This study analyzed rainfall projections in Egypt throughout the current century in the context of climate change. Three common bias-correction methods were applied to adjust regional climate model (RCM) simulations of precipitation regarding the observed daily rainfall data of 15 locations in Egypt. The results revealed that the empirical quantile mapping was the most appropriate method to correct the projection of rainfall indices. The projected changes in rainfall showed significant increases at most locations for all future scenarios. The western part of the country will be the most affected by climate change, anticipating a significant increase in precipitation, in contrast to the regions of the Nile Valley, Delta, and the Northern Coast, which may witness a decrease in precipitation and an increase in meteorological drought. Under the worst-case scenario, the rate of increase in rainfall indices over the country is expected to decline during the last decade of the century. These findings will provide a better understanding of the future changes in precipitation that may have critical impacts on the development in Egypt.

  • The research introduces insights into rainfall projections in Egypt throughout the current century in the context of climate change.

  • The western part of the country will be the most affected by climate change, anticipating a significant increase in precipitation.

  • The regions of the Nile Valley, Delta, and the Northern Coast may witness a decrease in precipitation.

Graphical Abstract

Graphical Abstract
Graphical Abstract

During the 20th century, a large shift occurred in the mean global surface temperature (1.0 °C), accompanied by drastic changes in precipitation distributions, resulting in increased intensity and frequency of floods and droughts (Kharin et al. 2007; IPCC 2014; Rogelj et al. 2018), and affecting the availability of freshwater resources. Some of the changes in weather and climate extremes observed in the late 20th century are expected to continue (O'Neill et al. 2016; Grubler et al. 2018), due to the predicted increase in global temperature (1.3–5.1 °C by 2100) (Rogelj et al. 2018). Accordingly, there is an urgent need to study potential changes in precipitation in different regions of the world using available climate models.

Climate scenarios have been adopted to provide reasonable descriptions of how the future will evolve, covering a wide range of uncertainties about human contributions to climate change and the response of the earth system to human activities (Hulme et al. 1999). Globally, by the end of the 21st century, an increase in the intensity of precipitation extremes of about 6, 10, and >20% was projected under representative concentration pathways, namely RCP2.6, RCP4.5, and RCP8.5, respectively (Kharin et al. 2013). However, in its Fifth Assessment Report (AR5), the Intergovernmental Panel on Climate Change (IPCC) indicated that major regional deviations from the global-scale pattern in temperature and precipitation are expected (Christensen et al. 2013). Zhao et al. (2014) concluded that rainfall changes would vary across areas, with more precipitation over wet areas and less precipitation over dry areas. In the Sixth Assessment Report (AR6), IPCC (2022) stated that the impacts of climate change previously disclosed are more widespread and have greater consequences than expected.

Global climate models (GCMs) are typically used to reproduce the current climate and to predict the possible future changes of climate indices. However, their spatial resolutions are too coarse to assess the catchment and site-specific impacts of climate change (Bordoy & Burlando 2013; Laflamme et al. 2015; Potter et al. 2019). Therefore, some post-processing is necessary to improve upon these global-scale models, such as downscaling processes that address the scale difference between global models and the local scale in which impact studies are generally conducted. Two widely used techniques of downscaling are available in the literature: dynamic downscaling (DD) and statistical downscaling (SD). DD is based on dynamical formulations using the boundary conditions of GCMs to achieve higher spatial resolution of the climate model (Kanamaru & Kanamitsu 2006), which are known as regional climate models (RCMs). On the other hand, SD involves linking some large-scale variables of GCM or RCM (predictors) to other small-scale variables of the catchment or site scale (predictands) (Wilby et al. 1998). The main strengths of SD over DD are the low computational cost and the relative ease of application. Though, it is assumed that the statistical relationship between large and local processes remains constant in the future climate, which may not be true given the nonstationary nature of the evolving climate.

Generally, RCMs have been proved to provide more reliable results for regional impact studies of climate change relative to GCMs (Schmidli et al. 2006; De Cáceres et al. 2018). Hence, they have become very important tools for describing and predicting different hydrological processes such as precipitation. However, their applications in climate change studies are challenging due to inherently systematic errors. Biases occur not only with variables' values but also with their seasonal fluctuations (Teutschbein & Seibert 2012). For instance, RCMs tend to underestimate (overestimate) the frequency and intensity of heavy (light) rainfall events (Fowler et al. 2007; Berg et al. 2012). Thus, it is necessary to apply adjustment techniques (e.g., bias correction) to minimize projection errors caused by GCM/RCM outputs. The idea behind bias-correction methods (BCMs) is to correct the simulated data in accordance with the observed data during a specific historical period (Chen et al. 2013); then, applying the resulted correction to the future observations. Several methods of bias correction have been developed, such as linear scaling (LS) (Jacob et al. 2007), local intensity scaling (LOCI) (Schmidli et al. 2006), and quantile mapping (QM) (Fowler et al. 2007).

