and long-term exposure has been associated with adverse reproductive outcomes, including preterm births and congenital anomalies (Lin et al. 2023). Consequently, it is crucial to implement necessary measures and policies to address bacterial contamination in drinking water at restaurants and tea stalls in Bangladesh. Given that WHO guidelines recommend zero E. coli per 100 mL of drinking water, the detection of E. coli in up to 70% of samples in some zones represents a serious public health concern and a violation of both national (ECR 2023) and international standards. Therefore, immediate intervention is warranted through stronger regulatory oversight, routine water quality monitoring, and public health education to reduce bacterial risks in drinking water served at restaurants and tea stalls in urban Bangladesh.

The study conducted in Gazipur City, a major industrial hub in Bangladesh, provides critical insights into the quality of drinking water in local restaurants and tea stalls, highlighting the broader environmental and public health impacts associated with industrial activities. The application of three distinct WQI methods (WAWQI, IWQI, and AWWQI) has revealed significant variability in water quality across different zones of the city. These findings underscore the widespread unsuitability of water for safe consumption, with water quality frequently exceeding the maximum allowable limits for various physicochemical and bacteriological parameters as defined by national (ECR) and international (WHO) guidelines.

Among the WQI methods, WAWQI and IWQI demonstrated more reliable assessments of water quality across the three identified clusters, while AWWQI was less accurate in reflecting the water quality conditions in these zones. FA further emphasized the strong associations between EC, color, Mn, ammonia, turbidity, and iron, indicating the prominent role of industrial effluents and urban pollution in contaminating the drinking water supply. To address these issues, we recommend that local authorities implement routine WQI-based monitoring and multivariate analyses to detect contamination hotspots; enforce stricter effluent discharge limits for nearby industries with real-time compliance checks; and support the installation of point-of-use treatment systems (e.g., UV disinfection, filtration) at restaurants and tea stalls.

This study also stresses the importance of incorporating multivariate analysis methods, such as WQI and FA, into routine water quality monitoring programs. These methods offer valuable insights into contamination patterns and pollutant sources, which can be used to develop more effective regulatory frameworks and intervention strategies. Furthermore, we advise conducting seasonal and longitudinal sampling campaigns to evaluate the efficacy of implemented controls and to track long-term public health outcomes.

In conclusion, effective collaboration between government agencies, local industries, and community stakeholders is essential to developing sustainable solutions for improving water quality and public health. By fostering such partnerships, it'll be possible to implement strategies such as public awareness raising campaigns, stricter effluent treatment in industries, and subsequent investigations and monitoring of groundwater quality will ensure the provision of safe drinking water and protect the broader environmental and human health outcomes in rapidly urbanizing and industrializing areas like Gazipur. The adoption of these solutions will contribute to the long-term sustainability of water resources and safeguard public health across the region.

N/A

There are no ethical issues involved in the thesis.

All authors agreed to the published version of the manuscript.

All authors have agreed to publish this article.

M. Rahadujjaman, R. Hasan, M. R. Karim and M. S. Hossain: Conceptualization, Validation, Formal Analysis. M. H. R. B. Khan, M. R. Karim, M. Rahadujjaman, R. Hasan, and A. Ahsan: Data Curation, Methodology, Visualization, Formal Analysis and Writing-Original Draft. M. H.R. B. Khan, M. R. Karim, and A. Ahsan: Writing-Review & Editing.

This research received no external funding.

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

The authors declare there is no conflict.

