Studies on groundwater quality and possible hazards to human health are important for improved groundwater utilization. This study explored the chemistry of groundwater in Qixing Town and the influencing factors. Statistical evaluation, ion correlation, Entropy-Weighted Water Quality Index (EWQI) assessment, and human health risk evaluation were conducted on data derived from 25 groundwater samples. The main groundwater chemistry types were HCO3–Na and HCO3–Ca. The results of ion and geological modeling analysis indicated that major ion concentrations were mainly determined by cation exchange. The study on the variation of heavy metal concentration in groundwater with depth shows that the heavy metal content in groundwater decreases first and then increases with the increase of depth, and the EWQI suggested that groundwater was suitable for drinking. The total carcinogenic health risks for Cr and As for both adults and children were higher than the highest permissible hazard value suggested by the United States Environmental Protection Agency (USEPA). The categorization of hazardous ingestion (HI) by the USEPA indicated a negligible non-carcinogenic hazard to human health by toxic metals. The results suggest the need to increase Cr and As contamination monitoring in shallow groundwater. This study can facilitate the rational development of groundwater resources.

  • Analyzed the causes of groundwater using hydrogeochemical principles, and analyzed the local groundwater quality.

  • Based on the Entropy-Weighted Water Quality Index model, the impact of heavy metals in water bodies on human health was evaluated.

  • Investigated the characteristics of heavy metal content in the depth of water wells, which is a guideline for local well drilling depth.

Water is essential for sustaining human life and development, and groundwater forms an important component of water resources, with around 30% of the global human population dependent on groundwater for drinking water (Yang et al. 2016). However, increased socioeconomic development and growth of the human population has contributed to the increasing production of domestic solid waste (Yang et al. 2014). Most developing countries currently continue to dispose of this waste in landfills, and leachate from these landfills often infiltrates the groundwater, resulting in groundwater pollution and threatening the sustainability of groundwater development (Eslami et al. 2019; Liu et al. 2019a, 2019b; Gao et al. 2020; Qian et al. 2020).

Groundwater constitutes an important drinking water source in rural China, and human health shows a strong relationship to drinking water quality (Li et al. 2014). Groundwater and the aquifer media undergo a range of hydrogeochemical reactions during the runoff process, which contribute to the variability in groundwater chemical compositions and evolutionary patterns (Liu et al. 2019a, 2019b, 2021). Also, anthropogenic activities significantly affect groundwater chemistry, thereby influencing groundwater quality (Qasemi et al. 2022). The security of a region's water supply is highly dependent on groundwater quality. Therefore, assessment of the quality of groundwater and hazard posed to the health of local residents is extremely important.

Statistical analysis (Gan et al. 2018) and ion ratio (Peng et al. 2021) have been commonly applied for the characterization of the chemistry of groundwater and evalution of water quality. The Water Quality Index (WQI) provides a detailed quantitative characterization of the overall quality of the water environment and is commonly applied in surface or groundwater quality evaluation, both in China and internationally. The WQI is simple, easy to apply, and suitable for evaluation of water quality monitoring data against standard limits (Xiao et al. 2019; Nong et al. 2020). However, the WQI does not take into account the weight of each indicator, with only the objective weight method applied (Islam et al. 2020; Zhang et al. 2020). The Entropy-Weighted Water Quality Index (EWQI) is derived from the WQI and represents a currently available water quality evaluation model with the most unbiased water quality evaluation model reflecting the true weight of each parameter (Ukah et al. 2020). The EWQI has seen common use in assessing groundwater quality (Nguyen et al. 2021; Kumar & Augustine 2022). However, the EWQI ignores the limit standards for some factors, whereas the Hazard Index (HI) does reflect the hazard posed by trace elements to human health (Chen et al. 2020). The integration of the EWQI and HI can comprehensively indicate the acceptability of groundwater as drinking water.

Landfill remains a common method of disposing of solid domestic waste in China. However, infiltration of leachate from landfill into the groundwater system can lead to groundwater pollution. There is a long history of groundwater use for drinking water among residents of Qixing Town, Langzhong City. The study area is the red-bed areas consisting of sandstone and mudstone, and its groundwater quantity is limited by the low permeability of the shallow weathered fracture zone, and the total pumping capacity of a single well cannot meet the basic needs of a large population. In the meantime, most of the landfills in the red-bed areas are located in suburban and rural areas, while the people living around the landfills often have no other choice but to draw water from wells for drinking. For this reason, it is urgent to conduct relevant research on the identification and risk assessment of groundwater pollution around the landfill in red-bed areas. Although the groundwater in Qixing Town, Langzhong City, may exhibit varying degrees of contamination due to the presence of the landfill, there are still no studies on the hydrogeochemical characteristics of groundwater and the risks of heavy metals to human health. Zhang et al. (2021) studied the hydrogeochemical characteristics and non-carcinogenic hazard due to nitrate posed by groundwater to the health of residents in Nanchong City; Zhang et al. (2015) analyzed groundwater chemistry of Siyi Town, Langzhong, utilizing using Piper trilinear, Durov, and Scholler diagrams along with other graphical methods, factor analysis, and cluster analysis. So, the objectives of the current study were to (1) characterize groundwater chemistry; (2) identify the major sources of groundwater ions; (3) characterize the quality of groundwater; and (4) evaluate the non-carcinogenic and carcinogenic hazards posed by groundwater to the health of children and adults by applying the USEPA guidelines. This study not only can help further characterize groundwater chemistry in the region and the risks posed by groundwater heavy metal pollution to human health, but also can provide the necessary technical support and targeted suggestions for the later management and treatment of groundwater in the area, and provide an important basis for the prevention of groundwater pollution and the protection of water resources. In addition, it can also provide a reference for similar landfill groundwater pollution management in other places.