The application of bias correction may increase uncertainty in climate projection (Ahmed et al. 2018); thus, the performance of different BCMs in different regions has been evaluated in several studies. For RCM-simulated daily precipitation over Europe, the gamma distribution mapping proved to be efficient in correcting not only the mean but also the higher moments of the distribution (Piani et al. 2010). Over the Alps region (Austria), Themeßl et al. (2011) compared seven methods of bias correction in daily precipitation, and both QM and LOCI proved significant advantages over the traditional multiple linear regression. In the United Kingdom, Lafon et al. (2013) concluded that the empirical QM method is the most accurate compared to three other methods of bias correction (linear, non-linear, and gamma-based QM). In China, several studies have evaluated different BCMs. For instance, Fang et al. (2015) compared the performance of five BCMs for precipitation in downscaling RCMs and concluded that the power transformation (PT), QM, and LOCI methods were the best performing. Luo et al. (2018) compared the performance of seven BCMs and showed that both QM and daily bias-correction (DBC) methods are the best. In North America, some studies have evaluated the performance of BCMs using different RCMs (e.g., Chen et al. 2013) or GCMs (Hassanzadeh et al. 2019). Similar studies have been conducted in different regions such as Senegal (Sarr et al. 2015), Malaysia (Noor et al. 2019), and Syria (Homsi et al. 2019). Table 1 summarizes some recent studies on BCMs for rainfall.

Table 1

Summary of recent studies of BCMs for precipitation in different regions

StudyRegionHistorical periodEvaluation indicesGCM/RCMBCMsMain findings
Teutschbein & Seibert (2012)  Sweden 1961–1990 MAE, Mean, SD, CV, 90th percentile, Pr wet, and iwet HadCM3Q3, HadCM3Q16, ARPEGE, ECHAM5-r3, and HadCM3Q0 LS, LOCI, PT, Delta change, and DM All BCMs have corrected the mean value, but both DM and PT were also able to correct other statistical properties. 
Lafon et al. (2013)  England 1961–2005 Mean, SD, CV, Skewness, and Kurtosis HadRM3.0-PPE-UK Linear, non-linear, DM, and EQM The EQM method performed the best. 
Fang et al. (2015)  China 1975–2005 NSE, PBIAS, MAE, R2, mean, median, 99th percentile, SD, Pwet, and iwet Reg CM/ BCC_CSM1.1 LS, LOCI, PT, QM, and DM Both QM and PT methods performed equally best in correcting the frequency-based indices whilst the LOCI method performed the best in time series-based indices. 
Elmenoufy et al. (2017)  Egypt 1976–2005 RegCM4/ECHAM5 LS Obtained correction factors were not uniformly distributed throughout the year and their magnitudes were regionally dependent. 
Chen et al. (2019)  Hanjiang River (China) 1961–2000 5-member ensemble CanESM2 and 10-member ensemble CSIRO-MK3.6 LOCI, DT, and QM All BCMs reduced biases of all ensemble members. 
Homsi et al. (2019)  Syria 1961–2005 NRMSE, PBIAS, RSD, MD, and VE HadGEM2-AO, CSIRO-Mk3.6.0, NorESM1-M, and CESM1-CAM5 LS, QM, PT, and GQM The LS performed the best method for GCM precipitation. 
Worku et al. (2020)  Jemma sub-basin (Ethiopia) 1981–2005 SD, CV, Pwet, and percentiles CCLM and REMO/ (CNRM-CM5, EC-EARTH, HadGEM2-ES, and MPI-ESM-LR) LS, DM, and PT All BCMs were effective in adjusting mean monthly and annual rainfall. The DM performed the best in correcting the percentiles. 
Nashwan et al. (2020)  The central north of Egypt 1983–2005 PDFss MRI-CGCM3, GFDL-CM3, GFDLESM2G, MPI-ESMMR, and MRI-CGCM3 LS, PT, and EQM The LS performed the best method for correcting the precipitation. 
StudyRegionHistorical periodEvaluation indicesGCM/RCMBCMsMain findings
Teutschbein & Seibert (2012)  Sweden 1961–1990 MAE, Mean, SD, CV, 90th percentile, Pr wet, and iwet HadCM3Q3, HadCM3Q16, ARPEGE, ECHAM5-r3, and HadCM3Q0 LS, LOCI, PT, Delta change, and DM All BCMs have corrected the mean value, but both DM and PT were also able to correct other statistical properties. 
Lafon et al. (2013)  England 1961–2005 Mean, SD, CV, Skewness, and Kurtosis HadRM3.0-PPE-UK Linear, non-linear, DM, and EQM The EQM method performed the best. 
Fang et al. (2015)  China 1975–2005 NSE, PBIAS, MAE, R2, mean, median, 99th percentile, SD, Pwet, and iwet Reg CM/ BCC_CSM1.1 LS, LOCI, PT, QM, and DM Both QM and PT methods performed equally best in correcting the frequency-based indices whilst the LOCI method performed the best in time series-based indices. 
Elmenoufy et al. (2017)  Egypt 1976–2005 RegCM4/ECHAM5 LS Obtained correction factors were not uniformly distributed throughout the year and their magnitudes were regionally dependent. 
Chen et al. (2019)  Hanjiang River (China) 1961–2000 5-member ensemble CanESM2 and 10-member ensemble CSIRO-MK3.6 LOCI, DT, and QM All BCMs reduced biases of all ensemble members. 
Homsi et al. (2019)  Syria 1961–2005 NRMSE, PBIAS, RSD, MD, and VE HadGEM2-AO, CSIRO-Mk3.6.0, NorESM1-M, and CESM1-CAM5 LS, QM, PT, and GQM The LS performed the best method for GCM precipitation. 
Worku et al. (2020)  Jemma sub-basin (Ethiopia) 1981–2005 SD, CV, Pwet, and percentiles CCLM and REMO/ (CNRM-CM5, EC-EARTH, HadGEM2-ES, and MPI-ESM-LR) LS, DM, and PT All BCMs were effective in adjusting mean monthly and annual rainfall. The DM performed the best in correcting the percentiles. 
Nashwan et al. (2020)  The central north of Egypt 1983–2005 PDFss MRI-CGCM3, GFDL-CM3, GFDLESM2G, MPI-ESMMR, and MRI-CGCM3 LS, PT, and EQM The LS performed the best method for correcting the precipitation. 

