The Buffalo River catchment in KwaZulu-Natal, South Africa, has limited water resource infrastructure development, and climate change is predicted to increase its water supply deficits by exacerbating water distribution inequalities. This study evaluates and optimises current climate change policy plans on the Buffalo River catchments water system to aid in assessing the sustainability of policies that address the aforementioned challenges. The water–energy–food (WEF) nexus approach, which encourages system thinking by considering interconnections among water, energy, and food resources when developing integrated natural resource management strategies, was used to perform the evaluation. The water system's reliability in meeting projected domestic, agricultural, and energy water demands under climate change conditions was used for gauging the sustainability of the development plans. Findings projected the existing water policy plans to increase the domestic water provision by >70% under climate change; however, the <3% increase in irrigation and energy generation water demand coverage yielded a significant contrast in reliability between densely populated areas and regions with extensive agricultural activities. The optimised policy plans, which improved water provision for all considered sectors increased by >20% under climate change, are thus recommended for future water resource management research and dialogue in the Buffalo River catchment.

  • Water demands and supply reliability under climate change in the Buffalo River catchment, KwaZulu-Natal, South Africa, were analysed throughout the 21st century using the Representative Concentration Pathways 4.5 and 8.5.

  • Existing policy plans were modelled, and results displayed no improvements in irrigation water provisions.

  • Adaptation strategies were created which improved the catchment's water supply distribution.

Extreme weather events brought on by climate change, such as droughts and floods, have emerged as the most significant concerns confronting southern Africa's fast-growing and rising economies. Temperatures are projected to increase further, and rainfall patterns are anticipated to fluctuate significantly, thus increasing risk and uncertainty, especially in regions with low adaptive capacity (Mpandeli et al. 2018).

Climate change is increasing water stress and exacerbating hydrologic variability in South Africa (Nhemachena et al. 2020). Unlike the rest of the South African regions, the KwaZulu-Natal province is likely to be at risk from more extreme flooding events due to an anticipated increase in the intensity and frequency of rainfall (Graham et al. 2011; Zwane 2019). Moreover, through the hydrologic variability induced by climate change, water availability may be limited (Tabari 2020), and the degree of limitation is dependent on increased water consumption perpetuated by population growth (UNESCO 2015) and human interventions through land and water management (Ashraf et al. 2019). Therefore, it is essential to consider the compounding effects of climatic changes and anthropogenic drivers of water availability to improve water resource management (Ashraf et al. 2019).

Hydraulic infrastructures, like reservoirs and canals, may be a viable solution to strengthen water security. However, they require efficient operation and sustainable allocation strategies to accommodate the demands of various users (Wicaksono & Kang 2019). Sustainable water allocation strategies recognise safe drinking water for basic domestic needs, achieving food and energy security, supporting sustenance agriculture, and meeting the minimum ecosystem needs (Agarwal et al. 2018). Therefore, a transdisciplinary and transformative resource management approach, like the water–energy–food (WEF) nexus (Mabhaudhi et al. 2019), which seeks for an understanding of the linkages, dependencies, synergies, and trade-offs associated with WEF sectors in resource management, is ideal for the optimisation of water allocation (Hui et al. 2021).

The WEF nexus approach addresses the multifaceted and dynamic interrelationships between water, energy, and food systems (Nhamo et al. 2019). Due to its holistic approach to resource management (Wicaksono & Kang 2019), the WEF nexus approach can inform government policies for sustainable development and resource security under climate change (Nhamo et al. 2020). Norouzi & Kalantari (2020) utilised the WEF nexus approach in developing a governance model for the Iranian policymaking system. Implementing the WEF-based model highlighted that the water and food security issues in Iran result from governance shortages, which formed the base of Norouzi & Kalantari (2020) recommendations for the governance improvement process. Similarly, using the WEF nexus approach, Pardoe et al. (2018) assessed the effectiveness of Tanzania's National Adaptation Plan of Action (NAPA) in integrating climate change and specific adaptation strategies into policies and planning documents. The WEF nexus successfully illustrated that the progress brought upon by NAPA on WEF resources is individualistic, and the barriers to effective integration include the lack of cross-sectoral collaboration in practice (Pardoe et al. 2018).

The interconnections among WEF sectors can be conceptually described; however, the actual feedback connections are complex, often invisible, and affected by external factors (Wicaksono & Kang 2019). To interpret and quantify the WEF nexus, several analytical approaches can be applied in South Africa, such as the (a) WEF Nexus Tool 2.0, (b) MuSAISEM, (c) Climate, Land-Use, Energy and Water Strategies (CLEWS), and (d) ANEMI (Mabhaudhi et al. 2018). The CLEWS and the ANEMI models are analytical frameworks that explicitly address WEF resource management and climate change. In contrast to the ANEMI model, which is a single model that performs an inextricably linked assessment of the physical, ecological, and hydrological processes (Davies & Simonovic 2010; Mabhaudhi et al. 2018), CLEWS is a conceptual framework that incorporates analytical land, energy, and water models under various climatic scenarios and allows users to select their preferred analytical models for each WEF component (Welsch et al. 2014; Mabhaudhi et al. 2018; Ramos et al. 2020).

From a water perspective, the WEF nexus shifts from the current ‘silo’ approach of water resource management (Naidoo et al. 2021) and attempts to involve the energy and agricultural sectors in the analysis of the water issues so as to raise awareness of the interdependencies of energy, food, and water security (Shannak et al. 2018). Regions within South Africa, as a developing country, could benefit from this holistic approach as they experience significant trade-offs among WEF sectors, which are exacerbated by climate change (Senzanje et al. 2019).

In the context of a South African river basin, the Buffalo River catchment, which forms part of the uThukela Water Management Area in KwaZulu-Natal, has under-developed water supply infrastructure and consists of unreliable main water supplies, including the Buffalo River, Ngagane River, and Ntshingwayo Dam (Ngubane & Zwane 2019). As a result, this high rainfall receiving area in the KwaZulu-Natal province experiences water supply shortages, has underutilised agricultural potential, and relies heavily on rainfed agricultural produce (LGCCP 2018; Kunene 2019; Ngubane & Zwane 2019; Shabalala et al. 2020). The above-mentioned issues were exacerbated during the 2015 and 2016 drought period, which affected the catchment's livelihood and the ability to provide water to its numerous activities, including irrigation, power generation, domestic, mining, and bulk industries (uMgeni 2020). According to the uMgeni (2020) report, the current water supply schemes within the Buffalo River catchment are anticipated not to cater for their water demands by 2050 due to population growth.

