The interaction of the atmosphere and the land surface is vital in hydrological processes. In this paper, climate change impacts on streamflow are explored using soil and water assessment tool (SWAT) in one of the tropical watersheds, Wabi Shebele River Basin of Ethiopia. Regional climate model (RCM) from CORDEX-Africa region is used to analyze the basin's hydrological responses to climate forcing in the projected period. The result indicates that the watershed is likely to experience an increase in flood hazard with an increase in precipitation in the future as temperatures increase less than 2 °C. Flood hazard indices showed a larger value downstream of the river station (i.e., Gode) and a smaller value at the upper and middle stations with no change in climate variables (i.e., the baseline scenario, T + 0 °C, P + 0%). Based on separation method analysis, climate change has a greater impact on the streamflow and flood hazards in the region during the last four decades. Model uncertainty analysis reveals that simulated seasonal streamflow using RCMs has similar oscillation patterns to streamflow using observed climate data within uncertainty bands (UBs) in the study area with NSE and R2 values greater than 0.75 and 0.92, respectively.

  • Regional climate model (RCM) from CORDEX-Africa has the capability to forecast the climate condition of southeastern Ethiopia.

  • SWAT model has the capability to simulate streamflow and explore climate change impacts in tropical watersheds.

  • Uncertainty level of climate change impact on flood hazard at present and future is explored.

  • Climate change is the most driving force for flood hazard in southeastern Ethiopia.

Flood hazard is the probability occurrence of potentially damaging flood phenomena within a specified period in a given area (Assefa 2018). Climate change refers to a change in the state of the climate that can be identified by changes in the mean and the variability of its properties that persists for extended periods, decades, or longer (IPCC 2007). The changing climate would bring changes to hydrological parameters like temperature, precipitation, evapotranspiration, and discharge in magnitude and frequency (Jain & Kumar 2012; Bhatt & Mall 2015). Rainfall can produce widespread surface flooding where water encounters dry ground and infiltrates, raising groundwater volumes (Adnan 2010). Temperature increases can lead to increases in evapotranspiration in rivers, dams, and other water reservoirs. Consequently, water availability for agricultural irrigation, domestic and non-domestic usage, and hydropower generation decreases (Adnan 2010). In tropical regions, annual flooding is associated with high intensity of rainfall and heat in the atmosphere (Dettinger 2009; Williams et al. 2012; Hall et al. 2014).

Several studies used different approaches to understand and quantify the effects of climate change on flooding. Studies like Taye & Willems (2012), Chen et al. (2012), and Li et al. (2020) analyzed time-series trends exhibited in the historical hydrological data. Other studies analyzed historical or current meteorological data coupled with hydrological models (Adnan 2010; Dile et al. 2013; Gebrechorkos et al. 2018). Others used a combination of climate models (i.e., a general circulation model, GCM and regional climate models, RCMs) with hydrological data for future projections (e.g., Adnan 2010; Endris et al. 2013; Ruiz-Villanueva et al. 2016; Musie et al. 2020). Gebrechorkos et al. (2018) evaluated multiple climate data sources to overcome data scarcity in East Africa based on different statistical measures used on daily, decadal, and monthly timescales. The result revealed that Climate Hazards Group InfraRed Precipitation with Station data (CHIRPS) and Africa Rainfall Climatology version 2.0 (ARC2) are the best-performing rainfall products in environmental resources management. Most of these studies were conducted in humid and semi-humid areas, where ground-based observed data are available relative to the southeastern lowland part of Ethiopia. In a hydrological forecast system, uncertainties are assessed based on quantifying uncertainty values from the inputs, like precipitation and temperatures (Lumbroso & Gaume 2012; Gaur et al. 2020). The study of uncertainty in modeled discharge from the hydrological model still needs further study.

The main objective of this paper is to quantify the impacts of climate change on streamflow and flood hazard in southeast Ethiopia, a case of the Wabi Shebele River Basin using a model-based approach. Wabi Shebele Basin is known as a data scarce watershed in Ethiopia (Abebe & Förch 2006; Wudineh et al. 2021). The specific objectives of the study are listed as follows: to test the performance of SWAT and identify sensitive parameters in flood prediction; to test climate sensitivity in flood hazard prediction; to analyze uncertainties of a climate model in streamflow prediction; and to estimate the share of impact between climate change and others on flood value in the region.

Study area description

The Wabi Shebele River Basin is a transboundary river basin between Ethiopia and the Republic of Somalia in the Horn of Africa. About 72% of the catchment (202,220 km2) falls in Ethiopia. In this study, the Wabi Shebele basin represents the catchment that is lying in Ethiopia within 4°45′N to 9°45′N latitude and 38°45′E to 45°45′E longitude (Figure 1).
Figure 1

Study area map.

The climate of the basin is dependent on the altitude and strong latitudinal movement of the intertropical convergence zone (ITCZ) (Awass 2009). This study area is categorized as a semi-desert zone having a mean annual rainfall ranging between 271 mm at the lower arid portion (Gode) and 1,320 mm in the upstream highlands of the basin (Abebe & Förch 2006). The air temperature of the area varies with altitude and ranges between 20 and 25 °C (MoWR 2003). The mean annual evaporation reaches 2,800–3,000 mm in the southeast (Wudineh et al. 2021).

Flood is one of the frequently occurring natural disasters in the Wabi Shebele River Basin (MoWR 2003; Tadesse et al. 2016). In the basin, flood events have occurred regularly as flash floods in the lowland sections, as seen from the state of river beds and evidence of sheet erosion (IWMI 2015).

