Groundwater provides critical freshwater supplies for most rural communities living in drought-prone areas. Such is the case for Runde catchment in Zimbabwe, whose rural communities depend on groundwater. Climate change and increased variability pose a threat to water availability by affecting groundwater potential and recharge, but the full extent of the threat is not well understood. Thus, the main objective of this study was to assess the impact of climate change on groundwater potential and recharge in the catchment. The groundwater potential mapping was performed using a spatially weighted overlay method with inputs: soil type, geology, land use, observed precipitation, topographic wetness index and elevation. This mapping produced a groundwater potential index, classified into groundwater potential zones and cross-validated with borehole yield data, r=0.63 and n=62. The groundwater potential validation showed 1.6 and 4.8% of the total boreholes were in the high (>7 L/s) to very high (4–7 L/s) while 43.5 and 50.1% moderate (1–4 L/s), and low (<1 L/s) groundwater potential zones respectively. The simulated precipitation increased by 23% for 2020–2080. Climate change impacts decreased average groundwater potential by 30.8% (13,062.90 km2) low, 5.8% (2433.25 km2) moderate and increased by 34.8% (14,707 km2) high by 1.8% (789.15 km2) very high groundwater potential. For sustainable groundwater management, a holistic approach informs climate change adaptation and mitigation policies.

  • Assess groundwater potential of Runde catchment in Zimbabwe.

  • Map groundwater recharge of Runde catchment.

  • Analyse CORDEX downscaled climate variables for Runde rain gauge stations.

  • Project the impact of climate change on groundwater potential and recharge of Runde catchment, Zimbabwe.

Graphical Abstract

Graphical Abstract
Graphical Abstract

Groundwater, the world's largest freshwater resource, is an important source of water for: meeting growing domestic water demands, irrigation, and coping in times of drought, whose occurrence seems to be increasing due to climate variability and change (Calow et al. 2010; MacDonald et al. 2012; Shivakoti et al. 2019). Globally, more than two billion people depend on groundwater for daily water supply (Wu et al. 2020). In Africa, groundwater is the largest freshwater resource, with the first continent-wide groundwater estimates showing that the volume of groundwater is about 0.66 million km3, which is 100 times more than the annual renewable freshwater resources (MacDonald et al. 2012). However, these groundwater resources are unevenly distributed and underutilized (SADC-GMI 2019). About 70% of people in the Southern African Development Community (SADC) are estimated to depend on groundwater resources. In Zimbabwe, groundwater is a source of water for above 70% of the population (UNDP 2021). In semi-arid and drought prone parts of Zimbabwe, as in other parts of Southern Africa, the dependence on groundwater is more acute. In these semi-arid and drought prone areas groundwater plays an important role in meeting household and productivity-related water needs and more critically sustains people during the long-dry spells and droughts (Jannis et al. 2021). Essentially, groundwater is an integral component of their coping or adaptation mechanisms. Climate change presents an exogenous challenge to the availability, use and dependence on groundwater in drought-prone areas to the detriment of their livelihoods, productivity, and coping strength. Rural communities are the most vulnerable to climate change-induced drought and variability due to their high reliance on groundwater and groundwater-fed systems for potable water use (Amraoui et al. 2019). Furthermore, as climate change-induced droughts persist in the SADC region, developing resilience is strongly linked to groundwater: access, development, and resource management (Amraoui et al. 2019; Gailey et al. 2018).

Runde catchment in Zimbabwe is a drought-prone catchment that encapsulates the dependance on groundwater in drought-prone areas. Groundwater is the main source of water for drinking and production in most rural communities. In Zimbabwe, aquifers known to have significant groundwater resources include the Lomagundi dolomites and forest sandstone aquifers, none of which are in the Runde catchment. Alluvial aquifers are also known to have good water resources in Zimbabwe (Owen 1989), but their occurrence in spatial extent is limited as they follow rivers (Lambert & Faulkner 1991) and the significant ones shown in Owen (1989) are not located in areas where most of the rural populace is. Runde catchment is underlain by the basement complex rock, which is known for low to medium groundwater yields. Generally, groundwater occurrence depends primarily on geology, geomorphology, weathering, and climate. In drought prone areas, such as Runde, groundwater is not only used to meet rural water demands but is also used to cope with extreme hydrometeorological events such as droughts (Arabameri et al. 2019). In severe droughts, massive groundwater programmes are implemented to save humans and livestock, e.g. the drought of 1992. Climate change presents a new challenge in terms of groundwater: water use, dependability, and management in the Runde Catchment as anywhere else in Africa because climate changes results in long-term changes in rainfall and temperature (Barua et al. 2020; Arabameri et al. 2019). Rainfall and temperature (evaporation) are hydrologic cycle variables which are key in sustaining groundwater resources (MacDonald et al. 2013). In Runde catchment, recharge is mainly through rainfall and hence long-term changes in rainfall will impact the groundwater availability, potential and sustainable utilization (Barua et al. 2020). Furthermore, in Africa, climate change is increasing the intensity and frequency of droughts (WMO 2021) and thus there is a need to develop better adaptation strategies. Unfortunately, there is limited catchment specific data and information to understand the impacts of climate change on groundwater resources to enable better planning and programming related to groundwater use, potential, adaptation, and disaster response. It is imperative that water resources managers, development actors and communities in the Runde catchment understand the potential impacts of climate change on groundwater potential and recharge (Barua et al. 2020).

Groundwater recharge refers to the process through which water is added to the groundwater storage below the land surface, which is marked by a change in the water table level. Quantification of groundwater recharge is important for sustainable groundwater utilization. Ideally, to avoid groundwater mining people should only utilize groundwater that can be replenished by annual recharge (Adhikari et al. 2018). However, the estimation of recharge is very challenging and a number of methods have been developed that include: chloride mass balance, isotopic tracers, integrated and groundwater water balance methods, groundwater level fluctuation and streamflow/baseflow methods (Xu & Beekman, 2003; MacDonald et al. 2021) and a number of these methods have been used in Southern Africa. In Zimbabwe, studies in small headwater catchment by MacDonald & Edmunds (2014) estimated recharge by the chloride mass balance method to be about 3.7% of long-term mean annual rainfall (22 mm/year) on melanocratic bedrock and about 1.1% (6.7 mm/year) on leucocratic felsic bedrock. Sibanda et al. (2009) evaluated the recharge of four methods, namely chloride mass balance, Darcian flownets, MODFLOW modelling and water table fluctuation over the Nyamandhlovhu aquifer in western Zimbabwe. They pointed out that reasonable estimates of recharge are in the range of 15–20 mm/year, which is about 2.7–3.6% of mean annual rainfall. Earlier, Larsen et al. (2002), after sampling and analysing data from 22 boreholes in Western Zimbabwe, estimated recharge to be about 20–25 mm/year (3.6–4.5%). Houston (1988) applied baseflow analysis, simulation and hydro-chemical analysis to estimate groundwater recharge in Masvingo province, an area in Runde catchment. Houston (1988) concluded that recharge estimates were about 2–5% of annual rainfall. It is against this background that 2% of mean annual rainfall is used as a recharge estimate for national groundwater resources planning in Zimbabwe. Whilst using 1D or 3D groundwater modelling is ideal for recharge assessment, the availability of data to develop the conceptual and numerical models is a challenge. Thus, the use of a percentage of a more commonly measured variable (i.e. rainfall) provides a method that can be applied over wider areas and can be integrated with satellite datasets. Hence, in some studies such as Misi et al. (2018) recharge is determined as percentage of mean annual rainfall. This approach can serve as a first-order estimate of groundwater recharge and is useful in estimating the impact of climate change on recharge.