The study area is in northeastern Sichuan Province, southwest China (Figure 1(a)). The region is affected by a subtropical humid monsoon climate with four different seasons and a lot of rainfall. The region experiences average annual, minimum, and maximum temperatures of 17.8, 36.4, and 6.6 °C, respectively. The annual average precipitation is 1,006.7 mm, with 40%–50% falling in June to August, and that in December to February constituting less than 5% of the annual total. The topology of the study area is low hills, with hill slopes becoming gentler from west to east and north to south. The region has an altitude of 300–450 m, with the maximum and minimum of 410 and 330 m in the southwest and south, respectively. The overall terrain of the study area slopes toward a stream gully in the northwest, which is a seasonal flow gully, with farmland on both sides of the gully falling in a floodplain.

The study area experiences mainly monoclinic tectonics, with exposed strata including Quaternary and Cretaceous, described from most recent to oldest as follows: (1) miscellaneous fill (Q4ml); (2) chalky clay (Qel + dl4); and (3) Lower Cretaceous Cangxi Formation (K1c). The study area is a red-bed groundwater area in the hills of central Sichuan, and the water quantity is poor. According to the type of water-bearing medium, the main types are loose rock-like pore water and bedrock fracture water. The Holocene alluvium of the Fourth Series is dominated by clay and layers of sandy pebble and gravel. Pore water with small storage occurs in a loose accumulation layer, which is recharged by rainfall. The Lower Cretaceous Changxi Formation contains mostly sandstones and sandy mudstones, with groundwater mainly stored in the sandstone weathered fracture zone, containing several sandstone aquifers (Figure 1(b)). The groundwater of the first sandstone aquifer mainly receives infiltration recharge from rainfall and surface water, and the water volume of the aquifer is small and the permeability is relatively good. The groundwater source of the second sandstone aquifer is mainly the infiltration recharge of rainfall from the outcrop of the aquifer, and the water volume of the aquifer is small, the storage condition is good, and the permeability and water-richness are poor. Therefore, groundwater is recharged through atmospheric precipitation and surface water, with poor fracture development and high impermeability of sandy mudstone hindering recharge. Moreover, groundwater flow is from northwest to southeast due to the influences of topography and geomorphology, and is lost through river recharge and natural evaporation.
Figure 1

(a) Groundwater sampling sites, (b) hydrogeological profile of the study area.

Figure 1

(a) Groundwater sampling sites, (b) hydrogeological profile of the study area.

Close modal

Sampling and analysis

Twenty-five groundwater samples were collected from May to October of 2021 (Figure 1(a)). A geographic positioning system (GPS) was utilized to geo-locate sampling points. A portable analyzer (PHS-3C) was used to measure the pH of groundwater samples on site. The electrodes of the pH meter were calibrated prior to measurements. Samples of groundwater were stored using 0.5 L polyethylene bottles which had been sterilized beforehand by rinsing one to two times using pure water. Before taking each groundwater sample, the sample bottle was washed two to three times with the source water. The heavy metals in each sample were stabilized by the addition of 2 mL 1% HNO3. Samples were transported to the laboratory at 4 °C for further analysis.

Water samples were filtered through 0.45 μm microporous membranes. Total dissolved solids (TDS) were measured by oven drying; measurement of major anions (SO42−, NO3, Cl, and F) was through an ion chromatograph; HCO3 and CO32− were measured using the titrimetric method; a flame atomic absorption spectro-photometer was used to measure major cations (K+, Na+, Ca2+, and Mg2+); ICP-MS (inductively coupled plasma-mass spectrometry; IRIS Intrepid II XSP, China) was used to measure eight toxic metals (Cd, As, Cr, Fe, Mn, Zn, Cu, and Pb). Measures to assure quality and control (QA/QC) were implemented to ensure accurate experimental results using a two-step process: (1) random selection of 20% of samples for parallel control experiments to ensure an allowable range of the relative deviation of 5% and (2) the comparison of each sample with a standard reference solution and a blank sample. Analytical grade chemical reagents were used.