Regional climate models

The spatial resolution of GCMs (currently 100–250 km) is too coarse for the direct outputs used in hydrological impact assessments on the catchment scale (Veijalainen et al. 2010; Musie et al. 2020). Although climate change is a worldwide concern, its impact on the hydrologic system is at the regional level that needs to be downscaled to appropriate scales. There are two groups of downscaling methods: dynamical and statistical downscaling (Fowler & Kilsby 2007). In dynamical downscaling, a regional climate model (RCM) or limited area model (LAM) of the higher spatial resolution set for a region (Hay et al. 2002; Veijalainen et al. 2010). RCMs use boundary conditions from the GCMs, but capture geographical details more precisely than GCMs (Hay et al. 2002). Few studies in the East African region used RCMs from dynamic downscaling (Endris et al. 2013; Musie et al. 2020). An ensemble of historical and future climate projections generated by the Coordinated Regional Downscaling Experiment (CORDEX) is available from the World Climate Research Program (Giorgi et al. 2008). CORDEX-Africa (http://cordex.org/domains/region-5-africa/) provides regionally downscaled climate data for the continent at a spatial resolution of 0.44° × 0.44°. Future projections of precipitation and temperature were investigated using CORDEX-Africa datasets. There are two methods commonly used to transfer the climate signal to the hydrological model: the delta change approach (Fowler & Kilsby 2007) and the direct RCM data approach. In using direct RCM data, the daily bias-corrected results from RCM were used as input to the hydrological model (Veijalainen et al. 2010). The delta change approach is classified as the simplest statistical downscaling method. However, the direct RCM data relies on dynamically downscaled by the RCM with an additional bias-corrected step.

The CORDEX-Africa downscaled from five GCMs of Climate Model Inter-comparison Project Phase 5 (CMIP5) to quantify the influence of future changes in regional climate on the hydrology of the Wabi Shebele River Basin. The latest version of the RCAs, developed by the Swedish Ross Centre Regional Atmospheric model (RCA4), is selected for this study (Samuelsson et al. 2011). In addition, two different scenarios of the Representative Concentration Pathways (RCPs) were considered for all models. For the model, climate data belonging to two RCPs emission scenarios (i.e., RCP4.5 and RCP8.5) extracted for 20th century climate (historical runs; 1981–2005) and future climate (2006–2100). These RCMs selected in studies (Diro et al. 2011; Gebrechorkos et al. 2018; Näschen et al. 2019; Musie et al. 2020) have shown that each model can reasonably reproduce the regional climate over the East Africa region. The simulations cover the period from 1951 to 2100, divided into a historical period from 1951 to 2005 and future projections from 2006 to 2100. The details of the RCA4 simulations used in this study are presented in Table 1.

Table 1

Description of the CORDEX-Africa, regional climate model (RCMs) used in this study, and their driving global climate models (GCMs)

GCMRCMInstitutionCountryGCM Resolution
CanESM2 RCA4_v1 Canadian Centre for Climate Modeling and Analysis Canada 2.8° × 2.8° 
CNRM-CM5 RCA4-v1 Centre National de Recherches Meteorolo-Giques/Centre Europeen de Recherche et Formation Avanceesencalcul scientifique France 1.4° × 1.4° 
GFDL-ESM2M RCA4-v1 NOAA Geophysical Fluid Dynamic Laboratory USA 2.5° × 2.0° 
MIROC5 RCA4-v1 Atmosphere and Ocean Research Institute (University of Tokyo), National Institute for Environmental Studies and Japan Agency for Marine-Earth Science and Technology Japan 1.4° × 1.4° 
IPSL-CM5A-MR RCA4-v1 Institut Pierre-Simon Laplace France 1.25° × 2.5° 
GCMRCMInstitutionCountryGCM Resolution
CanESM2 RCA4_v1 Canadian Centre for Climate Modeling and Analysis Canada 2.8° × 2.8° 
CNRM-CM5 RCA4-v1 Centre National de Recherches Meteorolo-Giques/Centre Europeen de Recherche et Formation Avanceesencalcul scientifique France 1.4° × 1.4° 
GFDL-ESM2M RCA4-v1 NOAA Geophysical Fluid Dynamic Laboratory USA 2.5° × 2.0° 
MIROC5 RCA4-v1 Atmosphere and Ocean Research Institute (University of Tokyo), National Institute for Environmental Studies and Japan Agency for Marine-Earth Science and Technology Japan 1.4° × 1.4° 
IPSL-CM5A-MR RCA4-v1 Institut Pierre-Simon Laplace France 1.25° × 2.5° 

Bias adjustment method

Climate models often provide biased representations of observed time series that need correction procedures (Teutschbein & Seibert 2012). Among different techniques described in Teutschbein & Seibert (2012), the quantile mapping method (QMM) has been widely used in hydrological applications (Boé et al. 2007; Ngai et al. 2017) and bias correction of RCMs (Piani et al. 2010; Teutschbein & Seibert 2012; Worku et al. 2020). In the QMM, the cumulative distribution function (CDF) of RCM-simulated rainfall and temperature values is adjusted with the CDF of observed values. QMM adjusts the mean, standard deviation, extremes, and distribution of rainfall and temperature events of RCM outputs (Teutschbein & Seibert 2012). Distribution mapping uses the Gamma distribution (Gudmundsson et al. 2012) and the Gaussian distribution (Mathews & Walker 1970) to fit the rainfall and temperature distribution for RCMs with observational data. In the distribution mapping, the transformation between observed and simulated is given as:
(1)
where Vo is the observed variable; Vm is the modeled variable; Fm is the CDF related to Vm; and is the inverse CDF of Vo.

In this study, the CMhyd tool (Rathjens 2016) was used to execute the bias correction techniques. The tool compares the raw RCM output with observed data, calculates the variation between observed and RCM-simulated data, and applies different bias correction methods to correct historical and future climate model output. The bias correction algorithms derived from historical RCM simulation and observed data are applied for future RCM bias correction processes. Temperature and rainfall data at 14 stations in the Wabi Shebele basin are used for the bias correction of the RCA4 climate data.

Climate sensitivity test and uncertainty analysis

An ensemble of potential climate data is generated from the historical station record (1981–2000) and analysis of climate sensitivity. In the climate change impact assessment using climate sensitivity tests (Ficklin et al. 2009; Cheng et al. 2013), a combination of two weather variables is examined in this study: mean temperature (0, +1, +2, and +3 °C) and mean precipitation (0, +10, and +20%). Eleven total climate change conditions, including the current condition (0,0,0), are applied to the calibrated SWAT model. Flood indices were calculated on 18 years of data because the first 2 years are considered to spin up the SWAT model. The historical record is used as the baseline for comparison within the climate sensitivity datasets. Several studies (i.e., Yang et al. 2016; Xu et al. 2017) used climate sensitivity analyses for uncertainty analysis in climate change impact. The set of possible future temperature and precipitation conditions allows us to determine which factors and range of values affect environmental outcomes (Pianosi et al. 2016).