In adapting to the existing water challenges and to alleviate prospective water concerns, Dlamini & Mostert (2019) stated that water allocation plans should be revised to minimise water distribution inequities in the future. An analysis of climate change impacts on surface water availability has been done by Dlamini et al. (2023), which projected precipitation and surface water availability increases in the Buffalo River catchment. However, it was flagged that unmet demands may increase if no changes in the current water allocation and development plans are made. We, therefore, deepen the existing research by applying the CLEWS framework to investigate the impacts of climate change and proposed policy interventions on the Buffalo River catchment's water system's reliability in supporting its future demands. The study used water supply performance indices to scrutinise the integrity of the water supply system and formulate recommended climate change adaptation strategies based on the results.

Description of the study site

The study was conducted in the Buffalo River catchment, mapped in Figure 1, a sub-catchment of the uThukela River catchment in northern KwaZulu-Natal, South Africa. The Buffalo River catchment lies at 28°42′59″ South latitude and 30°38′30″ East longitude, covering an area of 9,803 km2. Agro-ecologically, the Buffalo River catchment is a warm, humid region (Taruvinga 2008), receiving, on average, 802 mm of rainfall every year (uMgeni 2020). The Buffalo River catchment is primarily rural, has a population of approximately 0.7 million (DWS 2016) and covers the following municipalities: Newcastle, Dannhauser, Utrecht, and Nquthu (uMgeni 2020), as seen in Tables 1 and 2.
Table 1

Physical and demographic characteristics of the Buffalo River catchment's local municipalities for 2016

Local municipalityAreaa,b (km2)Population capacitycPopulation growth ratec (%)Population density per kmaSource(s)
Newcastle 1,689 389,117 1.56 215 aMahlaba (2019) and cStatsSA (2016)  
Utrecht 3,539 36,869 1.55 18.3  
Dannhauser 1,518 102,937 0.52 67.5  
Nquthu 1,962 171,325 0.81 84 StatsSA (2011) b and StatsSA (2016) c 
Total 8,708 700,248 1.22 79.83   
Local municipalityAreaa,b (km2)Population capacitycPopulation growth ratec (%)Population density per kmaSource(s)
Newcastle 1,689 389,117 1.56 215 aMahlaba (2019) and cStatsSA (2016)  
Utrecht 3,539 36,869 1.55 18.3  
Dannhauser 1,518 102,937 0.52 67.5  
Nquthu 1,962 171,325 0.81 84 StatsSA (2011) b and StatsSA (2016) c 
Total 8,708 700,248 1.22 79.83   

aRetrieve the Area values for Newcastle, Utrecht and Dannhauser as well as population density.bExtract area values for Nquthu.cExtract information related to Population Capacity and Population Growth Rate.

Table 2

Household statistics per local municipality (StatsSA 2016)

Local municipalityHousehold numbers
Household size (People/household)
2011201620112016
Nqutu 31,610 32,622 5.2 5.3 
Newcastle 84,271 90,347 4.3 4.3 
Utrecht 6,252 6,667 5.5 5.5 
Dannhauser 20,580 20,242 5.2 
Total 142,713 149,878 5.0 5.1 
Local municipalityHousehold numbers
Household size (People/household)
2011201620112016
Nqutu 31,610 32,622 5.2 5.3 
Newcastle 84,271 90,347 4.3 4.3 
Utrecht 6,252 6,667 5.5 5.5 
Dannhauser 20,580 20,242 5.2 
Total 142,713 149,878 5.0 5.1 
Figure 1

General layout of the Buffalo River catchment, KwaZulu-Natal, South Africa.

Figure 1

General layout of the Buffalo River catchment, KwaZulu-Natal, South Africa.

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CLEWS framework

The CLEWS conceptual framework focuses on the analysis of interactions between climate, land, energy, and water systems, supported by quantitative studies of interactions and use of resources. Therefore, it is interdisciplinary (Ramos et al. 2020). It includes the use of publicly available tools such as the Long-range Energy Alternatives Planning (LEAP) model, Water Evaluation and Planning (WEAP) model, and Agro-Ecological Zoning (AEZ) model. It connects their inputs and outputs and analyses the results at an integrated WEF layer (Byers 2015).

Figure 2 illustrates the study's overall use of the CLEWS approach, partitioned into two phases: data collection, nexus modelling, and scenario analysis. The data collection and nexus modelling phases highlight the complex linkages among the water, energy, food, and climate change sectors. The models established in this step are utilised in the following phase to create a scenario-based analysis, combining two climate scenarios and existing policy scenarios.
Figure 2

Methodology approach of the study.

Figure 2

Methodology approach of the study.

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Water system

For the Buffalo River catchment's surface water modelling, the WEAP model was utilised. The WEAP model is a comprehensive tool for planning water resources. It is used to depict the current water conditions in a specific area and to investigate a wide range of demand and supply alternatives for balancing environmental and development opportunities (Sieber 2015). The study by Dlamini et al. (2023) investigated the climate change impacts on the Buffalo River catchment's surface water availability using the WEAP model without explicitly considering the possible changes in agricultural production such as land suitability for crop production, attainable yields, and irrigation, as well as changes in energy generation water requirements and policy plans under climate change. As such, the current study builds on the Dlamini et al. (2023) study by incorporating the aforementioned water demand and policy changes while preserving the computational methods and dataset of climatic parameters, i.e., precipitation and evapotranspiration. The detailed data requirements and calibration of the Buffalo River catchment's WEAP modelling process are presented in Dlamini et al. (2023), to which the reader is referred. Hence, they will not be detailed here. In summary, the dataset constituted of the Buffalo River catchment's land cover data, climate data (precipitation and evapotranspiration), and historical water demands from the domestic, agricultural (irrigation), and energy sectors to model surface water availability (see Figure 3). Table 3 also summarises the precipitation and evapotranspiration results established in the research by Dlamini et al. (2023).
Table 3

Precipitation and actual evapotranspiration projected under the RCP4.5 and RCP8.5 scenarios in the Buffalo River catchment (Dlamini et al. 2023)

TimeframesPrecipitation (Mm3/annum)
Evapotranspiration (Mm3/annum)
RCP4.5RCP8.5RCP4.5RCP8.5
Historical (1990–2019) 7,859 7,866 4,518 4,473 
Near future (2020–2045) 7,863 7,707 4,516 4,379 
Mid-future (2046–2070) 7,884 8,207 4,532 4,378 
Far future (2071–2099) 8,125 8,286 4,547 4,458 
TimeframesPrecipitation (Mm3/annum)
Evapotranspiration (Mm3/annum)
RCP4.5RCP8.5RCP4.5RCP8.5
Historical (1990–2019) 7,859 7,866 4,518 4,473 
Near future (2020–2045) 7,863 7,707 4,516 4,379 
Mid-future (2046–2070) 7,884 8,207 4,532 4,378 
Far future (2071–2099) 8,125 8,286 4,547 4,458 
Figure 3

Hydrological modelling process steps and data requirements using the WEAP model (Dlamini et al. 2023).

Figure 3

Hydrological modelling process steps and data requirements using the WEAP model (Dlamini et al. 2023).