Akter
T.
,
Jhohura
F. T.
,
Akter
F.
,
Chowdhury
T. R.
,
Mistry
S. K.
,
Dey
D.
,
Barua
M. K.
,
Islam
M. A.
&
Rahman
M.
(
2016
)
Water quality index for measuring drinking water quality in rural Bangladesh: a cross-sectional study
,
Journal of Health, Population and Nutrition
,
35
,
1
.
https://doi.org/10.1186/s41043-016-0041-5
.
Al-Omran
A.
,
Al-Barakah
F.
,
Altuquq
A.
,
Aly
A.
&
Nadeem
M.
(
2015
)
Drinking water quality assessment and water quality index of Riyadh, Saudi Arabia
,
Water Quality Research Journal of Canada
,
50
(
3
),
287
296
.
doi:10.2166/wqrjc.2015.039
.
Ameen
H. A.
(
2019
)
Spring water quality assessment using water quality index in villages of Barwari Bala, Duhok, Kurdistan region, Iraq
,
Applied Water Science
,
9
(
8
),
176
.
https://doi.org/10.1007/s13201-019-1080-z
.
Amuah
E. E. Y.
&
Kpiebaya
P.
(
2022
)
A comparative Assessment of the Novel Water Pollution Index and the Water Quality Index Using Empirical Data: Improving Water Quality Evaluation
.
Durham, NC, USA: Research Square. https://doi.org/10.21203/rs.3.rs-1527234/v1
.
Aziz
H. A.
&
Sulaiman
W. N.
(
2022
)
Urban groundwater contamination and water quality challenges in rapidly industrializing cities
,
Urban Water Journal
,
19
(
4
),
345
359
.
https://doi.org/10.1080/1573062X.2022.2107397
.
Banerjee
T.
,
Kumar
V.
,
Sarkar
D. J.
,
Roy
S.
,
Jana
C.
,
Behera
B. K.
&
Das
B. K.
(
2024
)
Potentially toxic elements: distribution, ecological risk assessment and sources identification in a Himalayan lake in India
,
Agricultural Research
,
13
,
1
13
.
https://doi.org/10.1007/s40003-024-00720-y
.
BIS (Bureau of Indian Standards)
(
2012
)
Indian Standard Drinking Water Specification
, 2nd edn.
New Delhi, India
:
Bureau of Indian Standards
, pp.
1
18
.
IS: 10500:2012
.
Brown
R. M.
,
McClelland
N. I.
,
Deininger
R. A.
&
Tozer
R. G.
(
1970
)
A water quality index-do we dare
,
Water and Sewage Works
,
117
(
10
),
339
343
.
Bu
H.
,
Tan
X.
,
Li
S.
&
Zhang
Q.
(
2009
)
Water quality assessment of the Jinshui river (China) using multivariate statistical techniques
,
Environmental Earth Sciences
,
60
(
8
),
1631
1639
.
https://doi.org/10.1007/s12665-009-0297-9
.
Călmuc
V. A.
,
Călmuc
M.
,
Țopa
C. M.
,
Timofti
M.
,
Iticescu
C.
&
Georgescu
L. P.
(
2018
)
Various methods for calculating the water quality index
,
Annals of the ‘Dunarea De Jos’ University of Galati Fascicle II Mathematics Physics Theoretical Mechanics
,
41
(
1
),
171
178
.
https://doi.org/10.35219/ann-ugal-math-phys-mec.2018.2.09
.
Chandnani
G.
,
Gandhi
P.
,
Kanpariya
D.
,
Parikh
D.
&
Shah
M.
(
2022
)
A comprehensive analysis of contaminated groundwater: special emphasis on nature-ecosystem and socio-economic impacts
,
Groundwater for Sustainable Development
,
19
,
100813
.
https://doi.org/10.1016/j.gsd.2022.100813
.
Charles
K. J.
,
Ong
L. A.
,
Achi
N. E.
,
Ahmed
K. M.
,
Khan
M. H.
,
Hoque
S.
&
Nowicki
S.
(
2021
)
Bangladesh MICS 2019: Water Quality Thematic Report
.
Dhaka, Bangladesh
:
Bangladesh Bureau of Statistics, Ministry of Planning, Government of the People's Republic of Bangladesh and UNICEF Bangladesh
.
Debels
P.
,
Figueroa
R.
,
Urrutia
R.
,
Barra
R.
&
Niell
X.
(
2005
)
Evaluation of water quality in the Chillán river (Central Chile) using physicochemical parameters and a modified water quality index