Based on simulated streamflow, using available observed data, 95%PU analysis is performed in Sequential Uncertainty Fitting Version 2 (SUFI-2) of SWAT-Calibration and Uncertainty Programs (SWAT-CUP) interface and taken as baseline uncertainty bound. For the climate model approach, the ensemble of five RCMs is selected for optimistic case emission scenarios (RCP4.5) and business-as-usual emission scenarios (RCP8.5) based on their general performance in the study area and region. For each model, I selected historical (1981–2000) and futures at mid and last 21st century (i.e., at 2041–2060 and 2081–2100) conditions for comparison. In both future climate approaches, only temperature and precipitation inputs changed in the SWAT model to automatically generate the other three weather inputs: solar radiation, relative humidity, and wind speed, as during the historical calibration and verification periods. As observed data, streamflow was simulated using historical time series of RCMs in Arc SWAT. If simulated streamflow values lie within the range of baseline uncertainty bound (95PPU) value obtained using observed climate data, the candidate RCMs used in the attribution process of flood change in the study area. If the simulated discharge falls outside the uncertainty band, the climate model is rejected from candidate RCMs for future climate impact analysis.

Climate models meeting the above criteria were assumed to be suitable as the ensemble in the climate change impacts on hydrology. An ensemble means of discharges and other water balance components simulated using the selected climate models can be used to assess the projected climate change impacts on the flood events of the Wabi Shebele River Basin.

Flood indices for each of the 11 climate change scenarios are compared to the 18-year baseline condition to test climate sensitivity. For each model in the climate model ensemble, we compared the flood indices under future conditions (2041–2060 and 2081–2100) to the historical station record (1981–2000). Findings are presented as a percentage change in flood indices between future and historical conditions to assess if the flood hazard of each sub-basin increases or decreases under climate change. The overall methodology used in this section is summarized in Figure 2.
Figure 2

The study methodologies used in the paper. T is the air temperature, and P is the precipitation.

Figure 2

The study methodologies used in the paper. T is the air temperature, and P is the precipitation.

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SWAT model and separation strategy

The SWAT model is a watershed-scale and physically based distributed hydrological model (Neitsch et al. 2005; Abbaspour et al. 2007) developed to simulate the impact of land management practices on hydrology and water quality under complex watersheds with heterogeneous soil and land use conditions. In recent decades, it has been widely used for water cycle simulation and water resources management, especially for the analysis of streamflow variation under climate change and LULC change (Schulze 2000; Adamu 2014; Camici et al. 2014; Guo et al. 2016; Näschen et al. 2019; Gaur et al. 2020). In this study, the hydrologic model is used to see the impact of climate variables change on streamflow in the Wabi Shebele basin. The optimum parameters of the SWAT model is determined by sensitivity analysis, which assesses the sensitivity between a parameter and other parameters in different areas. Based on parameters available for water production identified by Arnold et al. (2012) and preliminary identification in the SWAT model, SWAT-CUP global sensitivity analysis is conducted to select the most sensitive parameters for watersheds. The p-value and t-statistic were used to eliminate non-sensitive parameters from the calibration process. The higher the absolute value of t-stat and the smaller value of p, the more sensitive is the parameter (Abbaspour et al. 2007; Moreira et al. 2018).

Separation strategy

In this section, the SWAT model with a separation method is used to separate the contributions of LULC change and climate change to the streamflow as proposed by Guo et al. (2016). Simulation results and measured data under different conditions of climate and land use are compared using this strategy. For instance, taking two conjoint periods (defined as the periods I and II) and two land use conditions (defined as land use A and B) into consideration, four annual streamflows obtained under four conditions with different climate change and LULC changes in the SWAT simulation, as follows: Q1 for the period I and land use A; Q2 for the period I and land use B; Q3 for period II and land use A; and Q4 for period II and land use B. Therefore, the difference between Q1 and Q2 is caused by the different conditions of land use, defined as ΔQL. Similarly, the difference between Q1 and Q3 is caused by the different conditions of climate, defined as ΔQC, and ΔQ is used to evaluate the difference caused by both climate change and land use change, here the difference between Q1 and Q4 used, and yields:
(2)
(3)
(4)
(5)
Theoretically, ΔQ = ΔQm. Subsequently, the impact of climate change on streamflow ηC and that of land use change ηL can be separately calculated by:
(6)
(7)

Six flood variables were extracted from the simulated discharges under different climate change and LULC change conditions. The impact levels of climate change and LULC change are analyzed in each index. These flood indices are: Annual maximum discharge (AMAX), Peak over threshold (3rd quartile) frequency (POTF), Peak over threshold (3rd quartile) magnitude, Seasonal peak discharge for winter (SMW), spring (SMSp), and summer (SMSu) used to define the extreme river flow.

Flood indices analysis

To estimate flood hazard, two flood indices extracted from simulated daily flow rate at each sub-basin outlet: flood exceedance probability index (FEPI) and flood frequency index (FFI). These indices represent the duration and frequency of flood hazards. Flood characteristics can be derived from time series of observed or simulated hydro-meteorological variables using a user-defined threshold level. A peak over the threshold of a 2-year return period for wet season streamflow was used in all indices because it was used as a proxy to bank full discharge and threshold for flood events in past studies (BCEOM 1973; IWMI 2015).

Following Cheng et al. (2013) and Xu et al. (2017), the FEPI is defined as the probability of daily discharges above the 2-year flood, calculated as the fraction of days with simulated streamflow above or equal to 2-year floods in a given year (January–December), then averaged across the simulation period, expressed as a percentage (Equation (8)). The FFI is the average number of flood events in a water year across the observation period (Equation (9)). For historical and the two different future climate approaches, I calculated 2-year return period flood values based on the present climate simulation (the baseline or historical scenario output of each climate model). The FEPI is calculated using:
(8)
(9)
where FEPi is the flood exceedance probability of year i; Di is the number of days when a flood happens (discharge is greater or equal to the 2-year flood) in the year i; Dy is the total number of days in one year (365 for non-leap year, 366 for leap year); FEPI is an average flood exceedance probability for a sub-basin; P is probability; FFi represents a number of flood events in water year i; FFI is the average flood frequency index for a sub-basin; and N is a total number of years in the simulation period.