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Agricultural system

This study was not designed with the modelling of the land-use system as a core component. However, the findings of a global analysis conducted by the Food and Agricultural Organization (FAO) and the International Institute of Applied Systems Analysis (IIASA) using the Agro-Ecological Zones land production planning model were employed. The FAO's global Agro-Ecological Zones (gAEZ) assesses natural resources for finding suitable agricultural land utilisation options (Fischer et al. 2021). Crop suitability and land productivity evaluation findings from the gAEZ are recorded in different databases, each arranged in 5 arc-minute grid cells (Fischer et al. 2021).

The results are organised into separate files (tables) by crop type, input level, water supply, climate scenario, and period. Each crop database includes sub-grid distribution data on suitable extents, potential production, water deficit, and fallow factors, with all data stored according to suitability classes (Fischer et al. 2021). For the Buffalo River catchment, data from simulations and projections of attainable yields and irrigation water requirements (IWR) were extracted and bias-corrected using the linear scaling method, which maintains the mean values of the observed variable (Ghimire et al. 2018). The bias correction process used the historical crop yields and IWR in Table 4.

Table 4

Historical crop yields (kg/ha) (StatsSA 2017) and irrigation water requirements (mm/season/ha) (DAFF 2010; Stevens et al. 2012)

MaizeWheatOatsSoybeansRyegrassMaize for silage
Historical crop yields (kg/ha) per local municipality Dannhauser 9,098 3,888 
Utrecht 6,843 1,832 1,814 3,496 7,991 
Newcastle 8,138 2,949 1,814 3,133 78 5,443 
Nqutu 7,796 4,828 2,336 2,857 2,950 49,929 
Irrigation water requirements (mm/ha/season) 280 315 300 330 635 280 
MaizeWheatOatsSoybeansRyegrassMaize for silage
Historical crop yields (kg/ha) per local municipality Dannhauser 9,098 3,888 
Utrecht 6,843 1,832 1,814 3,496 7,991 
Newcastle 8,138 2,949 1,814 3,133 78 5,443 
Nqutu 7,796 4,828 2,336 2,857 2,950 49,929 
Irrigation water requirements (mm/ha/season) 280 315 300 330 635 280 

Energy system

The Long-range Energy Alternatives Planning (LEAP) model is a Stockholm Environment Institute software that models the influence of socioeconomic variables on energy use and measures the energy balance under several future scenarios. This software offers a framework for assessing energy policies and initiatives for sustainable energy development (Heaps 2012). The energy modelling in the LEAP software is performed by determining energy supply options, power dispatch rules, and energy demand (Nasrollahi et al. 2021). The LEAP tool was set up to reflect the energy demands of the Buffalo River catchment. Energy demand or supply in the LEAP model is calculated by summing up each type of activity's energy consumption and supply (Heaps 2012). Given that the LEAP model does not simulate energy water requirements, the water required to generate the modelled Buffalo River catchment's energy demand was assumed to be 1,100 L/MWh based on Majuba power station water use (ESKOM 2022b). The Majuba power station is operated by the South African state-owned electricity utility, Eskom, and primarily receives its water supply for power plant cooling from the Buffalo River catchment's Zaaihoek Dam (uMgeni 2020; Dlamini et al. 2023), hence its selection. The product of total energy requirements and the assumed water use value was computed back into the WEAP model to account for energy sector water requirements. Equation (1) defines the demand analysis of the total energy consumption (Rivera-Gonzalez et al. 2019).
(1)
where is the total energy consumption (kWh) for a specific sector (i); is the activity level of the social or economic activity sector (i) for which energy is consumed in time (t). is the consumption of energy in kWh per unit of the social or economic activity sector (i), in the time (t).

Energy requirements for household energy services

In computing energy demands for household use, Equation (2) simplifies the relevant inputs required and output by the LEAP model. Data on electrified households with access to cooking, lighting, water heating, space heating, and refrigeration, which are the energy services considered in this study based on data availability, were obtained from StatsSA (2016) (Table A.1 in Appendix). As the Buffalo River catchment's local municipalities' households are classified as low-income households (Figure A.1 and Tables A.1 to A.2 in the Appendix), information related to the energy consumption of the above-mentioned energy activities/services by South African low-income households was obtained from a recent study by Dinkwanyane et al. (2021) (Table A.3 in the Appendix).
(2)
where is the energy consumption or requirement for households (kWh); is the energy intensity of service per household (kWh/household); H is the number of households.

Energy requirements for irrigated agriculture

In addition to quantifying IWR in the WEAP model, this study also assessed, using the LEAP model, the energy required to pump the projected IWR obtained from the gAEZ assessment. Due to insufficient information on the historical energy consumption of irrigated agricultural lands in the Buffalo River catchment, the power requirements were derived using Equation (3) (Montero et al. 2013; Dirwai et al. 2021). It should be noted that the assumption that all commercially irrigated farmlands use the sprinkler (centre pivots) irrigation system was based on the gAEZ assessment only containing information on sprinkler irrigation systems, as well as pressurised systems being the most dominant irrigation method in South Africa, with 80% of commercial farmlands using them. Data on annual energy rates were extracted from ESKOM (2022a), and the annual energy costs to operate centre pivots were adopted from a study by Venter et al. (2017). The energy costs constitute both fixed and variable electricity costs, whereby for the variable energy costs, the Ruraflex electricity tariff was selected based on its reported economic efficiency when using centre pivots to irrigate, as opposed to the Landrate electricity tariff (Venter et al. 2017) (see Table A.4 and Figure A.3 in Appendix).
(3)
where is the power requirements for irrigation (kWh/ha/year), C is the annual energy cost to operate centre pivots (R/ha/year), and denotes the energy rates (R/kWh).

Climate change adaptation assessment

Adaptation, in response to climate change, is reducing climate risks and vulnerability, mostly by adjustments to existing systems (Portner et al. 2022). Many adaptation options exist and are used to help manage projected climate change impacts, but their implementation depends upon the capacity and effectiveness of governance and decision-making processes (Portner et al. 2022). As such, this study presents a policy-oriented framework for analysing various climate change adaptation strategies for the 2100 horizon year.

Climate scenarios

Model-based projections of climate change impacts on water resources can differ largely. If this is the case, water resources managers and decision-makers need more confidence in an individual scenario for the future (Kundzewicz et al. 2018). Two alternative courses of action can be envisaged to overcome this uncertainty – the precautionary principle and the adaptive management. The former is a variation of the min–max concept, i.e., to choose the approach minimising the worst outcome. The latter is backed by the observation that, in light of the broad range of results for different climate impact scenarios, adaptive planning should be based on ensembles and multi-model probabilistic approaches (Kundzewicz et al. 2018). As such, for this study, the precautionary principle was utilised in analysing climate change scenarios, whereby the best- and worst-case climate change scenarios were analysed.