Analytical methods

Entropy-Weighted Water Quality Index (EWQI)

The EWQI represents a method of evaluation of water quality that is less biased than the traditional water quality index (Adimalla 2019; Hasan & Rai 2020). The index includes information entropy within the quantitative evaluation of water quality to eliminate human bias. The EWQI is calculated over four steps:

  • ① The X eigenvalue matrix is calculated using Equation (1); n and m are the indices and sample number, respectively:
    (1)
  • ② Equations (2) and (3) are used to derive the standard matrix Y. Significant dimensional differences exist in the assessment of water chemistry indices. The effects of these differences need to be removed by pre-processing and standardization of data (Amiri et al. 2014). In the equations, (xij)max and (xij)min represent the maximum and minimum values, respectively, and xij denotes the i-th row and the j-th column of the matrix X:
    (2)
    (3)
  • ③ Equations (4) to (6) are used to calculate the entropy weight wj and information entropy ej, and Pij represents the index j for sample i:
    (4)
    (5)
    (6)
  • ④ Equations (7) and (8) are used to calculate the EWQI; qj represents the quantitative grading scale for hydrochemical indices and is calculated using each water quality variable's concentration in each water sample (Cj) and the World Health Organisation (WHO) drinking standards (Sj). Under this formula, the complete absence of variable j in the water sample leads to qj = 0, whereas qj = 100 when its concentration is equal to the permissible limit. The EWQI was calculated by combining the entropy weight wj and quantitative grading scale qj. Table 1 further describes the ranking system used within the EWQI rank. Groundwater with an EWQI rank of 1 or 2 is suitable for drinking (Zhang et al. 2015).
    (7)
    (8)
Table 1

Criteria for the classification of water quality based on EWQI

RankEWQIWater quality
<50 Excellent 
50–100 Good 
100–150 Medium 
150–200 Poor 
>200 Extremely poor 
RankEWQIWater quality
<50 Excellent 
50–100 Good 
100–150 Medium 
150–200 Poor 
>200 Extremely poor 

Health risk assessment

The evaluation of human health hazard is a very important component of a groundwater quality assessment. Humans can absorb heavy metals in groundwater through two main exposure pathways, namely through ingestion of drinking water (indirect and direct ingestion) and through skin contact (e.g., washing clothes) (Li & Qian 2011; Saha et al. 2017). The exposure model for a particular groundwater heavy metal (Zhang et al. 2013) can be expressed as Equations (9) and (10):
(9)
(10)
where ADDingestion and ADDdermal represent the mean daily doses through drinking water and through skin contact, respectively; C denotes the average water content of the toxic metal; IR is the rate of ingestion; EF and ED are the frequency and duration of exposure, respectively; BW and AT are the mean human body weight and mean time, respectively; SA is the area of skin exposed; PC is the coefficient of skin permeability; ET is the time of exposure; and CF is a conversion factor. Table 2 lists the exposure parameter values used in the current study.
Table 2

Values of parameters used in the current study for the human health hazard model due to exposure to toxic metals

AbbreviationValues
DistributionUnits
AdultChildren
C Measured Measured Log-normal mg/L 
IR 2.2 1.32 Normal L/d 
SA 17,000 13,300 Fixed value cm2 
CF 0.001 0.001 Fixed value L/cm3 
PC 0.0001 (Mn and Pb) Fixed value cm/h 
0.001 (Fe, As, Cu, and Cd) 
0.002 (Cr) and 0.0006 (Zn) 
EF 350 350 Triangular d/a 
ED 70 (Cd, Cr, and As) Fixed value 
35 (Fe, Mn, Cu, Zn, and Pb) 
ET 0.33 0.18 Fixed value h/d 
BW 60.6 42.6 Normal kg 
AT 25,500 (Cd, Cr, and As) Fixed value 
12,775 (Fe, Mn, Cu, Zn, and Pb) 
L 70 70 Fixed value 
AbbreviationValues
DistributionUnits
AdultChildren
C Measured Measured Log-normal mg/L 
IR 2.2 1.32 Normal L/d 
SA 17,000 13,300 Fixed value cm2 
CF 0.001 0.001 Fixed value L/cm3 
PC 0.0001 (Mn and Pb) Fixed value cm/h 
0.001 (Fe, As, Cu, and Cd) 
0.002 (Cr) and 0.0006 (Zn) 
EF 350 350 Triangular d/a 
ED 70 (Cd, Cr, and As) Fixed value 
35 (Fe, Mn, Cu, Zn, and Pb) 
ET 0.33 0.18 Fixed value h/d 
BW 60.6 42.6 Normal kg 
AT 25,500 (Cd, Cr, and As) Fixed value 
12,775 (Fe, Mn, Cu, Zn, and Pb) 
L 70 70 Fixed value 
Equations (11) and (12) describe the model for assessing the carcinogenic risks of toxic metals (Cd, Cr, and As) in groundwater to human health (Li et al. 2020):
(11)
(12)
where ILCR represents the mean carcinogenic risk of a toxic metal to human wellbeing through the twin exposure routes; SF is a slope factor (reference values are shown in Table 3); L denotes the mean human lifespan; and exp is an exponential function (base e). The classification by USEPA (2011) indicates the highest permissible risk associated with carcinogenic toxic metals (ILCR) to be 1 × 10−4, and when ILCR >1 × 10−4, heavy metals are considered to be potentially carcinogenic to the human body.
Table 3

The slope factor (SF) and reference dose (RfD) of toxic metals in groundwater for the carcinogenic human health hazard model