Groundwater potential, from an exploration perspective, refers to the possibility of groundwater occurrence or availability (Rahmati et al. 2015; Misi et al. 2018). Such an assessment can be done using geological and geophysical methods, but for regional scales these methods tend to be costly and time consuming. On the other hand, Geographic Information Systems (GIS) and remote sensing can be effectively used for groundwater potential mapping at catchment or regional scales (Ahmadi et al. 2021). GIS-based groundwater potential mapping combines spatial thematic layers such as elevation using some multi-criteria decision-making framework (MCDA). One of the more commonly applied MCDA methods is the Analytical Hierarchy Process (AHP) (Saaty 1980). In AHP, the relative importance of thematic layers is included based on expert knowledge. Misi et al. (2018) used a GIS based approach to map groundwater potential in Upper Manyame Sub-catchment in Zimbabwe using the AHP method (Barua et al. 2020). This showed that the method worked considerably well. The Upper Manyame Sub-catchment was deemed to be of moderate groundwater potential. Rahmati et al. (2015) also demonstrated the use of GIS and Saaty's AHP for groundwater potential mapping. They defined a Groundwater Potential Index (GWPI) which they used to map groundwater potential using spatial layers such as drainage density, rainfall, and lineament density amongst others. Recently, Abrar et al. (2021) used the AHP method to assess the groundwater potential of the western escarpment of the Ethopian rift valley. Some of the factors that they considered include slope, rainfall, geomorphology and lithology (Adhikari et al. 2018). Overall, studies show that an area's groundwater potential can be mapped using GIS and earth observation data (Rahmati et al. 2015).

Water resources in Southern Africa are highly vulnerable to climate change and adaptive capacity is low (Kusangaya et al. 2014), which inherently makes the people vulnerable as well. To understand climate change impacts on groundwater potential and recharge, climate change projections must be used. Climate change projections are computed using General Circulation Models (GCMs) under future scenarios. Some current projections are from the following GCMs: CCCma-CanEM2, CSIRO, MOHC-HadGEM3, MPI-ESM-LR and IPSL-CMSA-MR under RCP 4.5 and RCP 8.5 for the period 2020–2080. Unfortunately, the climate change projections are provided at a coarse spatial scale for hydro-geological analysis (Amraoui et al. 2019; Masimba et al. 2019; Adhikari et al. 2018). Therefore, the projections should be downscaled. There are two broad climate variable downscaling approaches: i.e. Statistical Downscaling and Dynamic Downscaling used to account for point weather station variable. Dynamic downscaling involves the use of a regional climate model or numerical weather model to make use of the model's physics to produce high resolution data. As an example, at a continental scale, the Coordinated Regional Downscaling Experiment (CORDEX) program of the World Climate Research Program (WRCP) provides dynamically downscaled data for the Africa region (Nikulin et al. 2012). On the other hand, statistical downscaling involves the establishment of empirical relationships between historical/future large-scale atmospheric variables and their local scale equivalents. The statistical relationships are then used to produce high resolution data. In Zimbabwe's Upper Manyame Sub-catchment, Masimba et al. (2019) demonstrated the use of a statistical method to downscale GCM climate projections. However, this work did not extend to an impact assessment as shall be done in this study. Whilst a number of studies have worked on climate change impact studies in Zimbabwe (Maviza & Ahmed 2021), it is noted that only 12% of the impact assessment work (n=52) over the past 29 years has focused on hydrologic studies in general, but groundwater has not been studied. This is probably due to the dearth of data to fully develop conceptual and numerical models as highlighted above. However, we propose that GIS and earth observation methods can be extended to climate change impact assessment at regional scales for getting first-order insights that can guide programming, policy and decision making.

Given the above context and challenges in the Runde catchment, this research sought to assess the impact of climate change on groundwater potential and recharge in a data-scarce region, using GIS and earth observation data (including remote sensing). For the first time in Runde catchment we generate catchment scale insights on climate change impacts on groundwater recharge and potential using earth observation methods. The methodologies presented in this study are applicable to region-scale assessments. Specifically, the objectives were: (i) to determine the spatial variability of groundwater potential, (ii) to analyse the spatial and temporal variation of groundwater recharge, (iii) to analyse downscaled climate variables (rainfall, temp, and ET) from CORDEX-Africa for the Runde catchment, and (iv) to assess the impact of climate change on groundwater potential and recharge.

Description of study area

The research was carried out in the Runde catchment which lies in the south-eastern arid regions of Zimbabwe (Figure 1). Geographical location is at 20° S and 30° E.

The area is approximately 42,364.75 km2. Runde catchment is divided into five sub-catchments according to its main river systems namely: Runde, Lower Runde, Tokwe, Mutirikwi and Chiredzi. Runde covers part of the Midlands to the Lowveld of Masvingo provinces of Zimbabwe.

Runde catchment is also home to several overcrowded communities (Shurugwi, Chivi, Zaka, Zimuto and Chiredzi) that makes it vulnerable to access potable water in the form of groundwater. Runde groundwater is practically affected by seasonal major river flows and the catchment is underlined by rocks of the basement complex which forms localized aquifers (Misi et al. 2018). Hence the base flows are very limited. Thus, most rivers flow between mid-November to March, the rainy season, while there are practically no flows on major rivers for the rest of the year (Gumindoga et al. 2018). The catchment is significant to Zimbabwe since it houses the country's largest surface water bodies, such as Tokwe-Mukosi which is the largest inland and Lake Mutirikwi, a centre for tourist attraction together with Great Zimbabwe ruins. The water bodies are mostly fishing grounds, and sources of drinking and irrigation water to the sugarcane plantations in the southern low-veld of the country. The water bodies also offer great potential in mitigating the negative impacts of climate change (Barua et al. 2020).

Illegal gold panning along the river stream banks play a major role in socioeconomic activities and threatens water flows and quality due to mercury, violating the Mines and Mineral Act of 1996 (SADC-GMI 2019).

Data acquisition

Most of the spatial data was acquired from satellite remote sensing platforms. Such data include landuse, elevation, and slope. Additional spatial data include soils, geological and lithological maps from Zimbabwean surveyors. Landuse data was obtained from Landsat 8 satellite imagery NDVI, STRM download https://www.sea-land-cci.org/?q=node/187. NDVI is the conventional vegetation index that has been used for most hydro-environmental studies to derive an abundance of vegetation from remotely sensed data. It investigates a strong linear relationship between maximum and mean NDVI. Hence the algorithm isolates and normalizes the significant increase in reflection over the visible red to near-infrared wavelengths by dividing pixels over brightness of those wavelengths as shown in Equation (1):
formula
(1)
  • NDVI=normalized difference vegetation index, NIR=near infra-red, R-red

The obtained values are converted from raw digital number (DN) values to solar electromagnetic radiation reflectance in either band. NDVI values range from −1 to +1, and values close to +1 has more vegetation cover.

Soil data was retrieved from https://soilgrids.org/#/?layer=ORCDCM_M_s12_250&vector=1.

Slope map percentages were calculated from Equation (2):
formula
(2)
where HYP=an internal Mapcalc/Tabcalc function.
PIXSIZE (DEM) returns the pixel size of a raster map (30 m). SLOPEPERCENT=the output map name of the slope map in percent and a suitable representation is chosen. Drainage network extraction was done by specifying output raster map DNE_10000, pixel information is used to check the attributes. The drainage lines are created from the filed DEM as input to extract the drainage network. The Topographic Wetness Index shows the degree of wetness or areas with the tendency of water accumulation (Mahato et al. 2021; Yıldırım, 2021). The wetness index follows the gradient. The topographic index of the study area was developed from the SRTM DEM (https://iridl.ideo.columbia.edu/SOURCES/.NOA.A/.NCEP/.CPC/.CMORPH/.daily.mean/morph.ed/.cmorph/ as a logarithmic ratio between the specific catchment or specific runoff contributing area and average outflow gradient:
formula
(3)
where A = contributing area and β = slope in radians
TANβ is a tangent of the slope (β). This gives an idea of spatial distribution and zones of saturation or runoff generation areas. Contributing area (A) is calculated by flow accumulation × pixel area, hence the pixel was 30 m. By typing the command line:
formula
(4)
where 900 Ξ pixel area and Facc=flow accumulation map. The function TAN is the input angle specified in radians. Degrees were converted to radians using angular function DEGRAD:
formula
(5)

Data processing

The determination of groundwater potential zones was based on considering important parameters that influence groundwater occurrence and storage according to hydrogeology theory (Figure 2). GIS-based multi-criteria evaluation based on Saaty's Analytical Hierarchy Process (AHP) (Saaty, 1980) was used. Computation for classes in a layer and weights for thematic layers used a weighted linear combination method to identify GWP areas of Runde catchment. The input thematic layers were prepared from digitized maps and digital image processing of remote sensing data. A GWP study map was produced from thematic layers of lithology, slope, elevation, drainage density, soil, rainfall, landuse/landcover from satellite images and topographical maps:
formula
(6)
where i=normalized weight of ith class/ feature of the theme, Wj=the normalized weight of jth theme, m=the total number of the theme, n=the total number of classes in a theme. A groundwater potential map was produced by weighted sum ranking of parameters. To this extent, the groundwater potential map and borehole data were overlayed using QGIS, a geographic information system software package (MacDonald et al. 2012; Fenta et al. 2015).