SWAT model calibration and parameter sensitivity analysis

For model calibration and validation, the observed monthly streamflow data were used from 1988 to 2000 with a 3-year warming period. Figure 3(a)–3(c) presents the time series plot for corresponding observed and calibrated/validated simulated streamflow and uncertainty bands with statistical values at gauging stations. To evaluate model performance, three parameters were used, namely R2, NSE and Pbias. NSE is a normalized statistic range from −∞ to 1, used to indicate the relative value of residual variance compared to the variance of the observed data, and values close to one shows a perfect match of the modeled with the observed data (Nash & Sutcliffe 1970). R2 is the proportion of variance in the observed data explained by the model. The values of performance measures for the calibration of Wabi at Dodola station were NSE = 0.74, R2 = 0.74, and Pbias = −3.0%, respectively. The values for uncertainty measures for the calibration at Dodola station were p-factor = 0.50 and r-factor = 0.76. For the validation at Dodola station, the values for performance measures were NSE = 0.74, R2 = 0.74, and Pbias = −2.1%, and uncertainty measures were p-factor = 0.70 and r-factor = 0.92, respectively. The negative value of Pbias shows the underestimation of simulated streamflow at Dodola station, during calibration and validation. At Legehida station, the values of performance measures during calibration were NSE = 0.61, R2 = 0.64, and Pbias = −4.3% (i.e., underestimation), and uncertainty measures were p-factor = 0.48 and r-factor = 0.65. However, during validation, the values of performance measures NSE = 0.65, R2 = 0.62, and Pbias = −0.27% (i.e., underestimation) and uncertainty measures were p-factor = 0.46 and r-factor = 0.38, respectively. At Gode station, the values of performance measures during calibration were R2 = 0.40, NSE = 0.20, and Pbias = −29.4% (underestimation) and uncertainty measures were p-factor = 0.28 and r-factor = 0.54, respectively. However, during validation, the values of performance measures R2 = 0.26, NSE = 0.01, and Pbias = −37.6% (underestimation) and uncertainty measures were p-factor = 0.18 and r-factor = 0.61, respectively.
Figure 3

Observed, best-simulated hydrographs, and 95PPU band in calibration and validation periods.

Figure 3

Observed, best-simulated hydrographs, and 95PPU band in calibration and validation periods.

Close modal

The results indicate that most of the observations with different parameters are within a bracket of the 95PPU (i.e., p-factor ≥0.5 and r-factor <1.5), signifying SUFI-2 captures the model behavior. In terms of R2 and NSE, the simulations give the value related to 0.6, which indicates that the SWAT model looks better for the prediction of discharge in the Wabi Shebele River Basin (as per Abbaspour et al. 2007), and the final parameter ranges were the best solution obtained for the basin. Most of the observed values obtained during the calibration and validation were within the boundaries of 95PPU, which indicates that SWAT model uncertainties were falling within the permissible limits. The study also approves the result obtained by Shawul et al. (2013) that the SWAT model performed well for simulation of monthly streamflow in Shaya mountainous watershed, southeastern Ethiopia.

Performance of RCMs in predicting climate variables for the study area

The daily precipitation and temperature simulations of the climate models from the CORDEX-Africa, RCMs datasets are averaged over the watershed area, and their performance is evaluated using statistical parameters. Table 2 shows the absolute values and differences of RCMs from the meteorological observations of these parameters.

Table 2

RCMs daily precipitation (mm) and temperature (°C) parameter values and differences to gauged values from the period 1981–2000

VariableModelAbsolute values
Differences to gauge values
nDays > 1mmAve.Max.SDnDays > 1mmAve.Max.SD
Precipitation Gauge observed data 96.4 8.3 73.0 8.3 
CORDEX-Africa RCA4 RCMs 
CanESM2 109.9 7.8 109.4 7.6 13.6 −0.5 36.4 −0.7 
CM5A-MR 111.4 7.7 76.7 7.3 15 −0.6 3.7 −1.0 
CNRM-CM5 112.2 7.7 82.3 7.5 15.9 −0.6 9.3 −0.8 
GFDL-ESM2M 112.9 7.6 63.0 7.6 16.6 −0.7 −10.0 −0.7 
MIROC-MIROC5 111.4 7.4 70.1 7.8 15 −0.9 −3.0 −0.5 
Tmax Gauge observed data  23.2 27.4 1.9  
CORDEX-Africa RCA4 RCMs 
CanESM2  23.2 26.4 1.4  −0.9 −0.5 
CM5A-MR  23.2 26.5 1.4  −0.9 −0.5 
CNRM-CM5  23.2 26.7 1.4  −0.7 −0.5 
GFDL-ESM2M  23.2 27.6 1.5  0.2 −0.4 
MIROC-MIROC5  23.2 28.2 1.5  0.8 −0.4 
VariableModelAbsolute values
Differences to gauge values
nDays > 1mmAve.Max.SDnDays > 1mmAve.Max.SD
Precipitation Gauge observed data 96.4 8.3 73.0 8.3 
CORDEX-Africa RCA4 RCMs 
CanESM2 109.9 7.8 109.4 7.6 13.6 −0.5 36.4 −0.7 
CM5A-MR 111.4 7.7 76.7 7.3 15 −0.6 3.7 −1.0 
CNRM-CM5 112.2 7.7 82.3 7.5 15.9 −0.6 9.3 −0.8 
GFDL-ESM2M 112.9 7.6 63.0 7.6 16.6 −0.7 −10.0 −0.7 
MIROC-MIROC5 111.4 7.4 70.1 7.8 15 −0.9 −3.0 −0.5 
Tmax Gauge observed data  23.2 27.4 1.9  
CORDEX-Africa RCA4 RCMs 
CanESM2  23.2 26.4 1.4  −0.9 −0.5 
CM5A-MR  23.2 26.5 1.4  −0.9 −0.5 
CNRM-CM5  23.2 26.7 1.4  −0.7 −0.5 
GFDL-ESM2M  23.2 27.6 1.5  0.2 −0.4 
MIROC-MIROC5  23.2 28.2 1.5  0.8 −0.4 

nDays > 1mm, average number of days in a year with precipitation > 1 mm; Ave., average daily precipitation; Max., maximum daily precipitation; SD, standard deviation. Differences are computed by division (SDsim/SDgauge) for SD and subtraction for the other parameters. Where SDsim and SDgauge are the standard deviations of the climate models' and gauge precipitation, respectively.