Non-carcinogenRfD (mg kg−1 d−1)
ReferenceCarcinogenSF (mg kg−1 d−1)
Reference
IngestionDermalIngestionDermal
Mn 1.4 × 10−1 8.0 × 10−4 USEPA (2011)  Cd 6.1 0.38 USEPA (2011)  
Zn 3.0 × 10−1 1.0 × 10−1 Cr 41 0.5 
Pb 1.4 × 10−3 4.2 × 10−4 As 15 3.66 
Cu 5.0 × 10−3 1.2 × 10−2    
Fe 3.0 × 10−1 4.5 × 10−2    
Non-carcinogenRfD (mg kg−1 d−1)
ReferenceCarcinogenSF (mg kg−1 d−1)
Reference
IngestionDermalIngestionDermal
Mn 1.4 × 10−1 8.0 × 10−4 USEPA (2011)  Cd 6.1 0.38 USEPA (2011)  
Zn 3.0 × 10−1 1.0 × 10−1 Cr 41 0.5 
Pb 1.4 × 10−3 4.2 × 10−4 As 15 3.66 
Cu 5.0 × 10−3 1.2 × 10−2    
Fe 3.0 × 10−1 4.5 × 10−2    
Non-carcinogenic risks to human health from toxic metals (Fe, Mn, Zn, Cu, and Pb) can be calculated using Equations (13) and (14):
(13)
(14)
where HQ represents the non-carcinogenic toxic metals hazard quotient through the twin exposure routes; i represents the metals; RfD denotes the mean daily reference dose of a non-carcinogenic toxic metal through the two routes of exposure; and 10−6 is the theoretical permissible level corresponding to the RfD. HI represents the non-carcinogenic health risk to a particular individual through ingestion of toxic metals through the two routes of exposure. The USEPA (2011) classification indicates an HI < 1 and HI > 1 to represent non-carcinogenic risk at an acceptable and unacceptable range, respectively. Table 3 provides values of RfD for health hazard evaluation model parameters utilized in the current study.

Hydrogeochemical characteristics of groundwater

Relationship between groundwater TDS and TH

TDS is an important indicator of groundwater type and has a WHO (2011) groundwater maximum limit of 1,000 mg/L. Total hardness (TH) can be applied to evaluate aquifer strata characteristics. Various dissolved metal ions contribute to TH, mainly calcium and magnesium (Adimalla 2019). TH values are generally placed into five categories: (1) very soft (0–75 mg/L); (2) soft (75–150 mg/L); (3) moderately hard (150–300 mg/L); (4) hard (300–450 mg/L); and (5) very hard (>450 mg/L). TDS and TH are the main indicators used to characterize groundwater quality, with groundwater with elevated TDS or TH considered unsuitable for use as drinking water (Ren et al. 2020). The bivariate chart between TH and TDS provides a quick and clear indication of the quality of the groundwater and whether it is suitable for drinking purposes. Collected groundwater samples had TH and TDS ranging from 5.9 to 1,160 mg/L and 241 to 1,490 mg/L, respectively. Groundwater samples were categorized as either freshwater (60%) or brackish water (40%) according to TDS. Most groundwater samples were classified as soft-freshwater and hard-brackish water, and 52% fell within the National Drinking Water Sanitation Standards (TDS < 1,000 mg/L, TH < 450 mg/L) (Figure 2).
Figure 2

Relationship between TDS and TH concentrations.

Figure 2

Relationship between TDS and TH concentrations.

Close modal

Hydrochemical characteristics

Table 4 provides the mean, maximum, minimum, coefficient of variation (CV), and standard deviation of the main groundwater sample physicochemical parameters. Water pH reflects its acid–base characteristics and is a basic index of water suitability for different applications (Şener et al. 2017). The pH of water samples extended from 6.46 to 7.6, suggesting the neutral status of groundwater. The rank of groundwater cations based on average content was Na+ > Ca2+ > K+ > Mg2+, and for anions it was HCO3 > Cl > SO42− > CO32− > NO3 > F. Besides pH, the CV of all indicators ranged from 34 to 158, indicating moderate or high spatial variability. The indicators showing strong spatial variability (CV > 100) included K+, NH4+, NO2, and NO3, the remainder showed moderate variability (30 < CV < 100). These results indicated high spatial variability in groundwater chemistry and the strong influence of anthropogenic and natural activities.

Table 4

Results of statistical analyses of groundwater sample hydrochemical parameters (units of all parameters are mg/L, except pH)