The groundwater recharge was obtained from using rainfall data. Groundwater recharge can be determined as a fraction of rainfall considered (MacDonald et al. 2012). To get spatial data, satellite rainfall estimates were used. The CHIRPS satellite rainfall data was used.

Groundwater recharge equation:
formula
(7)
where GR is recharge, P is precipitation, Q is net run on (run on minus runoff), Eta is actual evapotranspiration.
Hence, groundwater recharge:
formula
(8)
Groundwater recharge is the primary method by which water reaches aquifer storage (GoZ 2016). Potential evapotranspiration was also a factor that influenced groundwater recharge due to atmospheric moisture loss, through environmental interaction. Thus the Penmen-Monteith equation was applied, Crosbie et al. (2015) defined as a reference crop (ETo) under optimal conditions that had the characteristics of well water grass with an assumed height of 12 centimetres, a fixed surface resistance of 70 seconds per metre and an albedo of 0.23, using WorldClim 2.0, climate variables. FAO-Penman-Monteith equation:
formula
(9)
where ETo=potential evapotranspiration for reference crop (mm/day), Rn is net radiation at crop surface (MJm−2day−1), G=soil heat flux density (MJm−2day−1), Tav=mean daily air temperature at 2 m height (°C), u2=the wind speed at 2 m height (ms−1), es=saturation vapour pressure (kPa), ea=actual saturation vapour pressure (kPa), es−ea=saturation vapour pressure deficit (kPa), Δ=the slope of vapour pressure (kPaoC−1), γ=psychrometric constant (kPaoC−1), rs=bulk surface resistance (ms−1), ra=aerodynamic resistance (ms−1).

Climate variables

The global climate data of precipitation, temperature and potential evapo-transpiration were extracted from GCMs. The climate variables projected were obtained from six GCMs among CanEM2, CNRM-CM5, CSIRO, MIROC, EC-Earth and HadCM3. HadCM3 has already been applied successfully in most African countries. CanESM2 was also selected as it was the latest model incorporating the representative concentration pathways. Mann Kendall trend tests (Pohlert 2020) were used in this study to analyse statistical downscaled climate variables (precipitation, temperature, and evapotranspiration), computed as:
formula
(10)
where n=number of data sets, Yj and Yi are data values of consecutive periods, sgn (YjYi)=1 or 0 or −1.
In this study, the seasonal Mann–Kendall test was considered with a seasonality time series of 12 months. A positive sgn value in the equation indicates an increasing trend in the data, while a negative sgn value represents a decreasing trend. A linear relationship occurred a simple nonparametric procedure by Sen slope for a linear model is f(t):
formula
(11)
where Q=slope, β=constant
formula
(12)
I=0, 1, 2, N, j>k, N=n(n−1)/2 slope estimate, Qi

Sen's slope estimator

Q=Q(N+1)/2, if N=odd of ½ QN/2=Q(N+2)/2 if N=even.

Test statistic,
formula
(13)
If S>0, 0 if S=0
formula
(14)
If S<0
formula
(15)

This study used various ways of evaluating the homogeneity of hydro-meteorological data. To verify the conformity of projected hydrometeorological data to observed data a homogeneity classification was done. The significant changes in the mean value of the time series were evaluated using the homogeneity classification of data (Warnatzsch & Reay 2019; Pohlert 2020).

The Pettitt test (Pettitt 1979) was conducted for nonparametric change-point detection. The Pettitt test is designed to detect abrupt changes in the mean of distribution. The Pettitt test was computed as follows:
formula
(16)
where,
formula
(17)
Significance probability, KT=p≤0.05
formula
(18)
The U Buishand test (Bruishand 1982) was also used for non-parametric change point detection test. The Buishand test was computed as follows:
formula
formula
formula
(19)
formula
(20)
The SNHT test was also used to detect change points (MacDonald et al. 2012). The SNHT test was computed as follows:
formula
(21)
formula
(22)

Groundwater potential predictors

The soil groups in the Runde catchment were ferralic (1168 km2), chromic (8571 km2), harplic (10,499 km2), Lithic (9661 km2), sodic (3002 km2) and others (1098 km2) (Figures 35). The results demonstrated that areas with clay (ferralic) were assigned the least value of GWP because of the presence of clay horizons in the area considerably restricting percolation whereas the highest value was assigned for sandy loam (chromic). This was due to their low water holding capacity and high permeability allowing fast percolation for groundwater recharge (Interconsult, 1985; Crosbie et al. 2019). Spatial distribution of geological information ranged from sandstone to intrusive granite. The sandstone, sediments, limestone, and alluvium soils are sedimentary rock (shamvaian and karoo, 5537.071 km2, 12.6% and 3116.128 km2, 7.1%) which are porous materials that have high infiltration capacity. The basaltic, ultramafic lavas, intrusive granite (great dyke, 28,556.528 km2, 65%) and granophyre are produced from volcanic and highly impervious (sebakwian, 882.379 km2, 2.0%), inland water covering 46.844 km2, 0.11%). The Andesitic, gneisses, Older Gneiss complex, kimberlite, paragneiss's (Beitbridge, 5584.521 km2, 12.7%) and serpentine and pyroxenites (bulawayan, 124.675 km2, 0.28%) are also impervious. Areas around Mogenster are surrounded by young intrusive granite and Zimuto is surrounded by limestone, shale, and quartzite resulting in low to moderate GWP (SADC-GMI 2019). The areas around Renco, Ngundu and Neshuro are surrounded by gneisses, metamorphic rocks which are impervious and porosity is only achieved through rock fracture by overlay burden (Bonsor et al. 2018). Rock water-bearing is increased by the interconnection of the fractures within the rock structure. Dolerites and gabbros are more exhibited around Chivi, Mandamahwe and Zvishavane 14,198.323 km2, 32.3% south-west of the catchment area GWP achieved by weathering and fractures. Hydrogeological volcanic areas are common in most drought-prone areas of Southern Africa (Ketema et al. 2016; Bonsor et al. 2018). The results exhibit that the hard rock aquifers of heterogenous and discontinuous weathered fractures pose a high risk of drilling failure (Rahmati et al. 2015; Rajaveni et al. 2017; Bera et al. 2021). The results show grasslands are spatially distributed throughout the Runde catchment from Chilonga, Lowveld to Guinea Fowl, highveld. The grasses varied from annual, Sporoborous to Hyperhenia at Lowveld and highveld respectively.

Slope relates to the general direction of the groundwater flow and its influence on groundwater recharge. Gentle slope of <2% indicates the presence of high GWP zones whereas steep slope >15% shows the presence of poor GWP zones as water runs rapidly off the surface and does not have sufficient time to infiltrate the surface, keeping other parameters constant, ceteris paribus (Ahmed & Al-Manmi 2019). The low GWP areas show poor soil water infiltration and hard basement rock (Crosbie et al. 2015). The topographical wetness index illustrated areas of high moisture content in the soil. The wetness is spatially distributed evenly around the whole Runde catchment. The lowest pockets are dotted across the whole study area distinctively at areas around Chivi, Zimuto, and Ngundu of low to moderate GWP (Ahmed & Al-Manmi 2019).