Climate projections are based on Representative Concentration Pathways (RCPs), defined in the fifth assessment report of the Intergovernmental Panel on Climate Change (IPCC) (IPCC 2014). By considering a set of global climate scenarios regarding greenhouse gas emissions, RCPs provide information on possible development trajectories for the forcing agents of climate change. For analysing and comparing the best- and worst-case scenarios of climate change, two RCP scenarios were considered:

  • (a)

    The RCP4.5 scenario, i.e., best-case scenario, is a stabilisation scenario, whereby ‘emissions peak around 2040 then decrease and total radiative forcing reaches 540 ppm by 2100 before levelling off’ (Wayne 2013; Doulabian et al. 2021).

  • (b)

    The RCP8.5 scenario, i.e., the worst-case scenario, is a high emission baseline scenario in which ‘emissions rise steadily over the 21st century, reaching 940 ppm by 2100, and continue rising for another 100 years’ (Vuuren et al. 2011; Doulabian et al. 2021).

This study did not include the development of external climate models. Rather, precipitation estimates for both RCP4.5 and RCP8.5 scenarios were extracted using the Google Earth Engine from the NASA Earth Exchange Global Daily Downscaled Climate projections dataset (NEX-GDDP) Thrasher et al. (2012). The data mining process is detailed in Dlamini et al. (2023).

Policy scenarios and the optimisation process

Different governmental agencies develop various water supply policies and development plans (Nasrollahi et al. 2021). For the Buffalo River catchment, water management recommendations made by uMgeni Water, a South African state-owned water resources management organisation, as well as those stated in the Buffalo River catchment's local municipalities' development plans, were considered and are largely focused on increasing the catchment's total water supply capacity, as seen in Table 5. It is important to note that uMgeni Water does not currently operate infrastructure in the Buffalo River catchment; however, their recommendations are based on projections of population water demands from 2020 to 2050 (uMgeni 2020).

Table 5

Water supply strategies for the Buffalo River catchment

Water supply strategiesSource(s)
Short- to medium-term strategies (2020–2050) Upgrade Ngagane WTP to deliver an extra 30 Ml/day
OR
Replace pipelines to retrieve full allocation for Ngagane WTP of 113.5 Ml/day. 
uMgeni (2020) and uThukelaWater(Pty)Ltd (2021)  
Newcastle will receive 33 Ml/day; therefore, a new WTP is required as Biggarsberg delivers 16 Ml/day.
OR
Increase the supply of Tayside by 11 Ml/day from
Ntshingwayo Dam 
Decommission Dannhauser (not efficient) 
Long-term strategies (>2050) Construction of Ncandu Dam with storage capacity = 19.15 million m3 and yield = 5.04 million m3 Ngubane & Zwane (2019), uMgeni (2020) and uThukelaWater(Pty)Ltd (2021)  
Investigation of possible dam/s on Buffalo or Blood River to benefit Vant's Drift WTP Kunene (2019) and uMgeni (2020)  
Investigation of possible dam on Ngogo River to assist and ease demand on the Ntshingwayo Dam uMgeni (2020) and uThukelaWater(Pty)Ltd (2021)  
Upgrade the Ngagane WTP to deliver 220 Ml/day instead of 130 Ml/day by 2050 
Water supply strategiesSource(s)
Short- to medium-term strategies (2020–2050) Upgrade Ngagane WTP to deliver an extra 30 Ml/day
OR
Replace pipelines to retrieve full allocation for Ngagane WTP of 113.5 Ml/day. 
uMgeni (2020) and uThukelaWater(Pty)Ltd (2021)  
Newcastle will receive 33 Ml/day; therefore, a new WTP is required as Biggarsberg delivers 16 Ml/day.
OR
Increase the supply of Tayside by 11 Ml/day from
Ntshingwayo Dam 
Decommission Dannhauser (not efficient) 
Long-term strategies (>2050) Construction of Ncandu Dam with storage capacity = 19.15 million m3 and yield = 5.04 million m3 Ngubane & Zwane (2019), uMgeni (2020) and uThukelaWater(Pty)Ltd (2021)  
Investigation of possible dam/s on Buffalo or Blood River to benefit Vant's Drift WTP Kunene (2019) and uMgeni (2020)  
Investigation of possible dam on Ngogo River to assist and ease demand on the Ntshingwayo Dam uMgeni (2020) and uThukelaWater(Pty)Ltd (2021)  
Upgrade the Ngagane WTP to deliver 220 Ml/day instead of 130 Ml/day by 2050 

To eliminate the potential of distorting aspects of the policies, the short-, medium-, and long-term strategies were integrated into one policy strategy (PS). In the PS scenario, strategies for implementing new dams and water treatment plants (WTP) with no recommended design specifications were rendered incomplete and thus omitted. A business-as-usual (BAU) scenario was also created for comparison purposes and presented in the study by Dlamini et al. (2023). In the BAU scenario, changes to the existing surface water infrastructure were not made, with the intent of assessing the ability of the current surface water infrastructure to meet water demands under climate change. Ultimately, a combination of two climate change scenarios and two policy scenarios, as seen in Figure 4, are assessed using adaptation performance indices defined in the next subsection. From the results of the performance indices, the PS scenario's strategies were optimised to ensure improved water distribution across all WEF sectors under the worst-case climate change scenario (RCP8.5). These optimised policy (PS-Opt) scenarios were also evaluated using the same performance indices as the PS scenario's strategies to detect any changes in the water supply-demand relationship resulting from them.
Figure 4

Climate change adaptation framework with combined climate and policy scenarios.

Figure 4

Climate change adaptation framework with combined climate and policy scenarios.

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Evaluation statistics and adaptation performance indices

In analysing the WEAP and LEAP models' output data, descriptive statistics such as the mean, percent increase relative to the historical scenario, coefficients of variation, and box and whisker plots were employed. Box and whisker plots were used to show a dataset's stability and general distribution of its variables. The variations of the minimum and maximum variables are displayed by the heights of the box plots, with the median value shown by the line in the middle of the box plots and outliers indicated by the dots above and/or below the box plots.

In evaluating correlation and significance in differences of datasets modelled under various scenarios, the statistical parametric Welch test and F-test, and the Mann–Whitney non-parametric t-test, were employed (Sayekti et al. 2022) after testing for normality using the Shapiro–Wilks test (Khatun 2021). The parametric and non-parametric tests were done with the significance level (α) set at 0.05 so that the null hypothesis (no significant difference) is rejected if the P-value of the dataset is less than 0.05.

Two performance indices were utilised in assessing the Buffalo River catchment's water supply system's performance and analysing the system differences under each climate and policy scenario. These are demand site coverage (Dcov) and reliability (RE) performance indicators. The demand site coverage is the percent of each demand site's water requirement that is met, from 0% (no water delivered) to 100% (delivery of full requirement) (Sieber 2015; Nivesh et al. 2023). The reliability index (RE) is defined as the probability that the water resources system can provide sufficient water supply to meet demands during the entire simulation period (Hashimoto et al. 1982; Sieber 2015; Al-Juaidi & Al-Shotairy 2020). Essentially, it is the percent of timesteps in which a demand site's demand was fully satisfied (Sieber 2015).