MinMaxMeanSDCV
TH 5.9 1,160 355 252.64 71.17 
pH 6.46 7.6 7.04 0.21 3.03 
TDS 241 1,490 816.84 348.37 42.65 
K+ 1.05 670 56.42 74.67 132.35 
Na+ 14.2 629 178.17 137.54 77.20 
Mg2+ 0.002 71 18.69 14.41 77.06 
Ca2+ 1.08 457 108.22 75.67 69.92 
CO32− 102.5 14.51 15.00 103.42 
HCO3 113.7 741.1 410.63 142.61 34.73 
SO42− 14.5 466 100.40 63.25 63.00 
Cl 8.92 500 140.81 106.17 75.40 
F 0.214 2.14 0.57 0.26 44.90 
NH4+ 0.016 8.53 0.65 0.91 141.06 
NO2 0.001 0.605 0.06 0.09 157.21 
NO3 0.002 31.9 2.74 3.72 135.77 
MinMaxMeanSDCV
TH 5.9 1,160 355 252.64 71.17 
pH 6.46 7.6 7.04 0.21 3.03 
TDS 241 1,490 816.84 348.37 42.65 
K+ 1.05 670 56.42 74.67 132.35 
Na+ 14.2 629 178.17 137.54 77.20 
Mg2+ 0.002 71 18.69 14.41 77.06 
Ca2+ 1.08 457 108.22 75.67 69.92 
CO32− 102.5 14.51 15.00 103.42 
HCO3 113.7 741.1 410.63 142.61 34.73 
SO42− 14.5 466 100.40 63.25 63.00 
Cl 8.92 500 140.81 106.17 75.40 
F 0.214 2.14 0.57 0.26 44.90 
NH4+ 0.016 8.53 0.65 0.91 141.06 
NO2 0.001 0.605 0.06 0.09 157.21 
NO3 0.002 31.9 2.74 3.72 135.77 

Piper trilinear diagrams can objectively reveal the relative content of various ions and groundwater chemistry types, so Piper trilinear diagrams are widely used in groundwater type studies and in water chemistry analyses that control the chemical composition of groundwater. This graphical method in combination with geological and hydrogeological information can be used to evaluate and identify different types of water chemistry trends and changes in groundwater chemistry composition. The highest density of water sample points was in the bottom portion of the triangulation diagram of cation composition, with Na+ dominant (48%), followed by Ca2+ (36%); the highest concentration of water sample points was in the right end of the triangulation diagram of anions, the HCO3 dominant (72%). The Piper diagram indicated the HCO3–Na and HCO3–Ca·Mg groundwater chemistry types to account for 36% and 40% of samples, respectively (Figure 3). HCO3 was the dominant groundwater anion, indicating that groundwater chemistry was mainly derived from carbonate mineral weathering, whereas the low TDS of samples indicated a lower impact of evaporation. Groundwater Na+ mainly came from rock salt dissolution and weathering of sodium containing silicate minerals. Also, anions and cations would be positioned close to the HCO3–CO3 and Ca–Mg sides, respectively, if water chemistry of the study area was dominated by carbonate weathering. However, salt accumulation was indicated by a high Na+ content, which would be a product of a series of water–rock effects, such as precipitation and precipitation of Ca–Mg minerals. The dispersed water sample points in the graphical analysis indicated the highly variable groundwater chemistry and effects of anthropogenic activities on hydrogeochemical conditions of the underground aquifer.
Figure 3

Piper trilinear diagram for groundwater samples.

Figure 3

Piper trilinear diagram for groundwater samples.

Close modal

Groundwater hydrochemical genesis mechanisms

Gibbs

The Gibbs diagram uses a semi-logarithmic coordinate system to isolate the main drivers of groundwater chemistry (Figure 4). The present study used the Gibbs diagram to identify the dominant factor affecting groundwater chemistry among atmospheric precipitation, evaporative concentration, and water–rock action (Gibbs 1970). Groundwater sample Na+/(Na+ + Ca2+), TDS, and Cl/(Cl + HCO3) extended from 0.2 to 1.0, 500 to 900 mg/L, and 0.1 to 0.7, respectively. Most water sample sites were positioned in the central part of the Gibbs plot, suggesting rock weathering to be the dominant factor influencing groundwater chemistry. Cl accounts for a relatively small proportion of groundwater anions. Therefore, the concentration of HCO3 exceeded that of Cl by a factor of approximately 3, resulting in low Cl/(Cl + HCO3) for most water sample points, and leading to a small shift to the left of the water sample drop. A similar rise in Na+/(Na+ + Ca2+) suggested that the exchange of cations has an effect on groundwater water chemistry.
Figure 4

Gibbs diagram for groundwater samples.

Figure 4

Gibbs diagram for groundwater samples.

Close modal

Ion ratio analysis

The Gibbs diagram indicated that weathering of rocks and water–rock interactions are the main factors influencing the chemistry of groundwater in the study area, with a delayed alternating effect of groundwater flow. Isolated water–rock interactions included dissolution/sedimentation, cation adsorption and exchange, and evaporation and concentration. The Gibbs plot indicated no obvious effect of evaporative concentration in the study area. Hence, the current study further investigated dissolution/sedimentation and cation adsorption and exchange. There can be significant differences in the contents and ratios of water chemistry indicators among different aquifers. Therefore, the ion area ratio diagram can be applied to identify the main hydrogeochemical processes influencing groundwater (Yang et al. 2016; Liu et al. 2018).