Precipitation

For all of the CORDEX-Africa RCMs, bias-corrected datasets using the meteorological observation overestimated the number of rainy days (Table 2). Although the differences in values to the gauge observation are considerably less, almost all the CORDEX-Africa RCMs underestimated average daily precipitation and standard deviation. However, most RCMs, except GFDL-ESM2M/RCA4 and MIROC-MIROC5/RCA4, overestimated maximum daily rainfall. The regional climate models such as GFDL-ESM2M/RCA4 and MIROC-MIROC5/RCA4 showed underestimation of extreme values of the average maximum daily precipitation. Similarly, the study conducted by Teshome & Zhang (2019) indicated that seasonal rainfall downscaled from RCMs over Ethiopian watersheds showed a decreasing situation and significant variability.

Temperature

All bias-corrected RCMs on temperature showed similar to average maximum temperature with ground-based observed maximum temperature in the study area (Table 2). However, extremely high temperatures decrease from the observed temperature in CanESM2/RCA4, CM5A-MR/RCA4, and CNRM-CM5/RCA4 while indicating the increment in GFDL-ESM2M/RCA4 and MIROC-MIROC5. Furthermore, the standard deviation of maximum temperatures is estimated underestimation in all RCMs.

Streamflow

Hydrologic evaluations of the climate models are performed in the Wabi Shebele River Basin. Figure 4 shows the analysis results in Wabi Shebele at Dodola station. The performance of the RCMs in simulating average monthly discharges varied considerably for the watershed. Statistical performance indicators are used to compare the model streamflow using observed meteorological data to the discharges simulated using the climate models. All streamflow simulations using RCMs datasets indicated negative Pbias values with maximum values of −26.626% on MIROC-MIROC5 for the study area. However, all other RCMs resulted in reasonable streamflow simulations with small negative Pbias of less than −20%. This indicates that all streamflow simulation using RCMs datasets underestimated the average annual discharges. Furthermore, all the RCMs can represent seasonal streamflow patterns for the Wabi Shebele watershed with NSE and R2 values greater than 0.75 and 0.92, respectively.
Figure 4

Average monthly streamflow simulated in Wabi Shebele at Dodola gauging station using the climate models from CORDEX RCMs datasets during the reference period from 1981 to 2000.

Figure 4

Average monthly streamflow simulated in Wabi Shebele at Dodola gauging station using the climate models from CORDEX RCMs datasets during the reference period from 1981 to 2000.

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Uncertainty analysis

Uncertainties of climate change impact on hydrology arise from different sources: data quality, climate models and emission scenarios selected, the downscaling method used, and the hydrological model applied. Data scarcity and reliability to calibrate the hydrological model is the first source of uncertainty in the analysis. To minimize this uncertainty, checking and filling missed data using weather generators were carried out before the calibration, and validation of the hydrological model in this study.

Climate model uncertainty arises due to the response of different climate models to produce dissimilar changes in climate in the presence of the same radiative forcing. Relative to GCMs outputs, RCM output reduces uncertainties since it gives high-resolution climate information and provides a better description of orographic, land surface contrast, and land surface characteristics. Scenario uncertainty arises due to imperfect knowledge of the external factors affecting the climate system, e.g., future emission of greenhouse gasses. There are four groups of individual scenarios developed by the IPCC in 2014 to supersede SRES (IPCC 2014). Each scenario consists of a specific radiative forcing projection and makes assumptions about future population, GDP, and energy use, based on the radiative forcing. Hence, choosing among the scenarios also adds to the uncertainty.

The assumptions involved in the hydrologic model simulations are also a portion of the uncertainty. As described in the Method section, the determination of the impacted streamflow is only based on the precipitation and temperature changes in the future. The other climatic variables such as wind speed, solar radiation, and relative humidity were assumed to be constant throughout the future simulation periods. Even though it is definite that land use changes in the future, it is also assumed constant. But these assumptions can lead to a certain level of additional uncertainty. Therefore, all types of uncertainties discussed above propagated on the future predicted discharge volume. Thus, the uncertainty presented in the model and model outputs kept on cumulating while progressing toward the final result of the study.

The historical record of five RCMs ensembles is used as the baseline condition for comparison within the climate datasets with observed climate datasets. Based on simulated flow using available observed data, 95%PU uncertainty analysis is performed in SUFI-2 of SWAT-CUP interface and taken as reference values. The 95%PU performed based on RCMs that fall within the range of reference values are identified as the candidate RCMs and used in the attribution process of flood change. From Figure 5, all simulated streamflow using RCMs falls within 95% probable uncertainty bands, estimated using gauged meteorological data. All RCMs incorporated in this study can show similar variability patterns with simulated streamflow from observed meteorological data. It indicates that all RCMs sampled in this study can be used for climate impact analysis of hydrology in the study area.
Figure 5

Significance of climate models in the river flow estimation at the baseline period (1981–2000) and uncertainty bands of Wabi Shebele river.

Figure 5

Significance of climate models in the river flow estimation at the baseline period (1981–2000) and uncertainty bands of Wabi Shebele river.