As stated in the previous sections, the current study builds on the Buffalo River catchment's WEAP model run performed in the Dlamini et al. (2023) study. Precipitation and evapotranspiration simulations and projections from the (Dlamini et al. 2023) study were computed using the same methodology and datasets as the current study's BAU and PS scenarios, and the results are summarised in this study's Section 2.3, hence they will not be elaborated in this section of the manuscript. However, the outcomes of surface runoff, water availability, and the performance of the water supply system will be compared in the following section under the BAU and PS scenarios, to gauge or assess the degree of reliability of the water supply system in meeting projected water demands under climate change, and possible interventions that could aid in the optimisation of the PS scenarios in improving reliability and allocation of water supplies.

Surface runoff and water store

As per the increases in precipitation variations and decreases in evapotranspiration projected under both climate scenarios in the Buffalo River catchment (Dlamini et al. 2023), the current study findings also projected increased volumes of water exiting the catchment via surface runoff (R), as seen in Table 6, especially in the RCP8.5 far future, with 16 and 14.5% increases projected under the BAU and PS scenarios, respectively. Graham et al. (2011) established comparable results by projecting increased R under climate change using regionally downscaled precipitation projections in the Thukela River basin, of which the Buffalo River catchment is a sub-catchment. However, when comparing the PS and BAU scenarios outcomes, the PS produced lower R, which is consistent with the increased water supply capacity under the PS scenario that allows for more volumes of precipitation to be captured.

Table 6

Projected surface runoff (Mm3/annum) under each climate and policy scenario for the historical (1990–2019), near-future (2020–2045), mid-future (2046–2070), and far-future (2071–2099) periods

TimeframeSurface Runoff @ Buffalo River Outlet
RCP4.5
RCP8.5
BAUPSBAUPS
Historical 3,026 3,026 3,080 3,026 
Near future 3,033 3,032 3,024 3,024 
Mid-future 3,045 3,045 3,468 3,467 
Far future 3,266 3,206 3,523 3,465 
TimeframeSurface Runoff @ Buffalo River Outlet
RCP4.5
RCP8.5
BAUPSBAUPS
Historical 3,026 3,026 3,080 3,026 
Near future 3,033 3,032 3,024 3,024 
Mid-future 3,045 3,045 3,468 3,467 
Far future 3,266 3,206 3,523 3,465 

Figure 5 shows variations of the annual net surface water storage after water abstractions, i.e., surface water availability for the PS and BAU scenarios. Increases are estimated throughout the study period. However, when comparing RCP4.5 and RCP8.5 results for both policy scenarios, the modelled RCP4.5 surface water availability is lower by −6 and −2% in the near- and far-future timeframes, respectively. This is expected as the projected variation of precipitation, established in Dlamini et al. (2023), and volumes of R modelled in the current study are significantly lower under RCP4.5 relative to RCP8.5. The PS scenario projected lower surface water availability than the BAU, with the differences in average values being −3, −7, and −5% in the near-, mid- and far-future timeframes, respectively. This is an unexpected outcome since PS, as previously mentioned, projected lower quantities of water leaving the catchment as R. However, this could be due to increased water extractions from the catchment's water supply system under the PS water allocation plans.
Figure 5

Reservoir storage volume (Mm3/annum) under each climate change and policy scenario.

Figure 5

Reservoir storage volume (Mm3/annum) under each climate change and policy scenario.

Close modal

Projected water provisions

The impacts of the four scenarios on total water demands, unmet water demands, and water use (supply delivered) by household, irrigation, and energy are shown in Figure 6. Declines in IWR of −17.8 and −14.8% are projected under the RCP4.5 and RCP8.5 scenarios, respectively. This decline is caused by the decrease in the land suitable for agricultural production projected by the gAEZ assessment, especially for maize and soybeans. Similar results were modelled in Remilekun et al. (2021) for the Vaal catchment, also situated in the north eastern parts of South Africa, whereby the projections of increased temperatures under climate change make grain production unsuitable in the catchment. For the domestic sector, 90 and 79% of water demands are met under the RCP4.5 and RCP8.5 scenarios, respectively. With the population growth rate and household water requirements being equal under both climate scenarios, the higher percentage of met domestic demands under RCP4.5 is explained by the lower IWR under this scenario, allowing for increased domestic water provisions.
Figure 6

Total unmet water demands, irrigation water demands and use, and domestic and energy water use and demand for the period 1 January 1990 to 31 December 2099.

Figure 6

Total unmet water demands, irrigation water demands and use, and domestic and energy water use and demand for the period 1 January 1990 to 31 December 2099.

Close modal

Under the RCP4.5 scenario, the PS scenario improved irrigation provisions by 1.2%, and under the RCP8.5 scenario, by 3%. For the domestic sector, the quantity of water allocated to it is expected to increase by 0.5% under the PS RCP4.5 scenario, and 3% under the PS RCP8.5 scenario. Also, for this case, the projected surface water availability declines under the PS can be credited to the anticipated increase in water provision for the domestic sector.

An assessment of significant differences in the BAU and PS scenarios was carried out to investigate if the water provision changes made by PS are substantial, and the results are tabulated in Table 7. Under RCP4.5, both parametric tests indicated no significant difference between the unmet demands of the policy scenarios. However, a conflict of results was produced under RCP8.5. As such, the modelled water supply delivered under both policy scenarios in RCP8.5 for the individual domestic, energy, and irrigation sectors was tested for significance. The results listed in Table 7 indicate no significant difference. Henceforth, the changes imposed by the PS scenario are statistically insignificant. This is due to the water strategies' emphasis on increasing water storage capacity, with minimal focus on water allocation changes among demand sites.

Table 7

Significant difference tests’ results of the business-as-usual (BAU) scenario and policy (PS) scenario

RCP4.5RCP8.5
Total unmet demandsTotal unmet demandsDomesticEnergyIrrigation
Normality test (P-value) Shapiro BAU 0.30 (Yes) 0.55 (Yes) 0.0008 (No) <0.0001 (No) <0.0001 (No) 
PS 0.18 (Yes) 0.18 (Yes) 0.0061 (No)  0.0007 (No) 
Parametric t-test (P-value) Welch 0.97 (Yes) 0.01 (No) – – – 
F-test 0.25 (Yes) 0.27 (Yes) – – – 
Non-parametric t-test (P-value) Mann–Whitney – – 0.48 (Yes) 0.82 (Yes) 0.13 (Yes) 
RCP4.5RCP8.5
Total unmet demandsTotal unmet demandsDomesticEnergyIrrigation
Normality test (P-value) Shapiro BAU 0.30 (Yes) 0.55 (Yes) 0.0008 (No) <0.0001 (No) <0.0001 (No) 
PS 0.18 (Yes) 0.18 (Yes) 0.0061 (No)  0.0007 (No) 
Parametric t-test (P-value) Welch 0.97 (Yes) 0.01 (No) – – – 
F-test 0.25 (Yes) 0.27 (Yes) – – – 
Non-parametric t-test (P-value) Mann–Whitney – – 0.48 (Yes) 0.82 (Yes) 0.13 (Yes) 

Yes=P-value0.05; hence null hypothesis is accepted (no significant difference).