NRMSE, normalize root mean square error; PBIAS, percent of bias; RSD, relative standard deviation; MD, modified index of agreement; VE, volumetric efficiency; NSE, Nash–Sutcliffe efficiency; iwet, intensity of wet days; PDFs, probability distribution function skill score; Pwet, probability of wet days; SD, standard deviation.

In Egypt, there are only a few studies available in the literature where attempts have been made to investigate rainfall projection in the context of CC, and in particular to assess the skill of different BCMs in improving rainfall information generated by climate models. For example, Elmenoufy et al. (2017) applied the LS method to the RCM (RegCM4) outputs, driven by the European Community-Hamburg Atmospheric Model (ECHAM5), to assess the rainfall projection over the country. They used the monthly gridded data of the period (1976–2005) and predicted an increase in annual rainfall of 3 and 20 mm under RCP4.5 and RCP8.5 scenarios, respectively. In contrast, using the gauged data at eight stations, Mostafa et al. (2019) expected a significant decrease in the annual precipitation from 2010 to 2100 under the following two scenarios: RCP4.5 (−0.48 to −0.9 mm/year) and RCP8.5 (−0.95 to −1.40 mm/year) over the northern part of the country. Nashwan & Shahid (2019) evaluated the performance of 31 GCMs in simulating the spatial climate pattern in Egypt and anticipated a decrease in the rainfall quantity (−62%) over the northern coast and an increase (20%) over the south of the country. In a recent study, Nashwan et al. (2020) anticipated changes in rainfall using five GCMs with 0.1° spatial resolution over the Central North region of Egypt. The results concluded that precipitation would increase in the near future (2020–2059), but it will significantly decrease in the distant future (2060–2099). Furthermore, they evaluated the performance of three BCMs (LS, PT, and Empirical Quantile Mapping (EQM)) for the period (1983–2005), revealing that the LS method was the best.

The potential alterations of precipitation indices over Egypt during the current century due to the impacts of climate change will be investigated via selected RCM outputs, in order to identify the most appropriate strategies to mitigate and adapt to these changes. First, the rainfall simulation of the RCM ‘RCA4, MPI-ESM-LR’, developed by SMHI (Swedish Meteorological and Hydrological Institute), will be evaluated with reference to the observed daily rainfall data of 15 stations for the control period (1995–2005). Second, the performance of three common BCMs (LS, LOCI, and EQM) will be evaluated to determine which is the most effective method in correcting RCM simulations. Third, the best correction method will be applied to the outputs of three scenarios (RCP2.6, RCP4.5, and RCP8.5) to accurately project the rainfall over three future periods: near (2020–2030), mid (2060–2070), and far (2090–2100).

Study area

Egypt is in the northeastern corner of Africa, with a total area of approximately 1 × 106 km2, (Figure 1) and forms the eastern part of the Sahara and part of the great desert belt (Elmenoufy et al. 2017). Since the Tropic of Cancer crosses its southern part, Egypt lies within the arid tropical and subtropical climate zone. Although Egypt's climate is mainly arid, it has recently experienced many extreme rainfall events in different regions, which lead to severe flash floods in some cases (Gado et al. 2019). Violent rains infrequently occur in the south of the country, caused by anomalies in the movement of the Intertropical Convergence Zone (EEAA 2016). A high variation in rainfall characteristics was documented (Gado 2020), with an annual rainfall ranging from 200 mm on the northern coast to almost zero in Upper Egypt (Elmenoufy et al. 2017). Generally, the rainy season extends from October to March, and the rainfall peaks occur in December, January, and February (Gado 2020).
Figure 1

Map of the selected stations and the spatial distribution of mean annual rainfall in Egypt for the period (1995–2014).

Figure 1

Map of the selected stations and the spatial distribution of mean annual rainfall in Egypt for the period (1995–2014).

Close modal

Data description

A common period of record is favored for climate change studies; thus, the reference period (1995–2014) was chosen to include as many stations as possible (15 gauged stations) distributed across the country to cover the diversity in our case study (Figure 1). Since rainfall over Egypt is concentrated in the north and rapidly decreases to Middle Egypt and then becomes very rare in Upper Egypt and western dessert (Gado & El-Agha 2020), the distribution of stations in the current study is as follows: nine stations in northern Egypt, five stations in the middle of the country, and one station in the south. The database was taken from a previous study (Gado et al. 2019), in which the daily rainfall data were examined for independence and homogeneity, to represent the historical observed climate. After building the database, four precipitation indices were established on an annual basis for each station. These indices include annual maximum precipitation (AMP), annual total precipitation (ATP), annual number of rainy days (ANRD), and simple daily intensity index (SDII). The statistical characteristics of the annual precipitation of the selected stations are recognized by high variability, as shown in Figure 1 and Table 2. The average of AMP ranges from 1 to 43 mm/day, ATP (2–174 mm/year), ANRD (1–34 day/year), and SDII (1–10 mm/day).