Rainfall was bias corrected with CHIRPS 29 data up to 2006. Spatially distributed rainfall had a minimum of less than 20 mm/year for Chivi, Mberengwa and Chilonga, and a maximum of more than 140 mm/year for Guinea and Mogenster in Runde catchment. Minimum rainfall was received in 2001/2002, while maximum was in 2002/2003.

The precipitation trend, exhibiting variation of precipitation, show the impacts of climate change being felt (Amraoui et al. 2019; Warnatzsch & Reay 2019; Jannis et al. 2021).

Groundwater recharge (mm/year)

Groundwater recharge is directly proportional to received precipitation, hence the groundwater potential (Figure 6). The recharge map showed a range from the lowest at 16 mm/year to the highest at 24 mm/year which is 3.5% of the total precipitation (Stanzel et al. 2018; Crosbie et al. 2019; Wu et al. 2020). Areas with the lowest groundwater recharge are around Chilonga, Boli, Chivi, Triangle, Mandamahwe and Mberengwa. The recharge was mapped from the precipitation trend pattern (Lekula & Lubczynski, 2018). High drainage density and low infiltration results in low groundwater recharge (Misi et al. 2018). High sloping areas have increased runoff with less water retention on the ground surface, and hence reduced groundwater recharge (Rajaveni et al. 2017).

Groundwater potential

The spatial variation of groundwater potential map showed to be low mostly in areas with low elevation where precipitation is low as well, this concurred with previous studies (Figure 7). On the other hand, some portions are observed with low groundwater potential at rock formation inhibiting infiltration and permeability (Misi et al. 2018; Interconsult, 1985). However, some portions of high groundwater potential are dotted through the catchment probably following the pattern of the topographic wetness index (Misi et al. 2018). This is an indication of high accumulation of soil moisture due to rising water table (Gumindoga et al. 2020). In the Pearson correlation presented, this research showed the highest r for borehole yield capacity, 0.773, lithology, 0.11, rainfall 0.006 which are positive, however drainage density, −0.236, elevation, −0.040 and wetness, −0.001 had an inverse relationship. Thus, an increase in drainage density, elevation and wetness index reduces the expected GWPI.

The low to moderate groundwater potential is from a granitic formation called Shamvaniah (Misi et al. 2018; Chikodzi & Mutowo, 2014) due to poor weathering and fracture formation. The high to very high yield groundwater potential is at Bulawayan aquifers (Misi et al. 2018; Rajaveni et al. 2017; Macdonald et al. 2008). The findings are supported by studies that deduced that the higher the drainage density, the higher the runoff and the lower the infiltration water into the subsurface (Rajaveni et al. 2017).

Groundwater potential validation

The validation results have shown that out of 62 boreholes 50.1% of the borehole capacity yield fell in regions of low GWP, 1.6% very high GWP, 43.5% moderate GWP and 4.8% in the region of high groundwater potential (Figure 8). The GWP map for the study show four different zones, low, moderate, high and very high, classified as in previous studies (Misi et al. 2018). The validation results showed that Gwenhoro, Tongogara exhibits very high (>7 L/s) GWP, Mutema, Matenda, Batsire and Eastlea have high (4–7 L/s) GWP, Taru, Rukasi and New town have medium (1–4 L/s) GWP whereas Chivi, Chirozva and Mushandike are low (<1 L/s) GWP. The low to moderate groundwater potential is from a granitic formation called Shamvaniah (Misi et al. 2018; Chikodzi & Mutowo, 2014). The high to very high yield groundwater potential are in Bulawayan aquifers (Misi et al. 2018; Rajaveni et al. 2017; Macdonald et al. 2008).

A significant correlation exists between borehole yield capacity and groundwater potential index, r=0.63, n=62 and p-value >0.05. The high GWP is supported at quartzite, schist and psammite that behaves like dolomite and limestone due to weathering and fractures.

GCMs climate variables and downscaling

There is good confidence in temperature projections, although precipitation scenarios remain uncertain though it has a great impact on groundwater recharge (Figure 9 and Table 1). The changes in precipitation amount and intensity are more important than changes in temperature on groundwater recharge (Stanzel et al. 2018). The likely future changes for climate change impacts assessments are more related to precipitation (Warnatzsch & Reay 2019).

The future projections (2020–2080) and historical observed for Runde catchment rain gauge stations are plotted to validate the trends. The projected climate variables show no trend among themselves, but there is a similar visual trend against observed data.

Table 4

Projected mean precipitation in mm/year

Class2020s2040s2060s2080s
Masvingo 915.12 590.935 842.055 842.200 
Buffalo range 1,016.89 647.875 759.365 751.90 
Mberengwa 439.115 601.54 823.46 773.1 
Rutenga 846.07 892.79 867.970 941.70 
Zaka 454.115 801.54 882.8 809.57 
Zvishavane 310.15 456.78 298.56 807.55 
Class2020s2040s2060s2080s
Masvingo 915.12 590.935 842.055 842.200 
Buffalo range 1,016.89 647.875 759.365 751.90 
Mberengwa 439.115 601.54 823.46 773.1 
Rutenga 846.07 892.79 867.970 941.70 
Zaka 454.115 801.54 882.8 809.57 
Zvishavane 310.15 456.78 298.56 807.55 

GCM projected rainfall was analysed for trends and change-point detection over the meteorological stations used in this study (Tables 2 and 3).

Table 2

Analysed projected rainfall

Rain gauge station (Rainfall)Kendall's TauS’Var(S’)Sen's slopeP-Value (Two-tailed)Alpha
Buffalo range −0.006 −477.000 2,182,703.000 0.00 0.747 0.050 
Masvingo −0.010 919.000 250,511.000 0.00 0.568 0.050 
Mberengwa 0.003 280.000 2,618,296.000 0.00 0.863 0.050 
Rutenga −0.013 −1111.000 2,433,571.000 0.00 0.477 0.050 
Zvishavane 0.007 −602.000 2,651,594.667 0.00 0.712 0.050 
Zaka 0.010 −913.000 2,724,737.000 0.00 0.581 0.050 
Rain gauge station (Rainfall)Kendall's TauS’Var(S’)Sen's slopeP-Value (Two-tailed)Alpha
Buffalo range −0.006 −477.000 2,182,703.000 0.00 0.747 0.050 
Masvingo −0.010 919.000 250,511.000 0.00 0.568 0.050 
Mberengwa 0.003 280.000 2,618,296.000 0.00 0.863 0.050 
Rutenga −0.013 −1111.000 2,433,571.000 0.00 0.477 0.050 
Zvishavane 0.007 −602.000 2,651,594.667 0.00 0.712 0.050 
Zaka 0.010 −913.000 2,724,737.000 0.00 0.581 0.050 
Table 3

Rainfall homogeneity analysis

StationHomogeneity class namep-valueAlpha
Buffalo Range Pettitt 0.069 0.05 
SNHT test 0.003 0.05 
Buishand 0.028 0.05 
Von Neumann's test <0.0001 0.05 
Mberengwa Pettitt 0.005 0.05 
SNHT test 0.003 0.05 
Buishand 0.008 0.05 
Von Neumann's test <0.0001 0.05 
Zvishavane Pettitt 0.009 0.05 
SNHT test 0.0001 0.05 
Buishand 0.008 0.05 
Von Neumann's test <0.0001 0.05 
Zaka Pettitt 0.006 0.05 
SNHT test 0.001 0.05 
Buishand 0.027 0.05 
Von Neumann's test <0.0001 0.05 
Rutenga Pettitt 0.013 0.05 
SNHT test 0.002 0.05 
Buishand 0.017 0.05 
Von Neumann's test <0.0001 0.05 
Masvingo Pettitt 0.004 0.05 
SNHT test 0.0003 0.05 
Buishand 0.02 0.05 
Von Neumann's test <0.0001 0.05 
StationHomogeneity class namep-valueAlpha
Buffalo Range Pettitt 0.069 0.05 
SNHT test 0.003 0.05 
Buishand 0.028 0.05 
Von Neumann's test <0.0001 0.05 
Mberengwa Pettitt 0.005 0.05 
SNHT test 0.003 0.05 
Buishand 0.008 0.05 
Von Neumann's test <0.0001 0.05 
Zvishavane Pettitt 0.009 0.05 
SNHT test 0.0001 0.05 
Buishand 0.008 0.05 
Von Neumann's test <0.0001 0.05 
Zaka Pettitt 0.006 0.05 
SNHT test 0.001 0.05 
Buishand 0.027 0.05 
Von Neumann's test <0.0001 0.05 
Rutenga Pettitt 0.013 0.05 
SNHT test 0.002 0.05 
Buishand 0.017 0.05 
Von Neumann's test <0.0001 0.05 
Masvingo Pettitt 0.004 0.05 
SNHT test 0.0003 0.05 
Buishand 0.02 0.05 
Von Neumann's test <0.0001 0.05 
Table 1