No=P-value<0.05; hence null hypothesis is rejected (significant difference).

Demand site coverage evaluation

When analysing the demand site coverage (Dcov) of local municipalities within the Buffalo River catchment, and as per Figure 7, it is evident that the Dannhauser and Newcastle local municipalities are high-priority areas when it comes to water distributions, as their Dcov values are greater than 60% throughout the study period; however, the Nquthu and Utrecht local municipalities are shown to be low-priority areas, with their Dcov values falling under 20%. Climate change is most likely to have a negative impact on the high-priority areas' Dcov, as declines are projected under both RCPs. Conversely, the low-priority regions are to expect increases in Dcov by 10, 11, and 12% in the near-, mid-, and far-future, respectively.
Figure 7

Demand site coverage (%) annual variations for the Newcastle, Dannhauser, Utrecht, and Nquthu local municipalities, from 1990 to 2100.

Figure 7

Demand site coverage (%) annual variations for the Newcastle, Dannhauser, Utrecht, and Nquthu local municipalities, from 1990 to 2100.

Close modal

PS strategies, when compared to the BAU results, are anticipated to slightly improve the Dcov for the high-priority demand sites (Newcastle and Dannhauser local municipalities), especially Dannhauser, whereby 5, 7 and 8% increases in Dcov are noted in the near-, mid-, and far-future timeframes, respectively. Dcov improvements by 27% are also expected, as a result of PS, in the Utrecht local municipality, this being attributed to the modelled increases in extractions of the Utrecht WTP from the Dorps Dam in the near- and mid-future strategies. However, the PS scenario proved unfavourable in the Nquthu local municipality as an average difference of −1% is calculated when comparing the PS scenario Dcov projections with those of the BAU scenario.

Reliability evaluation

When evaluating the reliability (RE) of the Buffalo River catchment's water system in providing water demands to its respective demand sites, as per Figure 8, RE is projected to be lower under the RCP8.5 scenario relative to the RCP4.5 scenario. This results from the radiative forcing under the RCP8.5 scenario increasing the variability of precipitation and surface water storage (Dlamini et al. 2023).
Figure 8

The reliability of the Buffalo system from 1 January 1990 to 31 December 2099 under the business-as-usual scenario (BAU) and policy scenario (PS).

Figure 8

The reliability of the Buffalo system from 1 January 1990 to 31 December 2099 under the business-as-usual scenario (BAU) and policy scenario (PS).

Close modal

The PS scenario strategies proved beneficial for the Dannhauser local municipality by increasing its RE value by 73%. This is understood to result from increased extractions of the Biggarsberg WTP from Tayside, which directly supplies the Dannhauser local municipality. The Newcastle local municipality's RE doubled, from an average of 20% in the BAU to 40% in the PS. This is ascribable to the proposed Ncandu Dam, which will increase the supply delivered to Newcastle in the far future.

The Nquthu and Utrecht local municipalities' RE remains at 0% under all scenarios. This unreliability is expected as the projected Dcov values for these low-priority regions are under 20%, leaving approximately 80% of the demands unsatisfied annually. The Nquthu local municipality is the highest producer of agricultural produce and requires approximately 29% of the total IWR. The −64% difference in IWR and water supplied for irrigation is largely due to this very low water allocation to the municipality.

Optimised water management strategies results

In the optimisation of PS, as summarised in Table 8, the focus was mainly on adapting to climatic changes expected under RCP8.5 and increasing supply in low-priority regions, which, as previously established, are the Nquthu and Utrecht local municipalities. For strategies involving increasing water abstractions from reservoirs, an assumed 50% of streamflow remained in the system for consumption losses (CL), which includes 30% for environmental flow release (Hughes & Mallory 2008), and 20% for uncertainty losses (Hughes & Mantel 2010).

Table 8

Optimised water management strategies for adapting to climate change

Water supply strategies
Short- to medium-term strategies (2020–2050) Upgrade Ngagane WTP to deliver an extra 30 Ml/day 
Increase water abstractions from Dorps Dam to Utrecht WTP from 2 to 4Ml/day. 
Increase water allocations from Utrecht WTP to Utrecht local municipality from 2 to 4Ml/day. 
Newcastle is to receive 33 Ml/day. 
Increase Biggarsberg operational capacity to 29.6Ml/day from, 16Ml/day, and water abstractions from Buffalo River to 25 from 13Ml/day. 
Decommission Dannhauser, and increase the operational capacity of Durnacol from 3.5 to 5.5Ml/day. 
Increase allocation from Ngagane WTP to Utrecht local municipality to 20Ml/day (by 2045) 
Decommission supply from Ngagane WTP to Dannhauser local municipality 
Long-term strategies (>2050) Construction of Ncandu Dam with storage capacity = 19.15 million m3 and yield = 5.04 million m3 
Construction of Ngxobongo Dam with storage capacity=27 million m3 and yield=19.50 million m3 
Increase allocation from Ngagane WTP to Utrecht local municipality by an additional 10 Ml/day, making total water allocations 30 Ml/day. 
Upgrade the Ngagane WTP to deliver 220 Ml/day instead of 130 Ml/day by 2050 
Water supply strategies
Short- to medium-term strategies (2020–2050) Upgrade Ngagane WTP to deliver an extra 30 Ml/day 
Increase water abstractions from Dorps Dam to Utrecht WTP from 2 to 4Ml/day. 
Increase water allocations from Utrecht WTP to Utrecht local municipality from 2 to 4Ml/day. 
Newcastle is to receive 33 Ml/day. 
Increase Biggarsberg operational capacity to 29.6Ml/day from, 16Ml/day, and water abstractions from Buffalo River to 25 from 13Ml/day. 
Decommission Dannhauser, and increase the operational capacity of Durnacol from 3.5 to 5.5Ml/day. 
Increase allocation from Ngagane WTP to Utrecht local municipality to 20Ml/day (by 2045) 
Decommission supply from Ngagane WTP to Dannhauser local municipality 
Long-term strategies (>2050) Construction of Ncandu Dam with storage capacity = 19.15 million m3 and yield = 5.04 million m3 
Construction of Ngxobongo Dam with storage capacity=27 million m3 and yield=19.50 million m3 
Increase allocation from Ngagane WTP to Utrecht local municipality by an additional 10 Ml/day, making total water allocations 30 Ml/day. 
Upgrade the Ngagane WTP to deliver 220 Ml/day instead of 130 Ml/day by 2050 

The changes and additions made by the authors to the PS scenario's strategies in formulating the new optimised strategies are italicised.