,
Environmental Monitoring and Assessment
,
110
,
301
322
.
doi:10.1007/s10661-005-8064-1
.
Deng
W.
&
Liu
D.
(
2020
)
Use of multivariate statistical methods to assess groundwater quality in industrial regions of China
,
Environmental Science and Pollution Research
,
27
(
15
),
18989
18999
.
https://doi.org/10.1007/s11356-020-08563-5
.
Dubrovskaya
J.
(
2023
)
Economic and social changes: facts, trends, forecast
,
Economic and Social Changes: Facts, Trends, forecast учредители: Вологодский научный центр ран
,
16
(
1
),
139
163
.
Environmental Conservation Rule (ECR)
(
2023
)
Bangladesh Gazette
.
Dhaka, Bangladesh: Ministry of Environment and Forest, Government of the People's Republic of Bangladesh
.
Fang
M.
,
Lyu
L.
,
Wang
N.
,
Zhou
X.
&
Hu
Y.
(
2023
)
Application of unsupervised clustering model based on graph embedding in water environment
,
Scientific Reports
,
13
(
1
),
22774
.
doi:10.1038/s41598-023-50301-2
.
Fatima
S. U.
,
Khan
M. A.
,
Siddiqui
F.
,
Mahmood
N.
,
Salman
N.
,
Alamgir
A.
&
Shaukat
S. S.
(
2022
)
Geospatial assessment of water quality using principal components analysis (PCA) and water quality index (WQI) in Basho Valley, Gilgit Baltistan (Northern areas of Pakistan)
,
Environmental Monitoring and Assessment
,
194
(
3
),
151
.
https://doi.org/10.1007/s10661-022-09845-5
.
Gazipur Sadar Upazila – Banglapedia
(
2001
)
Banglapedia – the National Encyclopedia of Bangladesh
.
Dhaka, Bangladesh: Asiatic Society of Bangladesh. Available at: https://en.banglapedia.org/index.php?title=Gazipur_Sadar_Upazila
.
Gutiérrez
M.
,
Biagioni
R. N.
,
Alarcón-Herrera
M. T.
&
Rivas-Lucero
B. A.
(
2018
)
An overview of nitrate sources and operating processes in arid and semiarid aquifer systems
,
Science of the Total Environment
,
624
,
1513
1522
.
doi:10.1016/j.scitotenv.2017.12.252
.
Hasan
M.
,
Shahriar
K.
,
& Jim
A.
&
U
K.
(
2019
)
Water pollution in Bangladesh and its impact on public health
,
Heliyon
,
5
(
8
),
e02145
.
https://doi.org/10.1016/j.heliyon.2019.e02145
.
Hong
H. T. K.
&
Nguyen
G. T.
(
2023
)
Recommending surface water quality monitoring for the nature reserve using multivariate statistical methods
,
Civil Engineering Journal
,
9
,
192
201
.
doi:10.28991/CEJ-SP2023-09-015
.
Hossain
M. K.
&
Rahman
M. M.
(
2018
)
Groundwater quality and contamination issues in Bangladesh: challenges and perspectives
,
Environmental Pollution and Protection
,
3
(
1
),
1
11
.
https://doi.org/10.11648/j.epp.20180301.11
.
Howladar
M. F.
,
Al Numanbakth
M. A.
&
Faruque
M. O.
(
2017
)
An application of water quality index (WQI) and multivariate statistics to evaluate the water quality around Maddhapara granite mining industrial area, Dinajpur, Bangladesh
,
Environmental Systems Research
,
6
(
1
),
13
.
https://doi.org/10.1186/s40068-017-0090-9
.
Howladar
M. F.
,
Chakma
E.
,
Jahan Koley
N.
,
Islam
S.
,
Numanbakth
M. A. A.
,
Ahmed
Z.
,
Chowdhury
T. R.
&
Akter
S.
(
2021
)
The water quality and pollution sources assessment of Surma river, Bangladesh using, hydro-chemical, multivariate statistical and water quality index methods
,
Groundwater for Sustainable Development
,
12
,
100523
.
https://doi.org/10.1016/j.gsd.2020.100523
.
Ige
A. O.
,
Ongele
F. A.
,
Adele
B. O.
,
Emediong
I. E.