Analysed projected temperature trend

Rain gauge station (Temperature)Kendall's tauS’Var(S’)p-Value (Two-tailed)Sen’ slopeAlpha
Buffalo range −0.033 −4474 27,129,067.33 0.39 −8.27 × 10−8 0.050 
Masvingo −0.047 −6522 27,063,596.67 0.21 −1.36 × 10−8 0.05 
Mberengwa −0.073 −10,092 26,636,302 0.051 −3.71 × 10−8 0.05 
Rutenga −0.045 −6185 27,033,749.67 0.234 −159 × 10−8 0.05 
Zvishavane −0.071 −9734 27,146,423.33 0.062 −3.0 × 10−8 0.05 
Zaka −0.043 −5954 25,509,622.67 0.239 −2.47 × 10−8 0.05 
Rain gauge station (Temperature)Kendall's tauS’Var(S’)p-Value (Two-tailed)Sen’ slopeAlpha
Buffalo range −0.033 −4474 27,129,067.33 0.39 −8.27 × 10−8 0.050 
Masvingo −0.047 −6522 27,063,596.67 0.21 −1.36 × 10−8 0.05 
Mberengwa −0.073 −10,092 26,636,302 0.051 −3.71 × 10−8 0.05 
Rutenga −0.045 −6185 27,033,749.67 0.234 −159 × 10−8 0.05 
Zvishavane −0.071 −9734 27,146,423.33 0.062 −3.0 × 10−8 0.05 
Zaka −0.043 −5954 25,509,622.67 0.239 −2.47 × 10−8 0.05 

The Mann Kendall trend test and Sen's slope were used to detect the presence of monotonic trends (Moses & Ramotonto 2018). The absence of Sen's slope for precipitation indicates variation of intensity and amount of projected rainfall for Runde catchment. A decline in precipitation with no statistical significance was noted for Hwange in Zimbabwe. Jannis et al. (2021); Touma et al. (2015) and Bera et al. (2021) highlighted precipitation and temperature as major climate variables which directly affect GWP. The results showed no trend for the simulated variables. The p-value is greater than the significance level alpha (0.05). There is variation to the extreme events, droughts and floods.

The change-point analysis (homogeneity) showed that p-value is generally less than the level of significance. Thus the increase in temperature has an effect on the groundwater potential.

The SNHT showed sensitive signal change results with breaks near the start and end of the time series also observed in studies. The Von Neumann ratio depicted more sensitivity to loss of homogeneity of nature compared to strict stepwise shifts that could not detect the location of the shift (Pohlert 2020).

Trends analyses results showed an average decrease of 3.23 to 0.23 °C for the catchment. There is a negative Sen's slope, supporting the decreasing trend in the test. There is no temperature trend.

These results differ from temperature analysis results for meteorological stations, Beitbridge, Bulawayo and Harare highlighted a statistically significant positive trend for daily maximum temperature in the 20th century (Molina & Bernhofer 2019).

The trend analysis conformed with the study carried out for Rozwa dam in Bikita district of Zimbabwe showing an increased variation in precipitation data trend, 1953–2008 (Molina & Bernhofer 2019; Warnatzsch & Reay 2019; Moses & Ramotonto 2018). The result opposed precipitation decline highlighting ultimately reduced surface water ponding across Zimbabwe (Masimba et al. 2019). The results for temperature analysis showed p-value great than alpha 0.05, with Sen's slope ranging from −8.27 × 10−8 to −1.36 × 10−8 predicting some decreasing trends. The results concurred that Beitbridge, Bulawayo and Harare had a statistically significant negative trend for daily maximum temperature in the 20th century (Molina & Bernhofer 2019). The same report predicted future scenarios to increase mean global temperature from 1.3 to 4.6 °C by 2100, resulting in global warming of 0.1–0.4 °C per decade. Climate change and variability in south-eastern Zimbabwe studied for 1960–2010 data for Zaka weather stations showed a mean temperature increase (Jannis et al. 2021). The study highlighted RCP 4.5 had the least temperature increase compared to RCP 8.5 with the highest warming rates and their mean produced a range of 1.5–5.4 °C (Molina & Bernhofer 2019; Warnatzsch & Reay 2019). The RCP 4.5 and RCP 8.5 scenarios have shown the average increase of maximum temperature in the range of 1.5–5.4% (Jannis et al. 2015; Masimba et al. 2019). GWP has shown to be directly proportional to precipitation change within which the aquifer is replenished (Shivakoti et al. 2019). The anticipated increase in precipitation from downscaled data resulted in altering the GWP, which concurs with previous studies (USAID 2020).

Impact of climate change on groundwater recharge

The groundwater recharge occurrence is a combination of several favourable influencing factors like slope, land use, lithology, rainfall, elevation, soil and drainage density that reduced runoff generation and encouraged infiltration (Fenta et al. 2015; AIH, 2019) (Figure 10 and Table 4). Groundwater recharge is controlled by long term climate conditions hence any changes in climate can affect groundwater storage and availability in the long term (Fenta et al. 2015; Taylor et al. 2019). The projected general circulation model, precipitation from downscaled data resulted in altering the groundwater recharge, concurring with previous studies (USAID 2020).

Variations in precipitation timing, form, and quantity result in increased frequency of flash floods which drained away from high elevation and mountainous places for the 2080s. The projected future scenarios of an increased mean temperature supported by 1.3–4.6 °C by 2100, resulting in global warming of 0.1–0.4 °C per decade, also influence potential evapotranspiration, reducing groundwater recharge (Touma et al. 2015; Masimba et al. 2019; Warnatzsch & Reay 2019).

Impact of climate change on groundwater potential

The projected precipitation from downscaled data directly altered the groundwater potential (Figure 11). Table 5 shows the groundwater potential projected to the 2020s, 2040s, 2060 and 2080s using the RCP 8.5 and RCP 4.5 scenario.

Table 5

GWP percentage area in km2

GWP Class2020s2040s2060s2080s
Low 13,438.13 (31.7%) 1,322.89 (3.2%) 890.74 (2.1%) 375.23 (0.9%) 
Moderate 9682.10 (22.9%) 11,318.52 (26.7%) 12,074.03 (28.5%) 7,248.85 (17.1%) 
High 14,562.92 (34.3%) 16,962.87 (40.0%) 24,921.68 (58.8%) 29,269.92 (69.1%) 
Very high 4681.60 (11.1%) 12,760.47 (30.1%) 4478.30 (10.6%) 5470.75 (12.9%) 
Total 42,364.75 (100%) 42,364.75 (100%) 42,364.75 (100%) 42,364.75 (100%) 
GWP Class2020s2040s2060s2080s
Low 13,438.13 (31.7%) 1,322.89 (3.2%) 890.74 (2.1%) 375.23 (0.9%) 
Moderate 9682.10 (22.9%) 11,318.52 (26.7%) 12,074.03 (28.5%) 7,248.85 (17.1%) 
High 14,562.92 (34.3%) 16,962.87 (40.0%) 24,921.68 (58.8%) 29,269.92 (69.1%) 
Very high 4681.60 (11.1%) 12,760.47 (30.1%) 4478.30 (10.6%) 5470.75 (12.9%) 
Total 42,364.75 (100%) 42,364.75 (100%) 42,364.75 (100%) 42,364.75 (100%) 
Figure 1

Study area showing river systems, dams, rain gauge stations and key settlements.