For the short- to medium-term strategies in the PS scenario, which cover the near- and mid-future periods of this study, the following changes are made:

  • (a)

    Water abstractions from the Utrecht WTP to the Utrecht local municipality were increased by 2 Ml/day, thus enabling the Utrecht WTP to supply its full capacity of 4 Ml/day.

  • (b)

    The Dannhauser local municipality is currently allocated 40 Mm3 more than its maximum water requirements per annum projected in 2099. Therefore, as a strategy to increase water allocated to the Utrecht local municipality, the 33 Ml/day water supply from the Ngagane WTP to Dannhauser was decommissioned, and an additional 20 Ml/day was redirected from the Ngagane WTP to the Utrecht local municipality.

  • (c)

    To accommodate the 35 Ml/day water inflow losses to Dannhauser local municipality resulting from decommissioning Dannhauser WTP and cutting off the supply from Ngagane WTP, the Durnacol WTP's operational capacity was expanded from 3.5 to 5.5 Ml/day, as well as the Biggarsberg WTP's operational capacity, from 16 to 30 Ml/day.

For long-term PS strategies, which in this study fall under the far-future timeframe, an additional increase of 10 Ml/day from the Ngagane WTP to Utrecht local municipality was modelled to meet the Utrecht local municipality's projected maximum annual demand of 11 Mm3. Lastly, a reservoir at the Ngxobongo River with a storage capacity of 27 million m3 was integrated into the Buffalo River catchment's modelled water supply system. As the existing water supply capacity is anticipated not to meet the Nquthu local municipality's supply requirements, which range from 25 to 30 Mm3/annum, the purpose of the proposed Ngxobongo dam is to supply the Nquthu local municipality's water deficits. The dam location was chosen based on the river's proximity to the Nquthu local municipality, in addition to modelling the resulting changes in flow imposed by the dam. As per Figure 9, the proposed Ngxobongo Dam reduces the flow rate by −17% on average; however, this is acceptable as sufficient water is still released for CL. The Blood River could also be an ideal site for this proposed dam.
Figure 9

Streamflow profile (m3/s) changes of the Ngxobongo River under the optimised policy scenario (PS-Opt) for the far future timeframe (2071–2099).

Figure 9

Streamflow profile (m3/s) changes of the Ngxobongo River under the optimised policy scenario (PS-Opt) for the far future timeframe (2071–2099).

Close modal

Hydrological changes

The modelled PS-Opt R were lower than the BAU and PS scenarios under both RCP scenarios, as seen in Table 9. This results from increasing reservoir and water treatment facility operational capacity, thus increasing the volume of surface water available in the Buffalo River catchment. The anticipated annual increases in reservoir storage quantities are shown in Figure 10 as evidence of this.
Table 9

Projected surface runoff (Mm3/annum) under the business-as-usual scenario (BAU), policy scenario (PS) and optimised policy scenario (PS-Opt) for the historical (1990–2019), near-future (2020–2045), mid-future (2046–2070), and far-future (2071–2099) periods

TimeframeSurface Runoff @ Buffalo River Outlet
RCP4.5
RCP8.5
BAUPSPS-OptBAUPSPS-Opt
Historical 3,026 3,026 3,026 3,080 3,080 3,080 
Near future 3,033 3,032 3,027 3,024 3,024 3,019 
Mid-future 3,045 3,045 3,020 3,468 3,467 3,442 
Far future 3,266 3,206 3,183 3,523 3,465 3,442 
TimeframeSurface Runoff @ Buffalo River Outlet
RCP4.5
RCP8.5
BAUPSPS-OptBAUPSPS-Opt
Historical 3,026 3,026 3,026 3,080 3,080 3,080 
Near future 3,033 3,032 3,027 3,024 3,024 3,019 
Mid-future 3,045 3,045 3,020 3,468 3,467 3,442 
Far future 3,266 3,206 3,183 3,523 3,465 3,442 
Figure 10

Reservoir storage volume (Mm3/annum) under the business-as-usual scenario (BAU), policy scenario (PS) and optimised policy scenario (PS-Opt).

Figure 10

Reservoir storage volume (Mm3/annum) under the business-as-usual scenario (BAU), policy scenario (PS) and optimised policy scenario (PS-Opt).

Close modal

Water provisions

The total unmet supply requirements are expected to differ significantly between the PS and PS-Opt scenarios, particularly in the far future. This is attributable to the proposed Ngxobongo Dam, which is anticipated to boost the water supply delivered in low-priority regions in the mid-and far future. As such, in Figure 11, we observe that the average water supply delivered in the far future period for domestic, energy generation and irrigation is modelled to increase by 20, 27, and 70%, respectively. Consequently, a significant drop in the total unmet water demands is anticipated, from 35 Mm3/annum in the near future to 5 Mm3/annum in the mid-and far-future periods (see Figure 11(c) and 11(d)) due to this increased water supply from the proposed Ngxobongo Dam. The statistical results in Table 10 further emphasise that the PS-Opt significantly impacts meeting the catchment's water needs. In terms of agricultural production changes, maize production is expected to benefit the most from the PS-Opt scenario, even under worsened climate change conditions, as shown in Figure 12. Towards the end of the 21st century, 95% of the 3,149 hectares suitable for irrigated maize cropping are expected to be under full irrigation.
Table 10

Significant difference tests’ results of the business-as-usual scenario (BAU) and optimised policy scenario (PS-Opt)

RCP4.5RCP8.5
Performed statistical testsTotal unmet demandsTotal unmet demands
Normality test (P-value) Shapiro BAU 0.30 (Yes) 0.55 (Yes) 
PS-Opt <0.0001 (No) <0.0001 (No) 
Parametric t-test (P-value) Welch – – 
F-test – – 
Non-parametric t-test (P-value) Mann–Whitney <0.0001 (No) <0.0001 (No) 
RCP4.5RCP8.5
Performed statistical testsTotal unmet demandsTotal unmet demands
Normality test (P-value) Shapiro BAU 0.30 (Yes) 0.55 (Yes) 
PS-Opt <0.0001 (No) <0.0001 (No) 
Parametric t-test (P-value) Welch – – 
F-test – – 
Non-parametric t-test (P-value) Mann–Whitney <0.0001 (No) <0.0001 (No) 

Yes=P-value0.05; hence null hypothesis is accepted (no significant difference).

No=P-value<0.05; hence null hypothesis is rejected (significant difference).

Figure 11

Total unmet water demands, and irrigation, domestic and energy water use and demands for the period 1990–2099 under (a) PS: RCP4.5, (b) PS: RCP8.5, (c) PS-Opt: RCP4.5, and (d) PS-Opt: RCP8.5.