Table 2

Average annual rainfall indices during the period (2004–2014) for the selected stations in Egypt

Station IDStation nameLatitudeLongitudeElevation (m)AMP (mm/day)ATP (mm/year)ANRD (day/year)SDII (mm/day)
62337 Al-Arish 31.07 33.84 36.9 27 79 19 
62318 Alexandria 31.18 29.95 −1.8 32 174 34 
62414 Aswan 23.97 32.78 200 
62420 Baharia 28.33 28.90 130 
62325 Baltim 31.55 31.08 20 124 30 
62366 Cairo 30.10 31.40 75 26 32 
62459 El-Tor 28.12 33.65 35 
62463 Hurghada 27.18 33.80 14 43 50 10 
62440 Ismailia 30.59 32.25 13 17 10 
62306 Marsa Matrooh 31.33 27.22 30 31 128 31 
62387 Minya 28.08 30.73 31 12 13 
62332 Port Said El-Gamil 31.28 32.24 22 72 21 
62300 Salloum 31.53 25.18 26 15 42 13 
62417 Siwa 29.20 25.48 −12 
62357 Wadi El-Natron 30.40 30.36 37 47 
Station IDStation nameLatitudeLongitudeElevation (m)AMP (mm/day)ATP (mm/year)ANRD (day/year)SDII (mm/day)
62337 Al-Arish 31.07 33.84 36.9 27 79 19 
62318 Alexandria 31.18 29.95 −1.8 32 174 34 
62414 Aswan 23.97 32.78 200 
62420 Baharia 28.33 28.90 130 
62325 Baltim 31.55 31.08 20 124 30 
62366 Cairo 30.10 31.40 75 26 32 
62459 El-Tor 28.12 33.65 35 
62463 Hurghada 27.18 33.80 14 43 50 10 
62440 Ismailia 30.59 32.25 13 17 10 
62306 Marsa Matrooh 31.33 27.22 30 31 128 31 
62387 Minya 28.08 30.73 31 12 13 
62332 Port Said El-Gamil 31.28 32.24 22 72 21 
62300 Salloum 31.53 25.18 26 15 42 13 
62417 Siwa 29.20 25.48 −12 
62357 Wadi El-Natron 30.40 30.36 37 47 

A large number of future climate projections, which can be obtained from GCM–RCM combinations, are available for climate change studies. Their simulations are coordinated in different frameworks, such as the Coordinated Regional Climate Downscaling Experiment (CORDEX), which provide the input simulations for climate change studies under different families of future scenarios. The rainfall outputs of the RCM ‘MPI-ESM-LR/RCA4’, developed by SMHI (Swedish Meteorological and Hydrological Institute) and available through the CORDEX project (https://esg-dn1.nsc.liu.se/projects/cordex), were exploited here to project the rainfall pattern over Egypt. This RCM, which has a resolution of 50 km × 50 km (0.44° × 0.44° grid spacing), was recommended for the Middle East and North Africa (MENA) region by CORDEX and some previous studies (e.g., Shalby et al. 2020; Gado et al. 2021). All rainfall data of the considered RCPs (RCP2.6, RCP4.5, and RCP8.5) were obtained for three future periods: near (2020–2030), mid (2060–2070), and far (2090–2100).

The following steps were adopted in this study to predict the spatial and temporal changes in rainfall in Egypt:

  • Bias correction for the RCM rainfall data for the historical period (1995–2005), using the observed rainfall for 15 gauged stations as a reference dataset.

  • Evaluating the performance of three BCMs for rainfall (LS, LOCI, and EQM), and selecting the best method based on different statistical metrics.

  • Utilizing the best BCM in the projection of future rainfall for three future periods (near future: 2020–2030, mid future: 2060–2070, and far future: 2090–2100) compared to the historical period (2004–2014) under three RCPs (RCP2.6, RCP4.5, and RCP8.5).

Bias-correction methods

Bias-correction procedures employ a transformation algorithm to adjust the outputs of climate models. The underlying idea is to develop a relationship between observed and simulated climate variables for the reference period, which is the basis for correcting both the reference and future periods. Three widely used bias-correction techniques have been applied to the rainfall data extracted from the RCM for the study area: LS, LOCI, and EQM. All BCMs are performed daily and are assumed to be stationary, i.e., the parameters of the correction for the current climatic conditions are valid for the future.

Linear scaling

The LS method aims to fully match the monthly mean of the corrected values with that of the observed ones (Jacob et al. 2007). The precipitation is corrected with a monthly scaling factor, as shown in Equation (1).
(1)
where Pcor,m,d and Praw,m,d are, respectively, the corrected and raw precipitation for the d-th day of the m-th month; and μ(Pobs,m) and μ(Praw,m) represent the mean values of observed and simulated precipitations, respectively, in a given month m. Since the method is based only on a monthly scaling factor, the higher moments of the probability distribution of precipitation data may not be corrected (Arnell 2003; Choudhary & Dimri 2018).