Close modal
The future streamflow of the Wabi Shebele river is significantly impacted by climatic change in most of the months (Figure 6). The future streamflow predicted at seasonal and annual flows in the 2050s and 2090s falls outside the hydrologic model uncertainty bands. In all gauging stations, future flows in the 2050s fall below lower uncertainty bands. In the winter season (ONDJ), flows are estimated above upper uncertainty bands in all sample gauging stations in the 2090s. However, future flows are estimated below lower uncertainty bands in the spring (FMAM) and summer (JJAS) seasons at gauging stations. For Wabi Shebele at Dodola station (upstream), the future river flows in January, February, and September vary within uncertainty bands. However, predicted future flows in the middle and lower Wabi Shebele river change outside uncertainty bands. In addition, the month of peak flood shifted for the future case following rainfall patterns in the future. It also indicates that the net change of stream flow follows monthly rainfall distributions in the study area. Shiferaw et al. (2015) revealed in their study that the spatial and temporal distribution of rainfall in Ethiopia governs the amount and inter-annual variability of water availability. Simulation of future climate for 2030 and 2050 in Ethiopia using RCMs indicated an increase in temperature and a decrease in rainfall by about 1 and 2%, respectively (Tadesse et al. 2016). Therefore, it might be possible to conclude that the climatic change impact will be significant for future river flows in the Wabi Shebele river in all seasons, especially in the middle and downstream of the river. The cumulative uncertainty propagation is the worst in predicted future flow volume in seasonal and annual aggregation levels.
Figure 6

Significance of future impacted river flow and uncertainty bands of Wabi Shebele river at three stations.

Figure 6

Significance of future impacted river flow and uncertainty bands of Wabi Shebele river at three stations.

Close modal

Flood hazard under climate change

Flood hazard under the baseline condition

The spatial distribution of all flood indices for the baseline case (T + 0 °C, P + 0%) shows greater flood hazard in the downstream part of the Wabi Shebele river (Table 3). Relatively higher flood indices were observed in the upstream gauging station at Dodola and the downstream gauging station at Gode. High flood indices in the upper gauging station may be due to consecutive days of rainfall in the northwestern highland part of the study area (MoWR 2003). However, high flood indices at the downstream gauging station may be explained by drainage size, where most of the main tributaries contribute flood discharges to this sub-basin. Drainage size is one of the major driving factors for flood discharge increment confirmed in different studies (e.g., Al-Rawas & Valeo 2010; Huang 2020). The spatial distribution of flood hazard analysis under baseline conditions approves that the SWAT model captured the impact of drainage size on stream discharge. Therefore, the downstream area of the Wabi Shebele River Basin could be a focus area for flood mitigation.

Table 3

Flood indices at baseline scenario (T + 0 °C, P + 0%) (1983–2000)

Sub-basinFEPI (%)FFI
Wabi at Dodola 25.17 91.9 
Wabi at Legehida 24.32 88.8 
Wabi at Gode 25.30 91.9 
Sub-basinFEPI (%)FFI
Wabi at Dodola 25.17 91.9 
Wabi at Legehida 24.32 88.8 
Wabi at Gode 25.30 91.9 

Future flood hazard under climate sensitivity testing

The climate sensitivity test reveals overall flood hazard under different scenarios and areas sensitive to climate change. As expected, all gauging stations exhibited the highest discharges when precipitation increased by 20% with no increase in temperature (scenario T + 0 °C, P + 20%), and all indices increased (Figure 7). In contrast, all indices decreased when temperatures increased by 3 °C (scenario T + 3 °C, P + 0%) with index value less than or equal to zero. As shown in Figure 7, a gradual change is observed in flood discharge between scenario T + 0 °C, P + 20% and scenario T + 1 °C, P + 20%. It is also evident that increasing the mean precipitation resulted in a trend with a steep slope, whereas increasing the mean temperature resulted in a trend with a gentle slope (Figure 7). Flood hazards in sub-basins are summarized for each index in Table 4.
Table 4

Summary of flood indices under climate change conditions (condition of climate variables of temperature and precipitation)

Sub-basinClimate change condition
Flood indices
Difference to baseline flood indices (T + 0 °C, P + 0%)
Temp. (+°C)Prec. (+ %)FEPI (%)FFIFEPI (%)FFI
Wabi at Dodola 25.17 91.9 0.00 
25.17 91.9 0.000 0.00 
25.17 91.9 0.000 0.00 
25.17 91.9 0.000 0.00 
10 25.17 91.9 0.000 0.00 
20 25.17 91.9 0.000 0.00 
10 25.17 91.9 0.000 0.00 
20 25.17 91.9 0.000 0.00 
10 25.17 91.9 0.000 0.00 
20 25.17 91.9 0.000 0.00 
Wabi at Legehida 24.32 88.8 0.00 
24.30 88.7 −0.020 −0.10 
24.30 88.7 −0.020 −0.10 
24.30 88.7 −0.020 −0.10 
10 24.30 88.8 −0.020 0.00 
20 24.40 89.0 0.080 0.20 
10 24.30 88.7 −0.020 −0.10 
20 24.35 88.9 0.030 0.10 
10 24.31 88.7 −0.010 −0.10 
20 24.33 88.8 0.010 0.00 
Wabi at Gode 25.30 91.9 0.00 
25.17 91.9 −0.130 0.00 
25.17 91.9 −0.130 0.00 
25.17 91.9 −0.130 0.00 
10 25.17 91.9 −0.130 0.00 
20 25.17 91.9 −0.130 0.00 
10 25.17 91.9 −0.130 0.00 
20 25.19 92.0 −0.110 0.10 
10 25.17 91.9 −0.130 0.00 
20 25.17 91.9 −0.130 0.00 
Sub-basinClimate change condition
Flood indices
Difference to baseline flood indices (T + 0 °C, P + 0%)
Temp. (+°C)Prec. (+ %)FEPI (%)FFIFEPI (%)FFI
Wabi at Dodola 25.17 91.9 0.00 
25.17 91.9 0.000 0.00 
25.17 91.9 0.000 0.00 
25.17 91.9 0.000 0.00 
10 25.17 91.9 0.000 0.00 
20 25.17 91.9 0.000 0.00 
10 25.17 91.9 0.000 0.00 
20 25.17 91.9 0.000 0.00 
10 25.17 91.9 0.000 0.00 
20 25.17 91.9 0.000 0.00 
Wabi at Legehida 24.32 88.8 0.00 
24.30 88.7 −0.020 −0.10 
24.30 88.7 −0.020 −0.10 
24.30 88.7 −0.020 −0.10 
10 24.30 88.8 −0.020 0.00 
20 24.40 89.0 0.080 0.20 
10 24.30 88.7 −0.020 −0.10 
20 24.35 88.9 0.030 0.10 
10 24.31 88.7 −0.010 −0.10 
20 24.33 88.8 0.010 0.00 
Wabi at Gode 25.30 91.9 0.00 
25.17 91.9 −0.130 0.00 
25.17 91.9 −0.130 0.00 
25.17 91.9 −0.130 0.00 
10 25.17 91.9 −0.130 0.00 
20 25.17 91.9 −0.130 0.00 
10 25.17 91.9 −0.130 0.00 
20 25.19 92.0 −0.110 0.10 
10 25.17 91.9 −0.130 0.00 
20 25.17 91.9 −0.130 0.00 
Figure 7

Comparison between exceedance probability of daily streamflow for baseline scenario (T + 0 °C, P + 0%) and different climate scenarios.