,
Odetola
A. O.
&
Adewoye
E. O.
(
2019
)
Pathophysiology of iron overload-induced renal injury and dysfunction: roles of renal oxidative stress and systemic inflammatory mediators
,
Pathophysiology
,
26
(
2
),
175
180
.
https://doi.org/10.1016/j.pathophys.2019.03.002
.
Kannel
P. R.
,
Lee
S.
,
Lee
Y. S.
,
Kanel
S. R.
&
Khan
S. P.
(
2007
)
Application of water quality indices and dissolved oxygen as indicators for river water classification and urban impact assessment
,
Environmental Monitoring and Assessment
,
132
,
93
110
.
doi:10.1007/s10661-006-9505-1
.
Karim
M. R.
,
Khan
H. R. B.
,
Ahsan
A.
,
Rahadujjaman
M.
,
Alam
S.
,
Hasan
R.
,
Sharif
T. T.
&
Farooq
S.
(
2023
)
Potential health hazard of drinking water in restaurants and tea stalls
,
Environmental Quality Management
,
32
(
4
),
53
63
.
https://doi.org/10.1002/tqem.21939
.
Ketata
M.
,
Gueddari
M.
&
Bouhlila
R.
(
2012
)
Use of geographical information system and water quality index to assess groundwater quality in El Khairat deep aquifer (Enfidha, central east Tunisia)
,
Arabian Journal of Geosciences
,
5
,
1379
1390
.
doi:10.1007/s12517-011-0292-9
.
Khan
F.
,
Husain
T.
&
Lumb
A.
(
2003
)
Water quality evaluation and trend analysis in selected watersheds of the Atlantic region of Canada
,
Environmental Monitoring and Assessment
,
88
,
221
248
.
doi:10.1023/A:1025573108513
.
Khan
M. H. R. B.
,
Ahsan
A.
,
Imteaz
M.
,
Shafiquzzaman
M.
&
Al-Ansari
N.
(
2023
)
Evaluation of the surface water quality using global water quality index (WQI) models: perspective of river water pollution
,
Scientific Reports
,
13
(
1
),
20454
.
doi:10.1038/s41598-023-47137-1
.
Khangembam
S.
&
Kshetrimayum
K. S.
(
2019
)
Evaluation of hydrogeochemical controlling factors and water quality index of water resources of the Barak valley of Assam, northeast India
,
Groundwater for Sustainable Development
,
8
,
541
553
.
doi:10.1016/j.gsd.2019.02.001
.
Kumar
A.
(
2004
)
Water Pollution
.
India
:
APH Publishing Corporation
.
Kumar
M.
,
Ramanathan
A.
,
Rao
M. S.
&
Kumar
B.
(
2006
)
Identification and evaluation of hydrogeochemical processes in the groundwater environment of Delhi, India
,
Environmental Geology
,
50
(
7
),
1025
1039
.
https://doi.org/10.1007/s00254-006-0275-4
.
Lin
L.
,
St Clair
S.
,
Gamble
G. D.
,
Crowther
C. A.
,
Dixon
L.
,
Bloomfield
F. H.
&
Harding
J. E.
(
2023
)
Nitrate contamination in drinking water and adverse reproductive and birth outcomes: a systematic review and meta-analysis
,
Scientific Reports
,
13
(
1
),
563
.
https://doi.org/10.1038/s41598-022-27345-x
.
Liu
C. W.
,
Lin
K. H.
&
Kuo
Y. M.
(
2003
)
Application of factor analysis in the assessment of groundwater quality in a blackfoot disease area in Taiwan
,
Science of The Total Environment
,
313
(
1–3
),
77
89
.
https://doi.org/10.1016/s0048-9697(02)00683-6
.
Liu
G.
,
Zhang
Y.
,
Knibbe
W. J.
,
Feng
C.
,
Liu
W.
,
Medema
G.
&
van der Meer
W.
(
2017
)
Potential impacts of changing supply-water quality on drinking water distribution: a review
,
Water Research
,
116
,
135
148
.
doi:10.1016/j.watres.2017.03.031
.
Ma
F.
,
Wan
Y.
,
Yuan
G.
,
Meng
L.
,
Dong
Z.
&
Hu
J.
(
2012
)
Occurrence and source of nitrosamines and secondary amines in groundwater and its adjacent Jialu river basin, China
,