Under natural conditions, the rock salt dissolution releases equal quantities of Na+ and Cl. The Na+:Cl ratio close to 1 in the present study indicated that dissolution filtration of rock salt minerals plays a dominant part in chemistry of groundwater. Dissolved Cl has a conservative nature, whereas the contents of dissolved Na+ change due to chemical effects, such as adsorption and precipitation. This leads to variation in Na+:Cl ratio. As demonstrated in Figure 5(a), most groundwater samples (76%) plotted under the y = x line. This result indicated that rock salt dissolution was not the dominant process influencing groundwater. This result also suggested that Na+ contained in groundwater did not solely originate from rock salt dissolution, but likely also from silicate weathering and cation exchange. The Ca2+:SO42− weight ratio should equal 1 when the dominant process is the dissolution of gypsum. As demonstrated in Figure 5(b), most (76%) groundwater samples deviated from the y = x line, indicating Ca2+ concentrations that were too high to allow for the possibility of gypsum dissolution.
Figure 5

Correlation diagrams of (a) Cl vs Na+, (b) SO42− vs Ca2+, (c) HCO3 vs Ca2+, (d) Mg2+ vs Ca2+, (e) HCO3 + SO42− vs Ca2+ + Mg2+, (f) Na+ + K+ − Cl vs Ca2+ + Mg2+ − HCO3 − SO42−, (g) (Mg2+/Na+) vs (Ca2+/Na+), (h) (HCO3/Na+) vs (Ca2+/Na+), (i) Cl/Na+ vs NO3/Na+, and (j) chlor-alkaline indices CAI-Ⅰ vs CAI-Ⅱ.

Figure 5

Correlation diagrams of (a) Cl vs Na+, (b) SO42− vs Ca2+, (c) HCO3 vs Ca2+, (d) Mg2+ vs Ca2+, (e) HCO3 + SO42− vs Ca2+ + Mg2+, (f) Na+ + K+ − Cl vs Ca2+ + Mg2+ − HCO3 − SO42−, (g) (Mg2+/Na+) vs (Ca2+/Na+), (h) (HCO3/Na+) vs (Ca2+/Na+), (i) Cl/Na+ vs NO3/Na+, and (j) chlor-alkaline indices CAI-Ⅰ vs CAI-Ⅱ.

Close modal

The current study also investigated the correlation between groundwater HCO3 and Ca2+ concentrations. The HCO3:Ca2+ ratio approximating 1 indicated calcite dissolution, whereas 2 indicated dissolution of dolomite (Li et al. 2016). As demonstrated in Figure 5(c), 40% of the water sample points plotted above y = 2x, suggesting the presence of dolomite dissolution, whereas 20% fell between y = x and y = 2x, implying the contribution of carbonate to groundwater hydrochemistry evolution. Water sample points plotting below the y = x line (40%) exhibited high Ca2+ concentrations, implying that the weathering of dolomite and calcite were not dominant processes and the presence of other sources of Ca2+ or cation exchange.

(HCO3 + SO42−) and (Ca2+ + Mg2+) bivariate plots can be applied to identify the dominant Ca2+ and Mg2+ sources (Marghade et al. 2015). Most groundwater sample points plotted above the y = x line and had a ratio exceeding 1, indicating reduced contents of Ca2+ and Mg2+. Therefore, Ca2+ and Mg2+ predominantly originated from the dissolution of silicate and sulfate or the presence of cation exchange (Figure 5(e)).

Plotting (Na+ + K+ − Cl) against (Ca2+ + Mg2+ − SO42− − HCO3) can be utilized to isolate the dominant cation exchange process. Variations in these two indices indicate the acquisition or migration of Ca2+, Na+, and Mg2+ from sources other than salt rock, hydrochloride rock, and gypsum dissolution. The two indices will show a linear relationship if cation exchange dominates, with a slope of −1 (Wu & Qian 2017). Groundwater points mainly plotted near the y = −x line, suggesting that cation exchange is an important process influencing groundwater chemistry (Figure 5(f)).

In addition, the study of the relationship between HCO3/Na+ and Mg2+/Na+, Ca2+/Na+ can qualitatively reflect the influence of the dissolution of different rock types on groundwater chemistry (Gaillardet et al. 1999). As shown in Figure 5(g) and 5(h), there were high contents of silicate in groundwater samples, indicating silicate weathering to be an important hydrochemical process regulating groundwater chemistry, whereas evaporite dissolution is responsible for a certain proportion of groundwater chemistry. This result is consistent with that shown in Figure 5(d). Around 76% of water sample points plotted below the y = 0.5x line, indicating the dominant role of silicate dissolution.

Anthropogenic activities represent the main factor affecting groundwater chemistry in many places. The study area is not industrially developed, with agricultural and domestic wastewater acting as the main contributors to groundwater pollution. NO3 is a special pollutant in groundwater in agricultural areas. Given the conservative nature of Cl, the relationships among Na+, Cl, and NO3 can be utilized to isolate the influences of anthropogenic activities on groundwater chemistry. Most groundwater samples plotted within the triangular area, indicating the dominant source of groundwater NO3 to be urban sewage (Figure 5(i)).