Local intensity scaling

While the LS method only accounts for the bias of the mean, the LOCI method takes it one step forward and adjusts the mean and both wet-day frequencies and intensities of precipitation in three steps as follows (Turco et al. 2017):

  • A specific threshold level for the RCM raw data (Pth,raw) is calibrated so that the number of days exceeding this level matches the number of wet days of the observed data (Schmidli et al. 2006). Then, the number of precipitation events is corrected for both control and future periods so that all days with precipitation below Pth,sim are redefined to dry days with 0 mm precipitation (Equation (2)).
    (2)
  • A scaling factor is estimated based on the average long-term monthly wet-day intensity (Fang et al. 2015). Taking into count only wet days, the intensity scaling factor (S) is calculated by Equation (3):
    (3)
  • The corrected precipitation is calculated by multiplying the scaling factor with the raw data, as shown in Equation (4) (Turco et al. 2017).
    (4)

By definition, adjusted precipitation has the same mean, wet-day frequency, and intensity as the observed time series. This method is efficient in improving the raw data containing many days with light rain, known as the drizzle error (Fang et al. 2015; Choudhary & Dimri 2018), as in dry areas such as our case study.

Empirical quantile mapping

The EQM method has been successfully implemented in correcting RCM-simulated precipitation (e.g., Sun et al. 2011; Chen et al. 2013; Wilcke et al. 2013; Fang et al. 2015). EQM is a non-parametric BCM; hence, it is applied without any assumptions about the precipitation distribution. This technique, which originated from the empirical transformation (Themeßl et al. 2011), aims to match the empirical cumulative density function (ecdf) of the simulated data with that of the observed data. Thus, EQM can efficiently adjust the bias in mean, standard deviation (STD), and quantiles. The corrected precipitation data are estimated using ecdf and the inverse empirical cumulative density function (ecdf−1) for the raw and observed data, respectively (Equation (5)).
(5)

This study projects rainfall in Egypt in the context of climate change for three future periods: (2020–2030), (2060–2070), and (2090–2100), under three different scenarios (RCP2.6, RCP4.5, and RCP8.5). The RCM ‘RCA4, MPI-ESM-LR’, developed by SMHI was evaluated in this study against the observed rainfall data from 15 stations in Egypt (Figure 1). Three BCMs (LS, LOCI, and EQM) were evaluated in correcting biases in the RCM simulation. The performance of each BCM is evaluated based on its ability to detect the observed precipitation pattern. The bias-corrected precipitation values are compared with observations for the period (1995–2005) using frequency-based metrics. The frequency-based indices include the mean, the STD, the 99th percentile, and the probability of wet days (the number of rainy days divided by all days).

RCM simulation

The characteristics of observed and simulated rainfall were compared before bias correction to assess the performance of the selected RCM at all stations (Table 3). The RCM simulation data underestimated the average daily rainfall at 10 stations and overestimated it at five stations. The differences between simulation and observation data are substantial at some stations (Al-Arish, Alexandria, Baltim, Hurghada, and Minya). The values of STD and the 99th percentile of the RCM-simulated data are much lower than those of the observation data at most stations, and the difference between them is significant. In contrast, the probabilities of wet days of the RCM simulation are close to those of the observation data of all stations (Table 3). These biases in the mean, the STD, and the 99th percentile may have negative effects on the results of hydrological models based on such simulation data.

Table 3

Frequency-based statistics of daily observation (Obs), RCM simulation (Raw), and the three bias-corrected precipitation (LS, LOCI, and EQM) of all stations for the period (1995–2005)