Figure 7

Comparison between exceedance probability of daily streamflow for baseline scenario (T + 0 °C, P + 0%) and different climate scenarios.

Close modal

When precipitation increased by 10 or 20%, almost all sub-basins saw flood index increases from the baseline. Warmer temperatures caused a decrease in water yield, which counteracted the increase in precipitation. Therefore, in the sub-basins more sensitive to temperature change, flood indices were lower compared to the baseline scenario despite precipitation increases. Exceptionally in the upper sub-basin at Wabi Dodola station, flood exceedance probability exhibited an increasing tendency when temperature increased, indicating that headwaters were more sensitive to higher temperatures in terms of these two components of flood hazard. However, for both downstream gauging stations, Wabi at Legehida and Wabi at Gode, the level of change seems to be consistent across the watershed, suggesting that precipitation change has more impact on flood indices than temperature. This led us to the conclusion that more precipitation tended to perpetuate flood hazard in the study area, while warmer temperatures reduced flood hazard in middle and downstream areas.

Future flood change under climate model prediction

The flow duration curves (FDCs) for gauging stations are drawn to compare the exceedance probability of daily discharges between the observed (1981–2000) and projected climate to assess the flow patterns during 2041–2060 and 2081–2100 (Figure 8).
Figure 8

Comparison between exceedance probability of daily streamflow for observed and projected climate through flow duration curves (FDCs) using RCP4.5 and RCP8.5 scenarios at three gauging stations: (a) Wabi at Dodola, (b) Wabi at Legehida, and (c) Wabi at Gode.

Figure 8

Comparison between exceedance probability of daily streamflow for observed and projected climate through flow duration curves (FDCs) using RCP4.5 and RCP8.5 scenarios at three gauging stations: (a) Wabi at Dodola, (b) Wabi at Legehida, and (c) Wabi at Gode.

Close modal

It is evident from Figure 8 that under the RCP8.5 emission scenario, the magnitude of streamflow increases in 2081–2100 when all others estimated below the observed scenarios. FDCs at upper gauging stations at Dodola and Legehida become steep slopes, while FDCs at Wabi at Gode station show relatively flatter slopes during Q30–Q90 (medium flows). A flat curve indicates that groundwater contributions to the stream reach are significant that sustain the flow throughout the year (Chambers et al. 2017; Gaur et al. 2020). Additionally, FDCs at Gode station show a considerable increase in high flows (10% exceedance) during 2081–2100 relative to observed discharges (1981–2000).

A 2-year return period flood value is used as a threshold level to estimate flood characteristics during the reference period 1981–2000 and future climate scenarios. Two flood indices were calculated from extracted flood values and compared between different scenarios. As presented in Table 5, most of the flood simulated under future climate scenarios estimated flood indices below the reference period, except flood in the upper basin at Wabi at Dodola station, in which FEPI increases in most of the future climate scenarios. Furthermore, the FFI at Wabi Gode station shows a considerable increment between 2081 and 2100 in both scenarios.

Table 5

Summary of flood indices under future climate change conditions

Sub-basinClimate change condition (climate scenarios)Flood indices
Difference to observed flood indices (1981–2000)
FEPI (%)FFIFEPI (%)FFI
Wabi at Dodola Observed (1981–2000) 49.98 182.6 0.0 
RCP4.5 (2041–2060) 49.99 182.6 0.006 0.1 
RCP4.5 (2081–2100) 49.96 182.5 −0.021 −0.1 
RCP8.5 (2041–2060) 49.99 182.6 0.006 0.1 
RCP8.5 (2081–2100) 49.99 182.6 0.009 0.1 
Wabi at Legehida Observed (1981–2000) 50.00 182.6 0.0 
RCP4.5 (2041–2060) 49.99 182.6 −0.006 0.0 
RCP4.5 (2081–2100) 49.99 182.6 −0.003 0.0 
RCP8.5 (2041–2060) 49.99 182.6 −0.007 0.0 
RCP8.5 (2081–2100) 49.96 182.5 −0.032 −0.1 
Wabi at Gode Observed (1981–2000) 50.00 182.6 0.0 
RCP4.5 (2041–2060) 49.99 182.6 −0.005 0.0 
RCP4.5 (2081–2100) 49.98 193.3 −0.019 10.7 
RCP8.5 (2041–2060) 50.00 182.6 −0.001 0.0 
RCP8.5 (2081–2100) 49.99 193.4 −0.006 10.7 
Sub-basinClimate change condition (climate scenarios)Flood indices
Difference to observed flood indices (1981–2000)
FEPI (%)FFIFEPI (%)FFI
Wabi at Dodola Observed (1981–2000) 49.98 182.6 0.0 
RCP4.5 (2041–2060) 49.99 182.6 0.006 0.1 
RCP4.5 (2081–2100) 49.96 182.5 −0.021 −0.1 
RCP8.5 (2041–2060) 49.99 182.6 0.006 0.1 
RCP8.5 (2081–2100) 49.99 182.6 0.009 0.1 
Wabi at Legehida Observed (1981–2000) 50.00 182.6 0.0 
RCP4.5 (2041–2060) 49.99 182.6 −0.006 0.0 
RCP4.5 (2081–2100) 49.99 182.6 −0.003 0.0 
RCP8.5 (2041–2060) 49.99 182.6 −0.007 0.0 
RCP8.5 (2081–2100) 49.96 182.5 −0.032 −0.1 
Wabi at Gode Observed (1981–2000) 50.00 182.6 0.0 
RCP4.5 (2041–2060) 49.99 182.6 −0.005 0.0 
RCP4.5 (2081–2100) 49.98 193.3 −0.019 10.7 
RCP8.5 (2041–2060) 50.00 182.6 −0.001 0.0 
RCP8.5 (2081–2100) 49.99 193.4 −0.006 10.7 