Figure 1

Study area showing river systems, dams, rain gauge stations and key settlements.

Close modal
Figure 2

Schematic for groundwater potential methodology.

Figure 2

Schematic for groundwater potential methodology.

Close modal
Figure 3

(a) Buffalo range and (b) Masvingo rain gauge stations for 1981–2021 period.

Figure 3

(a) Buffalo range and (b) Masvingo rain gauge stations for 1981–2021 period.

Close modal
Figure 4

(a) Mberengwa and (b) Rutenga rain gauge station for 1981–2021 period.

Figure 4

(a) Mberengwa and (b) Rutenga rain gauge station for 1981–2021 period.

Close modal
Figure 5

(a) Zaka and (b) Zvishavane rain gauge station for 1981–2021 period.

Figure 5

(a) Zaka and (b) Zvishavane rain gauge station for 1981–2021 period.

Close modal
Figure 6

Spatial groundwater recharge (mm/year) variation.

Figure 6

Spatial groundwater recharge (mm/year) variation.

Close modal
Figure 7

Spatial groundwater potential variation in Runde catchment.

Figure 7

Spatial groundwater potential variation in Runde catchment.

Close modal
Figure 8

GWPI, borehole yield, water level and depth correlation.

Figure 8

GWPI, borehole yield, water level and depth correlation.

Close modal
Figure 9

(a) Masvingo, (b) Mberengwa, (c) Buffalo range, (d) Rutenga, (e) Zaka, (f) Zvishavane. Precipitation trends for observed and GCMs extracted for period 1981–2021.

Figure 9

(a) Masvingo, (b) Mberengwa, (c) Buffalo range, (d) Rutenga, (e) Zaka, (f) Zvishavane. Precipitation trends for observed and GCMs extracted for period 1981–2021.

Close modal

Figure 10 illustrates the projected GWR for 2020–2080 for RCP 4.5. The areas are downstream of the largest water bodies in the country: Bangala, Tokwe Mukosi and Mutirikwi dam. In these low-lying areas, drainage density is low with high infiltration expected, resulting in high groundwater potential (Rajaveni et al. 2017; Mahato et al. 2021; MacDonald & Edmunds 2019; Misi et al. 2018). It was shown that igneous and metamorphic rocks upland produced negligible amounts due to the unweathered and non-fractured basement. The groundwater cycle of drought-prone areas like the Runde catchment largely depends on rainfall, which directly influences recharge (Jassas & Merkel, 2014). The projected groundwater recharge for 2020 s, 2030 s, 2040 s, 2060 s and 2080 s.

Figure 10

Projected groundwater recharge, mm/year for the period 2020–2080.

Figure 10

Projected groundwater recharge, mm/year for the period 2020–2080.

Close modal
Figure 11

Projected GWP zones under 4.5 scenario.

Figure 11

Projected GWP zones under 4.5 scenario.

Close modal

The GWP was influenced by projected precipitation through weighted combination analysis with other constant predictors. The low-lying areas show an increase in groundwater potential. The low-lying areas are at the south-eastern parts of the catchment. The highland areas are in the north-western parts of the catchment including Gwenoro stretching to Mogenster at the eastern part of the catchment.

The projected results (Figure 12) showed variation in precipitation patterns differently for RCP 8.5, hence increasing groundwater potential (Touma et al. (2015); NUST, 2019; SADC-GMI 2019).

Figure 12

Projected GWP zones under 8.5 scenario.

Figure 12

Projected GWP zones under 8.5 scenario.

Close modal

The areas showing an increase in groundwater potential are around Chilonga. The groundwater potential is due to predicted amount of rainfall and percolation from climate change impacts. In these low-lying areas drainage density is low, resulting in high infiltration and high groundwater potential (Rajaveni et al. 2017; Mahato et al. 2021; MacDonald & Edmunds 2019; Misi et al. 2018). The anticipated variation of climate variables (precipitation, temperature and evapotranspiration) from simulations predicted an increase in precipitation, directly influencing groundwater recharge for GWP (Taylor et al. 2019).

Conclusions

In this study the spatial distribution of groundwater potential areas was assessed using thematic layers derived from satellite images and existing data in a GIS environment. The thematic layers included soil types, lithology, drainage density, slope, rainfall, land cover and topographic wetness.

  • (i)

    The most promising groundwater potential zones in the Runde catchment are found in alluvial deposits which are highly weathered and have high permeability. Hence the development of productive boreholes can safely target these areas for agricultural purposes. Areas with poor groundwater potential are around structural hills and escarpments. This was validated to low (<1), moderate (1–4), high (4–7) and very high (>7) GWP.

  • (ii)

    The spatial variation of the groundwater recharge map shows large areas with low groundwater recharge in drought-prone areas. The situation is being exacerbated by climate change. The current groundwater recharge was 3.5% of rainfall, which ranged from 16 to 24 mm per day.

  • (iii)

    Climate variables are downscaled from the 2020s, 2040s, 2060 to 2080s to predict groundwater potential map from the rainfall amount and are the source of the results. Rainfall shows an increase in amount in the lowlying area and a slight decrease in highland areas.

  • (iv)

    The research concluded that there is an effect of spatial and temporal variability of average GWP area of 11.05% in drought-prone areas of Runde catchment. Low and moderate GWP decreased 30.8 and 5.8% respectively, high to very high GWP increased by 34.8 and 1.8% respectively.

Recommendations

  • (i)

    GIS and Remote Sensing must be prioritized and embraced by planning institutions for groundwater resources management and planning since it is a cheap, fast, and convenient way of analysis

  • (ii)

    Due to the sensitivity of groundwater potential and recharge to climate change and climate variability, it is imperative for the government of Zimbabwe and other water resources planning authorities to reform their land and water conservation policies.

  • (iii)

    The authorities must improve the rural water information management system (RWIMS) database which has some borehole Global Positioning System (GPS) location without borehole yield capacity.