Environmental Science & Technology
,
46
(
6
),
3236
3243
.
doi:10.1021/es204520b
.
Mahmud
A.
,
Sikder
S.
&
Joardar
J. C.
(
2020
)
Assessment of groundwater quality in Khulna city of Bangladesh in terms of water quality index for drinking purpose
,
Applied Water Science
,
10
,
1
14
.
http://dx.doi.org/10.1007/s13201-020-01314-z
.
Menniti
C.
&
Guida
M.
(
2020
)
The use of water quality index (WQI) in water resource management: a review of applications and methodologies
,
Environmental Monitoring and Assessment
,
192
(
2
),
89
.
https://doi.org/10.1007/s10661-020-8142-3
.
Mou
S. I.
,
Swarnokar
S. C.
,
Ghosh
S.
,
Ridwan
M. T.
&
Ishtiak
K. F.
(
2023
)
Assessment of drinking water quality served in different restaurants at islam nagor road adjacent to Khulna university campus, Bangladesh
,
Journal of Geoscience and Environment Protection
,
11
(
9
),
252
267
.
doi:10.4236/gep.2023.119017
.
Muhib
M. I.
,
Ali
M. M.
,
Tareq
S. M.
&
Rahman
M. M.
(
2023
)
Nitrate pollution in the groundwater of Bangladesh: an emerging threat
,
Sustainability
,
15
(
10
),
8188
.
https://doi.org/10.3390/su15108188
.
Mukate
S.
,
Wagh
V.
,
Panaskar
D.
,
Jacobs
J. A.
&
Sawant
A.
(
2019
)
Development of new integrated water quality index (IWQI) model to evaluate the drinking suitability of water
,
Ecological Indicators
,
101
,
348
354
.
https://doi.org/10.1016/j.ecolind.2019.01.034
.
Norusis
M. J.
(
2010
)
Chapter 16: Cluster Analysis PASW. Statistics 18 Statistical Procedures Companion
.
Upper Saddle River, NJ, USA
:
Prentice Hall
, pp.
361
391
.
Parvin
M.
(
2019
)
The rate of decline and trend line analysis of groundwater underneath Dhaka and Gazipur city
,
Journal of Water Resource and Protection
,
11
(
3
),
348
356
.
https://doi.org/10.4236/jwarp.2019.113020
.
Qadri
F.
,
Khan
A. I.
,
Faruque
A. S. G.
,
Begum
Y. A.
,
Chowdhury
F.
,
Nair
G. B.
,
Salam
M. A.
,
Sack
D. A.
&
Svennerholm
A.-M.
(
2005
)
Enterotoxigenic escherichia coli and vibrio cholerae diarrhea, Bangladesh, 2004
,
Emerging Infectious Diseases
,
11
(
7
),
1104
1107
.
https://doi.org/10.3201/eid1107.041266
.
Rabbi
M. A.
,
Hasan
M. M.
&
Akhter
A.
(
2016
)
Heavy metals content in inlet water, treated and untreated wastewater of garments industries at Gazipur, Bangladesh
,
Environmental Science: An Indian Journal
,
12
(
4
),
133
136
.
Rahaman
M. F.
,
Ali
M. S.
,
Arefin
R.
,
Mazumder
Q. H.
,
Majumder
R. K.
&
Jahan
C. S.
(
2019
)
Assessment of drinking water quality characteristics and quality index of Rajshahi city, Bangladesh
,
Environment, Development and Sustainability
,
22
(
5
),
3957
3971
.
https://doi.org/10.1007/s10668-019-00366-9
.
Rajkumar
H.
,
Naik
P. K.
&
Rishi
M. S.
(
2022
)
A comprehensive water quality index based on analytical hierarchy process
,
Ecological Indicators
,
145
,
109582
.
https://doi.org/10.1016/j.ecolind.2022.109582
.
Ramakrishnaiah
C. R.
,
Sadashivaiah
C.
&
Ranganna
G.
(
2009
)
Assessment of water quality index for the groundwater in Tumkur Taluk, karnataka state, India
,
E-Journal of Chemistry
,
6
(
2
),
523
530
.
https://doi.org/10.1155/2009/757424
.
Rana
M. S. P.
&
Moniruzzaman
M.
(
2024
)
Demarcation of suitable site for solar photovoltaic power plant installation in Bangladesh using geospatial techniques
,
Next Energy
,
3
,
100109
.