The chlor-alkaline index is an effective approach for studying ion exchange processes, and CAI-Ⅰ and CAI-Ⅱ have been confirmed to verify cation exchange types. The chloride base index can be used to compare exchange correlations between Na+ and Mg2+ and between Na+ and Ca2+. The strength of aquifer ion exchange can be determined by calculating the chloride base indices CAI-Ⅰ and CAI-Ⅱ. A positive result for both indices indicates forward cation exchange, represented by Equation (15); if both are negative, reverse cation exchange occurred, represented by Equation (16):
(15)
(16)

As shown in Figure 5(j), most samples provided CAI-I and CAI-II values < 0. Therefore, reverse cation exchange was identified as the process that resulted in decreases in Ca2+ and Mg2+, consistent with the results in Figure 5(e).

Saturation indices (SIs)

SI is calculated in the hydrogeochemical software PHREEQC and is an important measure of the equilibrium states of various groundwater minerals (Yang et al. 2020). SI > 0, SI = 0, and SI < 0 represent a supersaturated state (tendency to precipitate), equilibrium between dissolution and precipitation, and unsaturated state (tendency to dissolve in the solution), respectively. The present study calculated the SI of groundwater hard gypsum, calcite, aragonite, dolomite, gypsum, and rock salt. Anhydrite and gypsum SI ranged from −3.880 to −1.594 and − 3.576 to −1.290, respectively, indicating slight dissolution. The SI of dolomite varied widely from −13.315 to 0.993, reflecting the large variation in dolomite dissolution precipitation between groundwater sites and its high instability. Most SI values were less than 0, with only those of aragonite, calcite, and dolomite exceeding 0. This indicated that the study area's groundwater system has not reached saturation, with dissolution in the water column a continuing process. The SI results were consistent with those of the ion ratio in previous studies. The dominant sources of groundwater Ca2+, Na+, and HCO3 were isolated as dolomite, calcite, gypsum, and rock salt dissolution, whereas the saturation states of aragonite, calcite, and dolomite indicated trends of precipitation for these minerals. These results in combination with those of a previous study indicate that although dissolution of calcium and magnesium carbonates occurs, they do not occur concurrently, and that reverse cation exchange results in increasing concentrations of Na+ (Figure 6).
Figure 6

Relationships between indices of saturation of TDS and relevant minerals in the study area's groundwater.

Figure 6

Relationships between indices of saturation of TDS and relevant minerals in the study area's groundwater.

Close modal

Vertical distribution of heavy metals in groundwater

The current study investigated the vertical distribution of groundwater heavy metals in the study area. The results indicated a complex vertical distribution of heavy metals in water, and large differences between the surface layer and deep layer (Figure 7). The rank of heavy metals in water in terms of concentration was: Mn > Fe > Cr > Zn > Cu > As > Cd. All water heavy metals showed relatively consistent trends with increasing depth, with concentrations first decreasing and then increasing. Irregular and large fluctuations in heavy metal contents occurred at 0–5 m, indicating the large influences of natural and anthropogenic factors. The fluctuating decreasing trend between 5 and 25 m indicates the mostly clayey nature of the soil in this layer, which readily adsorbs toxic metals, thereby leading to a decrease in groundwater toxic metal contents. On the other hand, the toxic metal adsorption efficiencies of clay differ among different toxic metals, leading to variations in the concentration trends among different metals. The increase in metal concentrations at a depth of 25–30 m could be attributed to the slow gradual movement of toxic metals from soil to groundwater in this layer.
Figure 7

Vertical profiles of the concentrations of toxic metals in the study area.

Figure 7

Vertical profiles of the concentrations of toxic metals in the study area.

Close modal

Spatial distribution of groundwater pollution and water quality evaluation results

The EWQI has been commonly applied within the evaluation of the joint impacts of water chemistry parameters on water quality (Hasan & Rai 2020). The present study calculated EWQI based on the levels of Na+, Ca2+, Mg2+, TDS, Cl, F, SO42−, and NO3, as well as on the levels of the metals As, Cr, Cd, Cu, Pb, Zn, Mn, and Fe. As mentioned earlier, EWQI < 50 and 50 < EWQI < 100 indicate very good and good water quality, respectively. Among the collected groundwater samples, 76% and 24% fell within Rank 1 and Rank 2, respectively, indicating good groundwater quality. The results of the EWQI indicated that TDS, SO42−, Ca2+, and Na+ contributed the most to the EWQI, and that groundwater samples with higher EWQI usually contained higher contents of Mn, Cr, or Fe. Groundwater sample points with elevated EWQI suggested the effects of anthropogenic activities, such as landfill leachate. Potential drinking water safety hazards may exist at these sites, indicating the need for further focus on these areas (Figure 8).
Figure 8

The relationship between TDS and the EWQI for groundwater in the study area and bar graph of calculated EWQI values of every sampling point.

Figure 8

The relationship between TDS and the EWQI for groundwater in the study area and bar graph of calculated EWQI values of every sampling point.