Quantitative measure of the influence of climate change and LULC change on flood occurrence

The influence level of LULC and climate change on streamflow is estimated using the separation method. As presented in Table 6, the response of the discharges to climate change is higher than that of LULC change in the Wabi Shebele basin. However, LULC change also has a significant impact in middle and upper watersheds like Wabi at Legehida, Wabi at Dodola, Maribo, and Robe. Annual maximum discharge (AMAX) decreases in watersheds where forest and shrubland coverage increase in the study period. For instance, in Wabi at Legehida and Erer watersheds, the magnitude of floods decreases while the coverage of forest increases in condition one. In watersheds like Wabi at Dodola, Maribo, Robe, and Wabi at Legehida, flood discharges estimated using LULC of 2016 are more than flood estimates using LULC of 1986 by 3.91, 2.33, 1.92, and 128.66 m3/s, respectively. As a result, flood magnitude increases by 0.18, 1.83, 0.57, and 0.44% in watersheds. In Wabi at Gode watershed, flood discharge under condition one is more than flood magnitude in condition two by a value of 1,285.18 m3/s, which is contributed by climate change and LUCC, accounting for 105.12 and 5.12%, respectively. The results indicated that climate change as the main influential factor on the streamflow and flood values in the Wabi Shebele River Basin between 1980 and 2010, which is similar to the conclusion drawn by Akola et al. (2018).

Table 6

Impact of LULC and climate change on annual maximum streamflow in the Wabi Shebele River Basin under two different conditions defined by the pre-set scenario

Sub-basinCondition one (1980–1999)
Condition two (1980–2010)
Variation in AMAX (m3/s)Impact of LULC change (ηL) (%)Impact of climate change and others (ηC) (%)Variation in AMAX (m3/s)Impact of LULC change (ηL) (%)Impact of climate change and others (ηC) (%)
Wabi at Dodola 1.86 2.55 97.45 3.91 0.18 100.18 
Maribo 1.94 6.45 93.46 2.33 1.83 101.83 
Robe 0.95 0.66 99.34 1.92 0.57 100.57 
Wabi at Legehida 14.37 45.95 54.05 128.66 0.44 99.56 
Erer 4.51 3.07 96.63 2.71 6.44 93.56 
Jijiga 18.57 0.54 100.54 12.31 0.11 99.89 
Gode 1,285.18 5.12 105.12 115.08 3.37 96.63 
Sub-basinCondition one (1980–1999)
Condition two (1980–2010)
Variation in AMAX (m3/s)Impact of LULC change (ηL) (%)Impact of climate change and others (ηC) (%)Variation in AMAX (m3/s)Impact of LULC change (ηL) (%)Impact of climate change and others (ηC) (%)
Wabi at Dodola 1.86 2.55 97.45 3.91 0.18 100.18 
Maribo 1.94 6.45 93.46 2.33 1.83 101.83 
Robe 0.95 0.66 99.34 1.92 0.57 100.57 
Wabi at Legehida 14.37 45.95 54.05 128.66 0.44 99.56 
Erer 4.51 3.07 96.63 2.71 6.44 93.56 
Jijiga 18.57 0.54 100.54 12.31 0.11 99.89 
Gode 1,285.18 5.12 105.12 115.08 3.37 96.63 

A Bold number indicates the significance of drivers influence on streamflow.

In general, this study discussed the impact level of climate factor on flood formation in the Wabi Shebele River Basin, one of the largest flow basins in Ethiopia. The result revealed that climate change is the main driving force for flood hazards occurred in the study area. The impact of climate change on flood hazard is indicated to be higher in north western upstream and downstream lowland gauging stations at baseline scenario (i.e., with no change in temperature and precipitation, T + 0 °C, P + 0%). The Wabi Shebele River Basin is likely to experience an increase in flood hazard with an increase in precipitation in the future as temperatures increase less than 2 °C. This result strengthens the study result by Shiferaw et al. (2015) that flow in tropical river basins exhibits typical characteristics of tropical rainfall regimes. In such a case, where climate change is the leading cause of high hydrologic variability, development-based climate change adaptation mechanisms and flood risk management strategies are needed.

This paper addressed two main works: the first is to analyze the potential impacts of climate change on streamflow simulation along with quantification of projected flood characteristics, and the second is related to the quantification of uncertainties in streamflow projections. A semi-distributed hydrological model (i.e., SWAT) is used to simulate, analyse, and account for the spatial variability of streamflow. Model calibration/validation and parameter sensitivity analysis are performed through the SUFI-2 algorithm in SWAT-CUP. Model uncertainty analysis is done to establish the uncertainty bounds of the model using observed meteorological data, which is taken as a boundary limit to evaluate the significance of the climate change impact. The overall calibration and validation of the SWAT model were good in the basin except for Wabi at Gode station. At Gode station, the percentage of the simulated data within the uncertainty bound is only 28%. But for the other two sub-basins, the percentage of simulated flow within the uncertainty limit is more than 48%.

The model produced similar patterns of change in flooding due to temperature, and precipitation driven either by RCMs or climate sensitivity tests. All simulated discharges using RCMs fall within 95% probable uncertainty bands. Two flood indices are used in analysis, showed higher risk in lower basin areas (i.e., at Gode stations) and lower risk in the middle part of the basin areas at baseline scenario (T + 0 °C, P + 0%). The Wabi Shebele River Basin is likely to experience an increase in flood hazard with an increase in precipitation in the future as temperature increased less than 2 °C. When the precipitation increased by above 20%, flood hazard was most likely escalated in sub-basins. The influence level of LULC change and climate change on streamflow analyzed using the separation method indicates that climate change is the main factor influencing the streamflow and flood values in the Wabi Shebele River Basin. However, LULC change has a significant impact in middle and upper watersheds like Wabi at Legehida, Wabi at Dodola, Maribo, and Robe. These findings could provide information on extreme weather events and early warning alarms.

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

The authors declare there is no conflict.

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