https://doi.org/10.1016/j.nxener.2024.100109
.
Rio
F. F.
,
Khandaker
N. R.
&
Ahmed
S.
(
2022
)
Effects of untreated textile effluents on groundwater near Kodda Gazipur industrial area in Bangladesh
,
Bhutan Journal of Research and Development
,
10 (2), https://doi.org/10.17102/bjrd.rub.10.2.016
.
Roldán-Reascos
G.
,
Pérez-Lamela
C.
,
de Blas
E.
&
Simal-Gandara
J.
(
2024
)
Water quality indexes and water quality population perception in a rural area in Ecuador
,
Water Practice & Technology
,
19
(
2
),
580
593
.
https://doi.org/10.2166/wpt.2024.021
.
Sahen
M. S.
,
Naim
M. A. H. K.
,
Hosen
M. S.
,
Pranta
M. A.
,
Hasan
M.
,
Rahman
M. M.
,
Rahman
S.
&
Don
A. W.
(
2025
)
Multi-compartmental risk assessment of heavy metal contamination in soil, plants, and wastewater: a model from industrial Gazipur, Bangladesh
,
Environmental Monitoring and Assessment
,
197
(
4
),
397
.
https://doi.org/10.1007/s10661-025-13818-9
.
Saleem
R.
,
Naeem Nawaz
S. M.
,
Nasim
F. U. H.
,
Bhatti
M. A.
&
Nawaz
M. A.
(
2024
)
Multifaceted factors and indices contributing towards malnutrition (underweight) among children residing in cholistan desert, Punjab, Pakistan
,
Quality & Quantity
,
58
,
1
24
.
https://doi.org/10.1007/s11135-024-01870-5
.
Sarker
A.
,
Dash
S.
,
Hoque
M.
,
Ahmed
S.
&
Shaheb
M.
(
2016
)
Assessment of microbial quality of water in popular restaurants in Sylhet city of Bangladesh
,
Bangladesh Journal of Agricultural Research
,
41
(
1
),
115
125
.
doi:10.3329/bjar.v41i1.27677
.
Shaibur
M. R.
,
Hossain
M. S.
,
Khatun
S.
&
Tanzia
F. S.
(
2021
)
Assessment of drinking water contamination in food stalls of Jashore municipality, Bangladesh
,
Applied Water Science
,
11
(
8
),
142
.
https://doi.org/10.1007/s13201-021-01470-w
.
Shrestha
S.
&
Kazama
F.
(
2007
)
Assessment of surface water quality using multivariate statistical techniques: a case study of the Fuji river basin, Japan
,
Environmental Modelling and Software
,
22
(
4
),
464
475
.
https://doi.org/10.1016/j.envsoft.2006.02.001
.
Sidle
W. C.
,
Roose
D. L.
&
Shanklin
D. R.
(
2000
)
Isotopic evidence for naturally occurring sulfate pollution of ponds in the Kankakee river basin, Illinois-Indiana
,
Journal of Environmental Quality
,
29
(
5
),
1594
1603
.
https://doi.org/10.2134/jeq2000.00472425002900050029x
.
Smith
D. G.
(
1990
)
A better water quality indexing system for rivers and streams
,
Water Research
,
24
(
10
),
1237
1244
.
https://doi.org/10.1016/0043-1354(90)90047-A
.
Solangi
G. S.
,
Siyal
A. A.
,
Babar
M. M.
&
Siyal
P.
(
2020
)
Groundwater quality evaluation using the water quality index (WQI), the synthetic pollution index (SPI), and geospatial tools: a case study of Sujawal district, Pakistan
,
Human and Ecological Risk Assessment: An International Journal
,
26
(
6
),
1529
1549
.
https://doi.org/10.1080/10807039.2019.1588099
.
Srivastava
A. N.
&
Sahami
M.
(
2009
)
Text Mining: Classification, Clustering, and Applications (Chapman and Hall/C.R.C. Data Mining and Knowledge Discovery Series)
, 1st edn.
Boca Raton, FL, USA: Chapman and Hall/C.R.C
.
Tareq
M. A.
,
Mondol
P.
,
Islam
M. S.
,
Rifat
M. T.
,
Das
S. S.
&
Khan
M. S. I.
(
2024
)
Ensuring safe drinking water: microbial evaluation of restaurants in Patuakhali district, Bangladesh
,
Asian-Australasian Journal of Food Safety and Security