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

Abrar
H.
,
Kura
A. L.
,
Dube
E. E.
&
Beyene
D. L.
2021
AHP based analysis of groundwater potential in the western escarpment of the Ethiopian rift valley
.
Geology, Ecology, and Landscapes
.
doi:10.1080/24749508.2021.1952761
.
Adhikari
S.
,
Caron
L.
,
Steinberger
B.
,
Reager
J. T.
,
Kjeldsen
K. K.
,
Marzeion
B.
,
Larour
E.
&
Ivins
E. R.
2018
Methods 1
.
Earth and Planetary Science Letters
502 (1), suppl
.
AIH 2019 Climate-Change Adaptation & Groundwater. IAH Strategic Overview Series, 6. www.iah.org.
Ahmadi
H.
,
Kaya
O. A.
,
Babadagi
E.
,
Savas
T.
&
Pekkan
E.
2021
GIS-based groundwater potentiality mapping using AHP and
.
Environmental Sciences Proceedings
2021
(
5
),
1
15
.
Ahmed
T. H.
&
Al-Manmi
D. A. M.
2019
Delineation of groundwater productivity zones with the integration of GIS and remote sensing methods, Bazian Basin, Sulaymaniyah, Kurdistan Region, Iraq
.
Journal of Basrah Researches (Sciences)
2
(
2
).
Amraoui
N.
,
Sbai
M. A.
&
Stollsteiner
P.
2019
Assessment of climate change impacts on water resources in the Somme River Basin (France)
.
Water Resources Management
33
(
6
),
2073
2092
.
https://doi.org/10.1007/s11269-019-02230-x
.
Arabameri
A.
,
Cerda
A.
&
Tiefenbacher
J. P.
2019
Spatial Pattern Analysis and Prediction of Gully Erosion Using Novel Hybrid Model of Entropy-Weight of Evidence
.
Water
11
(
6
),
1129
.
https://doi.org/10.3390/w11061129.
Barua
S.
,
Cartwright
I.
,
Dresel
P.
&
Daly
E. E.
2020
Using Multiple Methods to Understand Groundwater Recharge in a Semi-Arid Area. Hydrology and Earth System Sciences Discussions, no. April, 1–40. https://doi.org/10.5194/hess-2020-143.
Bera
A.
,
Prasad
B.
,
Chowdhury
P.
&
Ghosh
A.
, 2021
Ecotoxicology and Environmental Safety Groundwater vulnerability assessment using GIS-based DRASTIC model in Nangasai River Basin , India with special emphasis on agricultural contamination
.
Ecotoxicology and Environmental Safety
214
,
112085
. https://doi.org/10.1016/j.ecoenv.2021.112085.
Bonsor
H. C.
,
Shamsudduha
M.
,
Marchant
B. P.
,
MacDonald
A. M.
&
Taylor
R. G.
2018
Seasonal and decadal groundwater changes in African sedimentary aquifers estimated using GRACE products and LSMs
.
Remote Sensing
10
(
6
),
1
20
.
https://doi.org/10.3390/rs10060904
.
Calow
R. C.
,
MacDonald
A. M.
,
Nicol
A. L.
&
Robins
N. S.
2010
Ground water security and drought in Africa: linking availability, access, and demand
.
Ground Water
48
(
2
),
246
256
.
https://doi.org/10.1111/j.1745-6584.2009.00558.x
.
Chikodzi
D.
&
Mutowo
G.
2014
Spatial modelling of groundwater potential in Zimbabwe using geographical information systems techniques Spatial modelling of groundwater potential in Zimbabwe using geographical information systems techniques David Chikodzi * and Godfrey Mutowo. January. https://doi.org/10.1504/IJW.2014.065796.
Crosbie
R. S.
,
Davies
P.
,
Harrington
N.
&
Lamontagne
S.
2015
Ground truthing groundwater-recharge estimates derived from remotely sensed evapotranspiration: a case in South Australia
.
Hydrogeology Journal
23
(
2
),
335
350
.
https://doi.org/10.1007/s10040-014-1200-7
.
Crosbie
R. S.
,
Doble
R. C.
,
Turnadge
C.
&
Taylor
A. R.
2019
Constraining the Magnitude and Uncertainty of Specific Yield for Use in the Water Table Fluctuation Method of Estimating Recharge
.
Water Resources Research
55
(
8
),
7343
7361
.
https://doi.org/10.1029/2019WR025285.
Fenta
A. A.
,
Kifle
A.
,
Gebreyohannes
T.
&
Hailu
G.
2015
Spatial analysis of groundwater potential using remote sensing and GIS-based multi-criteria evaluation in Raya Valley, northern Ethiopia
.
Hydrogeology Journal
23
(
1
),
195
206
.
https://doi.org/10.1007/s10040-014-1198-x.
Gailey
R. M.
,
Lund
J. R.
&
Harter
T.
2018
Approaches for Groundwater Management in Times of Depletion and Regulatory Change, 265
.
GoZ 2016 Hydrogeology of Zimbabwe - Earthwise.
Gumindoga
Webster
,
Rwasoka
D. T.
&
Dube
T.
2018
Effect of landcover / land-use changes on water availability in and around Ruti Effect of landcover/land-use changes on water availability in and around Ruti Dam in Nyazvidzi catchment, Zimbabwe. November. https://doi.org/10.4314/wsa.v44i1.16.
Gumindoga
W.
,
Rientjes
T. H. M.
,
Reggiani
P.
,
Makurira H
A. T.
&
Haile
A.
2020
Hydrologic evaluation of bias corrected CMORPH rainfall estimates at the headwater catchment of the Zambezi River
.
Physics and Chemistry of the Earth
115
,
102809
.
https://doi.org/10.1016/j.pce.2019.11.004
.
Houston
J.
1988
Rainfall – runoff – recharge relationships in the basement rocks of Zimbabwe
. In:
Simmers, I. (ed.)
.
Estimation of Natural Groundwater Recharge
.
Springer
,
Dordrecht
, pp.
349
365
.
Interconsult 1985 National Master Plan for Rural Water Supply and Sanitation Hydrogeology; Report 2/2, covered Zimbabwe, Ministry of Energy and Water Resources and Development, Zimbabwe.
Jannis
E.
,
Adrien
M.
,
Annette
A.
&
Peter
H.
2021
Climate change effects on groundwater recharge and temperatures in Swiss alluvial aquifers
.
Journal of Hydrology X
11
,
100071
.
https://doi.org/10.1016/j.hydroa.2020.100071
.
Jannis
E.
,
Adrien
M.
,
Annette
A.
,
Peter
H.
,
Ghazavi
R.
,
Ebrahimi
H.
&
Rahmati
O.
2015
Groundwater Potential Mapping at Kurdistan Region of Iran Using Analytic Hierarchy Process and GIS
.
International Journal of Climate Change Strategies and Management
11
(
1
),
7059
7071
.
https://doi.org/10.1016/j.hydroa.2020.100071.
Jassas
H.
&
Merkel
B.
2014
Estimating groundwater recharge in the semiarid Al-Khazir: Gomal basin, north Iraq
.
Water (Switzerland)
6
(
8
),
2467
2481
.
https://doi.org/10.3390/w6082467.
Ketema
A.
,
Lemecha
G.
,
Schucknecht
A.
&
Kayitakire
F.
2016
. https://doi.org/10.2788/050278.
Kusangaya
S.
,
Warburton
M. L.
,
Van Garderen
E. A.
&
Jewitt
G. P.
2014
Impacts of climate change on water resources in Southern Africa: a review
.
Physics and Chemistry of the Earth, Parts A/B/C
67
,
47
54
.
Lambert
R. A.
&
Faulkner
R. D.
1991
For IRRIGATION Loughborough University of Technology Water and Engineering Development Centre Department of Civil Engineering
.
Larsen
F.
,
Owen
R.
,
Dahlin
T.
,
Mangeya
P.
&
Barmen
G.
2002
A preliminary analysis of the groundwater recharge to the Karoo Formations, Mid-Zambezi Basin, Zimbabwe
.
Physics and Chemistry of the Earth
27
(
11–22
),
765
772
.
https://doi.org/10.1016/S1474-7065(02)00064-5
.
Lekula
M.
,
Lubczynski
M. W.
&
Shemang
E. M.
2018
Hydrogeological conceptual model of large and complex sedimentary aquifer systems – Central Kalahari Basin
.
Physics and Chemistry of the Earth 106 (May), 47–62
.
https://doi.org/10.1016/j.pce.2018.05.006.
MacDonald
A. M.
,
Carlow
R. C.
,
MacDonald
D. M. J.
,
Darling
W. G.
&
Dochartaigh
B. É. Ó.
2008
An Initial Inventory and Indexation of Groundwater Mega-Depletion Cases
.
Hydrological Sciences Journal
54
(
4
),
690
703
.
https://doi.org/10.1623/hysj.54.4.690/.
MacDonald