Figure 11

Total unmet water demands, and irrigation, domestic and energy water use and demands for the period 1990–2099 under (a) PS: RCP4.5, (b) PS: RCP8.5, (c) PS-Opt: RCP4.5, and (d) PS-Opt: RCP8.5.

Close modal
Figure 12

Irrigated hectares under the RCP8.5 scenario for the business-as-usual scenario (BAU), policy scenario (PS), and optimised policy scenario (PS-Opt).

Figure 12

Irrigated hectares under the RCP8.5 scenario for the business-as-usual scenario (BAU), policy scenario (PS), and optimised policy scenario (PS-Opt).

Close modal

Demand site coverage changes

As shown in Figure 13, for PS-Opt, the Newcastle local municipality's Dcov slightly decreased by −7.8 and −9.4% during the near- and mid-future, respectively. This is mainly due to the increased water allocations of the Ngagane WTP to Utrecht local municipality, which decreased supply to the Newcastle local municipality. Nonetheless, the minimum Dcov value of 70% is comparatively higher than the historical averages of low-priority regions, and this trade-off significantly improves the demands met in Utrecht local municipality. The Dcov of Utrecht local municipality markedly improved under PS-Opt, from 14% under both RCPs in the PS scenario, to 37, 72, and 90% in the near-, mid-, and far-future, respectively. Similarly, the proposed Ngxobongo dam significantly improved the Dcov of Nquthu, increasing it from an average of 10–100% in the mid- and far-future timeframes, respectively.
Figure 13

Demand site coverage (%) annual variations for the Newcastle, Dannhauser, Utrecht, and Nquthu local municipalities, from 1990 to 2100 under the business-as-usual scenario (BAU), policy scenario (PS), and optimised policy scenario (PS-Opt).

Figure 13

Demand site coverage (%) annual variations for the Newcastle, Dannhauser, Utrecht, and Nquthu local municipalities, from 1990 to 2100 under the business-as-usual scenario (BAU), policy scenario (PS), and optimised policy scenario (PS-Opt).

Close modal

Reliability changes from PS-Opt

In the Biggarsberg, Durnacol, Ngagane, and the Vant's Drift WTPs, the RE declined under PS-Opt. This is inevitable considering the additional water required from these individual sources. However, for the Qudeni and Utrecht WTPs, RE is 0%. Such suggests that their sources, the Gubazi River and the Dorpspruit (Dorps) Dam, respectively, cannot supply 100% of their yearly water requirements. As WTPs are transmission units, this is permissible since other transmission units that provide water to the same demand site can compensate for water delivery deficits. Concerning the demand sites, as per Figure 14, all local municipalities' RE increased under the PS-Opt, with the Dannhauser local municipality anticipated to have the highest RE of 93%. Despite the decreased Dcov, the Newcastle local municipality's RE remains at a high 40%. The water allocation and capacity changes under PS-Opt in Utrecht and Nquthu local municipalities resulted in significant RE improvements, which increased from 0% under the BAU and PS, to 20 and 42%, respectively.
Figure 14

The reliability of the Buffalo system from 1 January 1990 to 31 December 2099 under the business-as-usual scenario (BAU), policy scenario (PS), and optimised policy scenario (PS-Opt).

Figure 14

The reliability of the Buffalo system from 1 January 1990 to 31 December 2099 under the business-as-usual scenario (BAU), policy scenario (PS), and optimised policy scenario (PS-Opt).

Close modal

Strategies for adapting to climate change ought to be premised on a comprehensive understanding of the dynamic interactions and processes that occur within water resource systems, considering the system's socioeconomic and environmental aspects and its hydrological characteristics. As part of this study's efforts to assess climate change impacts and existing policy interventions on the Buffalo River catchment's water system's performance, with the intent of designing improved adaptation strategies, the WEF nexus' CLEWS modelling framework assisted in the quantitative exploration of interactions between water, energy, and food systems, as well as climate change. The WEAP, LEAP, and gAEZ analytical models and assessments provided insight into what could transpire once the water resources development plans are fully implemented under climate change conditions throughout the 21st century.

The findings suggest that, despite the highly anticipated increases in surface water availability in the Buffalo River catchment, water distribution inequalities persist due to the catchment's water allocation plans that are primarily focused on supplying water to the domestic sector of high-priority regions. As a result, there is a significant negative trade-off with water provision to low-priority regions as evidenced by unreliable water supplies to meet their domestic and irrigation requirements. Given the abundance of projected potential for irrigated crop production in these low-priority regions, especially in the Nquthu local municipality, this trade-off is also anticipated to stifle agricultural growth, thus potentially jeopardising the catchment's socioeconomic growth trajectory.

The optimised policy strategies established in this study for climate change adaptation focused on shifting water allocations and expanding existing water infrastructure to accommodate the water demands of low-priority regions under anticipated worsened climatic changes. The developed climate change strategies not only increased surface water availability, but also improved equality in water distribution among sectors, noted by the increased demand for site coverage and reliability of the water system in providing water demands to all local municipalities. As such, it is recommended that policymakers adapt the specifications of optimised policy strategies that correspond to the goals of the proposed policy strategies without design specifications and consider the re-allocation plans proposed by the optimised policy strategies developed in this research. The vast majority of optimised policy strategies necessitate the rehabilitation of transmission pipelines and the construction of reservoirs. Therefore, it is also proposed that detailed feasibility and technical studies be conducted to investigate the practicality of the optimised strategies.

The WEAP model's accuracy depends on the amount of available information and its degree of detailedness. As such, since the analysis of historical precipitation changes was made based on data and information gathered from gridded climatic data, using physically recorded rainfall data, preferably at a quinary scale, is highly recommended. This research is based on the Representative Concentration Pathway scenarios derived from the fifth Coupled Model Intercomparison Project (CMIP5). Future climate change research is encouraged to utilise climate change simulations from the latest project, CMIP6, and to include other components of the water balance, such as groundwater and changes in soil moisture, as well as the inclusion of all dams within the catchment, for more accurate estimates of hydrological changes. Nevertheless, the outcomes from this study can still be used for comparison purposes, as the calibration and validation statistics performed using the WEAP streamflow outputs indicate that the model sufficiently simulated the Buffalo River catchment's hydrology.

The first author is thankful to the Water Research Commission (Project WRC K5/2967//4), the National Research Fund (NRF) and the Nurturing Emerging Scholars Programme (NESP) for financial support. This work forms part of the Sustainable and Healthy Food Systems (SHEFS) Programme, supported through the Welcome Trust's Our Planet, Our Health Programme [Grant number: 205200/Z/16/Z]. This work was also carried out as part of the Nexus Gains Initiative, which is grateful for the support of CGIAR Trust Fund contributors: www.cgiar.org/funders.

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

The authors declare there is no conflict.

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