,
8
(
1
),
5
12
.
https://doi.org/10.3329/aajfss.v8i1.71101
.
Uddin
M. G.
,
Nash
S.
&
Olbert
A. I.
(
2021
)
A review of water quality index models and their use for assessing surface water quality
,
Ecological Indicators
,
122
,
107218
.
https://doi.org/10.1016/j.ecolind.2020.107218
.
Uddin
M. G.
,
Nash
S.
,
Rahman
A.
&
Olbert
A. I.
(
2022
)
A comprehensive method for improvement of water quality index (WQI) models for coastal water quality assessment
,
Water Research
,
219
,
118532
.
https://doi.org/10.1016/j.watres.2022.118532
.
Udeshani
W. A. C.
,
Dissanayake
H. M. K. P.
,
Gunatilake
S. K.
&
Chandrajith
R.
(
2020
)
Assessment of groundwater quality using water quality index (WQI): a case study of a hard rock terrain in Sri Lanka
,
Groundwater for Sustainable Development
,
11
,
100421
.
https://doi.org/10.1016/j.gsd.2020.100421
.
Ullah
R.
,
Muhammad
S.
,
Ali
W.
,
Amin
S.
,
Khan
S.
,
Rasool
A.
,
Hesham
A. E.
,
Umar
M.
,
Ali
S.
,
Iqbal
S.
&
Ahmad
A.
(
2024
)
Evaluation of irrigation, drinking, and risk indices for water quality parameters of alpine lakes
,
Environmental Geochemistry and Health
,
46
(
5
),
175
.
https://doi.org/10.1007/s10653-024-01950-3
.
UNESCO
(
2021
)
The United Nations World Water Development Report 2021: Valuing Water
.
Paris, France: UNESCO
.
https://doi.org/10.18356/6c6e52f0-en
.
UNESCO World Water Assessment Programme
(
2024
)
The United Nations World Water Development Report 2024: Water for prosperity and peace
.
UNESCO
.
https://www.unesco.org/reports/wwdr/en/2024
.
Varol
S.
&
Davraz
A.
(
2014
)
Evaluation of the groundwater quality with WQI (Water quality index) and multivariate analysis: a case study of the Tefenni plain (Burdur/Turkey)
,
Environmental Earth Sciences
,
73
(
4
),
1725
1744
.
https://doi.org/10.1007/s12665-014-3531-z
.
Ward
J. H.
(
1963
)
Hierarchical grouping to optimize an objective function
,
Journal of the American Statistical Association
,
58
(
301
),
236
244
.
https://doi.org/10.1080/01621459.1963.10500845
.
World Health Organization (WHO)
(
2022
)
Guidelines for Drinking-Water Quality: Fourth Edition Incorporating the First Addendum
.
Geneva, Switzerland: World Health Organization. Available at: https://www.who.int/publications/i/item/9789240045064
.
Wu
J.
,
Yang
J. J.
,
Cao
Y.
,
Li
H.
,
Zhao
H.
,
Yang
S.
&
Li
K.
(
2020
)
Iron overload contributes to general anaesthesia-induced neurotoxicity and cognitive deficits
,
Journal of Neuroinflammation
,
17
,
1
13
.
https://doi.org/10.1186/s12974-020-01777-6
.
Yadav
A. K.
,
Khan
P.
&
Sharma
S. K.
(
2010
)
Water quality index assessment of groundwater in Todaraisingh Tehsil of Rajasthan State, India-A greener approach
,
E-Journal of Chemistry
,
7
(
s1
),
S428
S432
.
https://doi.org/10.1155/2010/419432
.
Yadav
N. S.
,
Kumar
A.
,
Mishra
S.
&
Singhal
S.
(
2018
)
Assessment of water quality using pollution-index in the study stretch of river Chambal, India
,
Integrated Research Advances
,
5
(
1
),
20
25
.
Yim
O.
&
Ramdeen
K. T.
(
2015
)
Hierarchical cluster analysis: comparison of three linkage measures and application to psychological data
,
The Quantitative Methods for Psychology
,
11
(
1
),
8
21
.
https://doi.org/10.20982/tqmp.11.1.p008
.
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