Mean (mm/day)
STD (mm/day)
99th percentile (mm/day)
Probability of wet days (%)
Station NameObsRawLSLOCIEQMObsRawLSLOCIEQMObsRawLSLOCIEQMObsRawLSLOCIEQM
Al-Arish 4.23 1.45 2.50 4.41 4.43 9.31 1.97 4.80 6.41 7.95 16.96 9.24 25.70 27.24 19.23 0.08 0.14 0.14 0.10 0.14 
Alexandria 5.07 2.15 6.13 5.59 5.06 7.56 3.04 11.81 6.06 7.42 33.87 16.24 56.85 28.55 33.28 0.16 0.13 0.13 0.07 0.13 
Aswan 1.84 2.15 0.40 2.13 1.57 1.97 3.04 0.26 3.19 0.98 6.59 16.24 0.98 18.35 4.94 0.00 0.13 0.11 0.05 0.02 
Baharia 2.25 1.40 7.87 1.11 4.43 4.89 0.78 9.48 0.70 5.42 28.31 2.32 23.69 2.13 24.85 0.04 0.00 0.00 0.00 0.15 
Baltim 4.50 2.50 3.89 4.51 4.43 5.73 3.42 7.31 5.54 5.42 26.39 14.80 35.35 22.73 24.85 0.14 0.15 0.15 0.10 0.15 
Cairo 2.53 1.19 1.52 3.81 2.78 3.61 1.80 2.91 4.81 8.80 16.47 7.40 16.28 18.87 30.15 0.04 0.09 0.09 0.03 0.09 
El-Tor 1.37 1.07 1.37 2.45 5.71 2.97 1.64 2.77 5.45 13.18 12.58 6.58 10.21 21.17 58.67 0.01 0.01 0.01 0.00 0.01 
Hurghada 13.07 3.51 1.42 100.9 16.42 20.92 7.56 2.53 79.77 29.36 57.54 46.76 13.60 184.4 115.6 0.00 0.08 0.06 0.00 0.08 
Ismailia 1.47 2.02 2.68 1.55 1.16 1.99 2.48 4.00 1.79 1.62 8.50 11.72 21.40 9.48 6.42 0.09 0.04 0.04 0.04 0.04 
Marsa Matrooh 2.26 3.57 3.80 2.42 2.10 3.34 4.79 7.35 2.94 3.17 13.74 17.48 28.66 11.54 13.41 0.17 0.14 0.01 0.12 0.14 
Minya 1.22 6.85 3.80 1.21 1.21 1.11 13.36 7.35 1.12 1.24 5.46 48.64 28.66 3.29 4.94 0.03 0.01 0.01 0.01 0.01 
Port Said El-Gamil 2.97 1.99 2.87 3.52 3.08 4.66 3.07 5.45 5.01 4.91 19.90 16.38 27.79 21.48 22.54 0.11 0.11 0.11 0.07 0.11 
Salloum 2.95 1.98 1.16 3.68 1.16 4.58 3.43 2.16 3.79 2.16 24.25 16.43 12.07 16.89 12.07 0.05 0.16 0.16 0.05 0.16 
Siwa 1.51 2.19 8.88 4.14 1.08 1.83 4.13 14.66 7.96 1.09 8.59 15.81 52.15 28.83 4.40 0.04 0.01 0.01 0.01 0.01 
Wadi El-Natron 2.00 1.19 0.82 4.00 2.15 2.06 1.80 1.43 4.88 2.59 8.36 7.40 6.08 19.27 12.38 0.04 0.09 0.11 0.03 0.10 
Mean (mm/day)
STD (mm/day)
99th percentile (mm/day)
Probability of wet days (%)
Station NameObsRawLSLOCIEQMObsRawLSLOCIEQMObsRawLSLOCIEQMObsRawLSLOCIEQM
Al-Arish 4.23 1.45 2.50 4.41 4.43 9.31 1.97 4.80 6.41 7.95 16.96 9.24 25.70 27.24 19.23 0.08 0.14 0.14 0.10 0.14 
Alexandria 5.07 2.15 6.13 5.59 5.06 7.56 3.04 11.81 6.06 7.42 33.87 16.24 56.85 28.55 33.28 0.16 0.13 0.13 0.07 0.13 
Aswan 1.84 2.15 0.40 2.13 1.57 1.97 3.04 0.26 3.19 0.98 6.59 16.24 0.98 18.35 4.94 0.00 0.13 0.11 0.05 0.02 
Baharia 2.25 1.40 7.87 1.11 4.43 4.89 0.78 9.48 0.70 5.42 28.31 2.32 23.69 2.13 24.85 0.04 0.00 0.00 0.00 0.15 
Baltim 4.50 2.50 3.89 4.51 4.43 5.73 3.42 7.31 5.54 5.42 26.39 14.80 35.35 22.73 24.85 0.14 0.15 0.15 0.10 0.15 
Cairo 2.53 1.19 1.52 3.81 2.78 3.61 1.80 2.91 4.81 8.80 16.47 7.40 16.28 18.87 30.15 0.04 0.09 0.09 0.03 0.09 
El-Tor 1.37 1.07 1.37 2.45 5.71 2.97 1.64 2.77 5.45 13.18 12.58 6.58 10.21 21.17 58.67 0.01 0.01 0.01 0.00 0.01 
Hurghada 13.07 3.51 1.42 100.9 16.42 20.92 7.56 2.53 79.77 29.36 57.54 46.76 13.60 184.4 115.6 0.00 0.08 0.06 0.00 0.08 
Ismailia 1.47 2.02 2.68 1.55 1.16 1.99 2.48 4.00 1.79 1.62 8.50 11.72 21.40 9.48 6.42 0.09 0.04 0.04 0.04 0.04 
Marsa Matrooh 2.26 3.57 3.80 2.42 2.10 3.34 4.79 7.35 2.94 3.17 13.74 17.48 28.66 11.54 13.41 0.17 0.14 0.01 0.12 0.14 
Minya 1.22 6.85 3.80 1.21 1.21 1.11 13.36 7.35 1.12 1.24 5.46 48.64 28.66 3.29 4.94 0.03 0.01 0.01 0.01 0.01 
Port Said El-Gamil 2.97 1.99 2.87 3.52 3.08 4.66 3.07 5.45 5.01 4.91 19.90 16.38 27.79 21.48 22.54 0.11 0.11 0.11 0.07 0.11 
Salloum 2.95 1.98 1.16 3.68 1.16 4.58 3.43 2.16 3.79 2.16 24.25 16.43 12.07 16.89 12.07 0.05 0.16 0.16 0.05 0.16 
Siwa 1.51 2.19 8.88 4.14 1.08 1.83 4.13 14.66 7.96 1.09 8.59 15.81 52.15 28.83 4.40 0.04 0.01 0.01 0.01 0.01 
Wadi El-Natron 2.00 1.19 0.82 4.00 2.15 2.06 1.80 1.43 4.88 2.59 8.36 7.40 6.08 19.27 12.38 0.04 0.09 0.11 0.03 0.10 

Evaluation of BCMs

The evaluation was performed by comparing the raw/bias-corrected output of the historical simulation of the RCM versus the reference observation datasets at each station. All of the studied BCMs have improved the RCM-simulated data, but there are substantial differences in their abilities to reproduce precipitation data with characteristics comparable to those of the observed data. The performance of these methods depends on the evaluation indices and the characteristics of the precipitation data (i.e., the station). For the frequency-based statistics, the EQM method achieved the best performance of all indices at most stations, the LOCI method came in second, and the LS method was the last in most cases, as shown in Table 3.