A. M.
,
Bonsor
H. C.
,
Dochartaigh
B. É. Ó.
&
Taylor
R. G.
2012
Quantitative maps of groundwater resources in Africa
.
Environmental Research Letters
7
(
2
).
https://doi.org/10.1088/1748-9326/7/2/024009
.
MacDonald
A. M.
,
Taylor
R. G.
&
Bonsor
H. C.
2013
Groundwater in Africa: is there sufficient water to support the intensification of agriculture from ‘Land grabs’? In: Handbook of Land and Water Grabs: Foreign Direct Investment and Food and Water Security. pp. 1–9
.
MacDonald
D. M. J.
&
Edmunds
W. M.
2014
Estimation of groundwater recharge in weathered basement aquifers, southern Zimbabwe; a geochemical approach
.
Applied Geochemistry
42
,
86
100
. https://doi.org/10.1016/j.apgeochem.2014.01.003.
Macdonald
D. M. J.
&
Edmunds
W. M.
2019
Groundwater potential mapping using a novel data-mining ensemble model
.
Hydrogeology Journal
27
(
1
),
211
224
.
https://doi.org/10.1007/s10040-018-1848-5.
MacDonald
A. M.
,
Murray Lark
R.
,
Taylor
R. G.
,
Abiye
T.
,
Fallas
H. C.
,
Favreau
G.
,
Goni
I. B.
,
Kebede
S.
,
Scanlon
B.
,
Sorensen
J. P. R.
,
Tijani
M.
,
Upton
K. A.
&
West
C.
2021
Mapping groundwater recharge in Africa from ground observations and implications for water security
.
Environmental Research Letters
16 (3). https://doi.org/10.1088/1748-9326/abd661.
Mahato
S.
,
Pal
S.
,
Talukdar
S.
,
Saha
K. T.
&
Mandal
O.
2021
Field based index of flood vulnerability (IFV) A new validation technique for flood susceptibility models
.
Geoscience Frontiers
12
(
5
),
101175
.
Masimba
O.
,
Gumindoga
W.
,
Mhizha
A.
&
Rwasoka
D. T.
2019
An assessment of baseline and downscaled projected climate variables in the Upper Manyame sub-catchment of Zimbabwe
.
Physics and Chemistry of the Earth
114
,
102788
.
https://doi.org/10.1016/j.pce.2019.07.001
.
Maviza
A.
&
Ahmed
F.
2021
Climate change/variability and hydrological modelling studies in Zimbabwe: a review of progress and knowledge gaps
.
SN Applied Sciences
3
,
549
.
https://doi.org/10.1007/s42452-021-04512-9
.
Misi
A.
,
Gumindoga
W.
&
Hoko
Z.
2018
An assessment of groundwater potential and vulnerability in the Upper Manyame Sub-Catchment of Zimbabwe
.
Physics and Chemistry of the Earth
,
April 2017, 0–1. https://doi.org/10.1016/j.pce.2018.03.003.
Molina
O. D.
&
Bernhofer
C.
2019
Projected climate changes in four different regions in Colombia
.
Environmental Systems Research
8
(
1
),
1
11
.
https://doi.org/10.1186/s40068-019-0161-1
.
Moses
O.
&
Ramotonto
S.
2018
Assessing Forecasting Models on Prediction of the Tropical Cyclone Dineo and the Associated Rainfall over Botswana
.
Weather and Climate Extremes 21 (July), 102–9. https://doi.org/10.1016/j.wace.2018.07.004.
Nikulin
G.
,
Jones
C.
,
Giorgi
F.
,
Asrar
G.
,
Büchner
M.
,
Cerezo-Mota
R.
,
Christensen
O. B.
,
Déqué
M.
,
Fernandez
J.
,
Hänsler
A.
&
van Meijgaard
E.
2012
Precipitation climatology in an ensemble of CORDEX-Africa regional climate simulations
.
Journal of Climate
25
(
18
),
6057
6078
.
NUST
2019
Water and Cooperation within the Zambezi River Basin (WACOZA ): Intermediate report on Zambezi River Basin Groundwater Hydrology Characterisation in Zimbabwe
.
February, 1–36.
Owen
R. J. S.
1989
The Use of Shallow Alluvial Aquifers for Small Scale Irrigation with Reference to Zimbabwe
.
ODA Project R4239
. p.
4239
.
Pettitt
A. N.
1979
Anon parametric approach to change point problem
.
Applied Statistics
28
,
126
135
.
doi:10.2307/2546729
.
Pohlert
T.
2020
Trend: Non-Parametric Trend Tests and Change-Point Detection
. pp.
1
18
.
Rahmati
O.
,
Nazari Samani
A.
,
Mahdavi
M.
,
Reza Pourghasemi
H.
&
Zeinivand
H.
2015
Groundwater potential mapping at Kurdistan region of Iran using analytic hierarchy process and GIS
.
Arabian Journal of Geosciences
8
,
7059
7071
.
https://doi.org/10.1007/s12517-014-1668-4
.
Rajaveni
S. P.
,
Brindha
K.
&
Elango
L.
2017
Geological and geomorphological controls on groundwater occurrence in a hard rock region
.
Applied Water Science
7
(
3
),
1377
1389
.
https://doi.org/10.1007/s13201-015-0327-6
.
Saaty
T. L.
1980
The Analytic Hierarchy Process
.
McGaw Hill
,
New York
.
SADC-GMI
2019
Policy, Legal and Institutional Development for Groundwater Management in the SADC Member States (GMII-PLI) Gap Analysis and Action Plan – Scoping Report Angola
.
Shivakoti
B. R.
,
Villholth
K. G.
,
Pavelic
P.
&
Ross
A.
2019
Strategic Use of Groundwater-Based Solutions for Drought Risk Reduction and Climate Resilience in Asia and Beyond
. pp.
1
20
.
Sibanda
T.
,
Nonner
J. C.
&
Uhlenbrook
S.
2009
Comparison of groundwater recharge estimation methods for the semi-arid Nyamandhlovu area, Zimbabwe
.
Hydrogeology Journal
17
,
1427
1441
.
https://doi.org/10.1007/s10040-009-0445-z
.
Stanzel
P.
,
Kling
H.
&
Bauer
H.
2018
Climate change impact on West African rivers under an ensemble of CORDEX climate projections
.
Climate Services 11 (May), 36–48. https://doi.org/10.1016/j.cliser.2018.05.003.
Taylor
R. G.
,
Favreau
G.
,
Scanlon
B. R.
&
Villholth
K. G.
2019
Topical Collection: Determining Groundwater Sustainability from Long-Term Piezometry in Sub-Saharan Africa
.
Hydrogeology Journal
27
(
2
):
443
46
.
https://doi.org/10.1007/s10040-019-01946-9.
Touma
D.
,
Ashfaq
M.
,
Nayak
M. A.
,
Kao
S. C.
&
Diffenbaugh
N. S.
2015
A multi-model and multi-index evaluation of drought characteristics in the 21st century
.
Journal of Hydrology
526
,
196
207
.
https://doi.org/10.1016/j.jhydrol.2014.12.011.
UNDP
2021
Special Report on Drought 2021
.
USAID
2020
‘Managing Groundwater for Drought Resilience In
.
Warnatzsch
E. A.
&
Reay
D. S.
2019
Temperature and precipitation change in Malawi: evaluation of CORDEX-Africa climate simulations for climate change impact assessments and adaptation planning
.
Science of the Total Environment
654
,
378
392
.
https://doi.org/10.1016/j.scitotenv.2018.11.098
.
WMO
2021
State of Climate in Africa 2020, WMO-No. 1275
.
Geneva
,
Switzerland
, p.
44
.
Wu
W. Y.
,
Lo
M. H.
,
Wada
Y.
,
Famiglietti
J. S.
,
Reager
J. T.
,
Yeh
P. J. F.
,
Ducharne
A.
&
Yang
Z. L.
2020
Modelling climate-change impacts on groundwater recharge in the Murray-Darling Basin, Australia
.
Nature Communications
11
(
1
),
1
9
.
https://doi.org/10.1038/s41467-020-17581-y
.
Xu
Y.
&
Beekman
H. E.
2003
Groundwater recharge estimation in Southern Africa
.
Environmental science, hydrogeology journal 2003
.
Yıldırım
Ü.
2021
Identification of groundwater potential zones using gis and multi-criteria decision-making techniques: A case study upper coruh river basin (ne Turkey)
.
ISPRS International Journal of Geo-Information
10
(
6
).
https://doi.org/10.3390/ijgi10060396
.
This is an Open Access article distributed under the terms of the Creative Commons Attribution Licence (CC BY-NC-ND 4.0), which permits copying and redistribution for non-commercial purposes with no derivatives, provided the original work is properly cited (http://creativecommons.org/licenses/by-nc-nd/4.0/).