Close modal

Human health risk assessments

The current study assessed the risk of groundwater to the wellbeing of children and adults through skin contact and drinking water. Table 5 summarizes the results of the evaluation. The rank of the eight different groundwater toxic metals according to their risk to human health was As > Cr > Cd > Cu > Pb > Zn > Mn > Fe. The groundwater concentrations of As, Cd, and Cr were higher than the maximum permissible risk value (1 × 10−4) suggested by USEPA (2011). These metals are the main contributors to the carcinogenic hazard of groundwater to human health through ingestion and dermal contact. The results indicated that Cr and As in the groundwater can greatly affect human health through drinking water and skin contact, similar to the conclusions of previous studies (Qiu et al. 2018; Podgorski & Berg 2020). Even though the levels of Fe and Mn were higher than the national standards, their HI values were low at 0.03. Despite their low non-carcinogenic risks, the small upper thresholds of Fe and Mn were established in the standards due to their effects on drinking water taste at higher concentrations (Munger et al. 2016).

Table 5

Risks of various groundwater toxic metals to human health among different ages

ApproachCarcinogen
Non-carcinogen
CdCrAsMnFeCuZnPb
Adults ingestion 1.98 × 10−4 2.41 × 10−4 1.64 × 10−2 5.23 × 10−10 1.56 × 10−10 1.06 × 10−7 4.65 × 10−8 1.78 × 10−7 
Children ingestion 1.69 × 10−4 2.06 × 10−4 1.40 × 10−2 4.46 × 10−10 1.33 × 10−10 9.08 × 10−7 3.72 × 10−8 1.52 × 10−7 
Adults dermal 3.15 × 10−7 1.23 × 10−6 4.18 × 10−5 2.33 × 10−10 2.65 × 10−12 1.13 × 10−10 1.96 × 10−10 1.51 × 10−10 
Children dermal 3.07 × 10−7 7.46 × 10−7 2.54 × 10−5 2.52 × 10−12 1.61 × 10−12 1.83 × 10−11 2.71 × 10−10 8.56 × 10−12 
ApproachCarcinogen
Non-carcinogen
CdCrAsMnFeCuZnPb
Adults ingestion 1.98 × 10−4 2.41 × 10−4 1.64 × 10−2 5.23 × 10−10 1.56 × 10−10 1.06 × 10−7 4.65 × 10−8 1.78 × 10−7 
Children ingestion 1.69 × 10−4 2.06 × 10−4 1.40 × 10−2 4.46 × 10−10 1.33 × 10−10 9.08 × 10−7 3.72 × 10−8 1.52 × 10−7 
Adults dermal 3.15 × 10−7 1.23 × 10−6 4.18 × 10−5 2.33 × 10−10 2.65 × 10−12 1.13 × 10−10 1.96 × 10−10 1.51 × 10−10 
Children dermal 3.07 × 10−7 7.46 × 10−7 2.54 × 10−5 2.52 × 10−12 1.61 × 10−12 1.83 × 10−11 2.71 × 10−10 8.56 × 10−12 

Table 5 and Figure 9 show the non-carcinogenic hazards of groundwater toxic metals. The health risks of the groundwater toxic metals were not higher than the highest permissible thresholds (1 × 10−4) recommended by the USEPA (2011). The USEPA (2011) stipulates an HI < 1 as indicating an acceptable range of non-carcinogenic risk to exposed people. Also, the results reflected no risk of adverse non-carcinogenic impacts on children and adults by groundwater toxic metals. In addition, a comparison of risk to human health associated with exposure to groundwater toxic metals through drinking water ingestion and dermal contact showed that the former exceeded the later by a factor of 1 to 4, indicating the former to be the main route of risk exposure (Ravindra et al. 2019; Ijumulana et al. 2020). The hazard posed by groundwater toxic metals to the health of adults was found to exceed that to children under both exposure routes, probably due to the higher drinking water requirements of adults, their larger skin area:volume ratio, the lower body weight of children, and various other differences in physical characteristics.
Figure 9

Non-carcinogenic risks of groundwater toxic metals to the health of children and adults through different routes of exposure (skin contact and drinking water).

Figure 9

Non-carcinogenic risks of groundwater toxic metals to the health of children and adults through different routes of exposure (skin contact and drinking water).

Close modal

The present study used various computational techniques, including the EWQI and USEPA mathematical models, to investigate and analyze groundwater chemical characteristics and their drivers in Qixing Town, Langzhong City, and to assess the associated risks to human health. The main groundwater chemistry types were HCO3–Na and HCO3–Ca. The order of groundwater cations according to concentration was Na+ > Ca2+ > K+ > Mg2+, whereas that of anions was HCO3 > Cl > SO42− > CO32− > NO3 > F. The main processes affecting groundwater chemistry were determined to be ion exchange and dissolution of calcite and dolomite. The result of the analysis of the vertical distribution characteristics of heavy metals in groundwater shows that the depth of local residential wells is more appropriate at 5–25 m. The results of the EWQI showed that most groundwater samples fell within the WHO drinking water standards and were suitable for drinking. The human health risk evaluation showed that As, Cd, and Cr presented carcinogenic risks to human health as high intake of these toxic metals can result in many diseases including cancer. Therefore, there should be an increased focus on managing the presence of these elements in the groundwater environment through appropriate contaminant control measures. The results of this study can improve comprehension of landfill contamination of groundwater in the study area and the associated risks to the health of locals. This study can guide future management of groundwater pollution in the study area.

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

The authors declare there is no conflict.

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