Figure 2 presents scatter plots of the raw and bias-corrected daily rainfall against observations of the four rainfall indices. The figure indicates that both raw and corrected rainfall overestimate low precipitation and underestimate extreme rainfalls. Although the bias-corrected values are generally more aligned with the observations than the raw RCM outputs, the residual biases are still large and highly non-linear. The best improvement is seen in EQM, as its regression line is closer to the identity line than the others for most indices.
Figure 2

Scatter plots of the observed data against Raw and bias-corrected RCM estimates for the three methods, in the cases of AMP, ATP, ANRD, and SDII. The black line represents the identity line, while colored lines represent the regression lines of the Raw and the bias-corrected RCM estimates. Please refer to the online version of this paper to see this figure in colour: http://dx.doi.org/10.2166/wcc.2022.003.

Figure 2

Scatter plots of the observed data against Raw and bias-corrected RCM estimates for the three methods, in the cases of AMP, ATP, ANRD, and SDII. The black line represents the identity line, while colored lines represent the regression lines of the Raw and the bias-corrected RCM estimates. Please refer to the online version of this paper to see this figure in colour: http://dx.doi.org/10.2166/wcc.2022.003.

Close modal
The results obtained were further validated using the cumulative distribution function (CDF) plots, because the evaluation of extremes is very important for the RCMs' outputs to accurately represent the extreme precipitation events that have a significant impact on the community (Choudhary & Dimri 2018). Figure 3 shows the CDFs of the Obs, Raw, and the corrected precipitation for the three methods at Alexandria station as an example. RCM simulations highly underestimate rainfall with all probabilities. After applying the three BCMs to the raw precipitation data, all methods are effective, albeit of varying extent, for correcting biases in the raw data, which are strongly biased. The LS method underestimates precipitation with probabilities less than 0.7 and overestimates those greater than 0.8, indicating that LS has a limited ability to reproduce drizzle days. The LOCI method, which works better than LS, overestimates precipitation with probabilities below 0.9 and closely matches those over 0.9. Thus, both methods (LS and LOCI) are not able to improve the raw data to the same degree as EQM, which produces a CDF that roughly matches the observed data with all probabilities. This indicates the superior performance of EQM to minimize the bias of the rainfall simulation data in Egypt.
Figure 3

CDF of the daily observed (Obs), Raw, and the bias-corrected data for the three methods at Alexandria.

Figure 3

CDF of the daily observed (Obs), Raw, and the bias-corrected data for the three methods at Alexandria.

Close modal

Temporal and spatial changes in annual rainfall projection

Based on the results, the EQM method was ranked first according to most of the evaluation indices used. Thus, the EQM method was chosen to adjust the future RCM simulation over three future periods I (2020–2030), II (2060–2070), and III (2090–2100) under three different scenarios (RCP2.6, RCP4.5, and RCP8.5). The temporal and spatial changes in the projected rainfall were analyzed by comparing the adjusted RCM projected data with the observed rainfall for the period (2004–2014), as shown in Figures 4,567891011 and Table 4. The spatial distribution of predicted changes in precipitation can be useful for a better understanding of future rainfall variations in Egypt. As mentioned earlier, four annual rainfall indices (AMP, ATP, ANRD, and SDII) were investigated at 15 stations.
Table 4

The projected average annual rainfall indices for the three future periods under the three RCPs for all stations

AMP (mm/day)
ATP (mm/year)
ANRD (day/year)
SDII (mm/day)
StationRCP2.6RCP4.5RCP8.5RCP2.6RCP4.5RCP8.5RCP2.6RCP4.5RCP8.5RCP2.6RCP4.5RCP8.5
 (2020–2030) 
Al-Arish 31 31 33 150 159 169 37 38 40 
Alexandria 35 29 35 159 130 151 30 25 29 
Aswan 15 14 12 
Baharia 13 24 16 17 10 
Baltim 25 21 22 158 135 143 36 32 32 
Cairo 18 25 24 58 54 60 23 18 20 
El-Tor 13 10 18 15 16 
Hurghada 96 72 75 331 287 262 21 18 16 17 14 14 
Ismailia 28 24 28 22 19 21 
Marsa Matrooh 13 13 13 82 71 88 39 34 42 
Minya 
Port Said El-Gamil 27 25 28 96 87 100 31 28 32 
Salloum Plateau 24 32 28 130 125 144 38 35 42 
Siwa 21 13 13 48 11 
Wadi El-Natron 13 43 33 46 23 17 22 
 (2060–2070) 
Al-Arish 38 26 37 153 119 133 36 30 31 
Alexandria 36 26 33 155 132 132 30 25 25 
Aswan 12 10 15 
Baharia 10 20 13 16 10 
Baltim 21 22 24 147 130 136 34 29 31 
Cairo 17 23 14 53 52 41 21 18 17 
El-Tor 17 12 10 25 17 14 
Hurghada 82 68 81 250 198 242 15 13 15 17 15 15 
Ismailia 26 22 25 21 18 19 
Marsa Matrooh 13 13 12 95 70 78 45 33 37 
Minya 
Port Said El-Gamil 26 24 20 91 78 80 29 25 28 
Salloum Plateau 38 38 31 140 119 122 39 33 34 
Siwa 13 10 14 10 10 
Wadi El-Natron 14 11 48 41 45 23 19 22 
 (2090–2100) 
Al-Arish 32 38 24 150 149 88 37 35 22 
Alexandria 33 34 29 157 137 96 30 26 18 
Aswan 16 10 
Baharia 10 17 13 
Baltim 21 22 21 160 143 92 36 32 21 
Cairo 26 13 19 84 44 37 29 18 12 
El-Tor 11 15 12 15 17 12 11 
Hurghada 86 54 52 305 156 136 19 10 16 14 17 
Ismailia 29 23 15 23 18 12 
Marsa Matrooh 13 13 12 82 75 52 39 36 25 
Minya 
Port Said El-Gamil 24 18 13 93 75 47 30 27 17 
Salloum Plateau 31 33 131 123 27 39 34 25 
Siwa 35 26 
Wadi El-Natron 12 10 10 50 38 29 23 19 13 
AMP (mm/day)
ATP (mm/year)
ANRD (day/year)
SDII (mm/day)
StationRCP2.6RCP4.5RCP8.5RCP2.6RCP4.5RCP8.5RCP2.6RCP4.5RCP8.5RCP2.6RCP4.5RCP8.5
 (2020–2030) 
Al-Arish 31 31 33 150 159 169 37 38 40 
Alexandria 35 29 35 159 130 151 30 25 29 
Aswan 15 14 12 
Baharia 13 24 16 17 10 
Baltim 25 21 22 158 135 143 36 32 32 
Cairo 18 25 24 58 54 60 23 18 20 
El-Tor 13 10 18 15 16 
Hurghada 96 72 75 331 287 262 21 18 16 17 14 14 
Ismailia 28 24 28 22 19 21 
Marsa Matrooh 13 13 13 82 71 88 39 34 42 
Minya 
Port Said El-Gamil 27 25 28 96 87 100 31 28 32 
Salloum Plateau 24 32 28 130 125 144 38 35 42 
Siwa 21 13 13 48 11 
Wadi El-Natron 13 43 33 46 23 17 22 
 (2060–2070) 
Al-Arish 38 26 37 153 119 133 36 30 31 
Alexandria 36 26 33 155 132 132 30 25 25 
Aswan 12 10 15 
Baharia 10 20 13 16 10 
Baltim 21 22 24 147 130 136 34 29 31 
Cairo 17 23 14 53 52 41 21 18 17 
El-Tor 17 12 10 25 17 14 
Hurghada 82 68 81 250 198 242 15 13 15 17 15 15 
Ismailia 26 22 25 21 18 19 
Marsa Matrooh 13 13 12 95 70 78 45 33 37 
Minya 
Port Said El-Gamil 26 24 20 91 78 80 29 25 28 
Salloum Plateau 38 38 31 140 119 122 39 33 34 
Siwa 13 10 14 10 10 
Wadi El-Natron 14 11 48 41 45 23 19 22 
 (2090–2100) 
Al-Arish 32 38 24 150 149 88 37 35 22 
Alexandria 33 34 29 157 137 96 30 26 18 
Aswan 16 10 
Baharia 10 17 13 
Baltim 21 22 21 160 143 92 36 32 21 
Cairo 26 13 19 84 44 37 29 18 12 
El-Tor 11 15 12 15 17 12 11 
Hurghada 86 54 52 305 156 136 19 10 16 14 17 
Ismailia 29 23 15 23 18 12 
Marsa Matrooh 13 13 12 82 75 52 39 36 25 
Minya 
Port Said El-Gamil 24 18 13 93 75 47 30 27 17 
Salloum Plateau 31 33 131 123 27 39 34 25 
Siwa 35 26 
Wadi El-Natron 12 10 10 50 38 29 23 19 13 
Figure 4

Relative changes in AMP for the selected stations during three future periods (2020–2030, 2060–2070, and 2090–2100) under three scenarios (RCP2.6, RCP4.5, and RCP8.5).

Figure 4

Relative changes in AMP for the selected stations during three future periods (2020–2030, 2060–2070, and 2090–2100) under three scenarios (RCP2.6, RCP4.5, and RCP8.5).

Close modal
Figure 5

Spatial distribution changes of AMP during three future periods (2020–2030, 2060–2070, and 2090–2100) for three scenarios (RCP2.6, RCP4.5, and RCP8.5).

Figure 5

Spatial distribution changes of AMP during three future periods (2020–2030, 2060–2070, and 2090–2100) for three scenarios (RCP2.6, RCP4.5, and RCP8.5).

Close modal
Figure 6

Relative changes in ATP for the selected stations during three future periods (2020–2030, 2060–2070, and 2090–2100) under three scenarios (RCP2.6, RCP4.5, and RCP8.5).

Figure 6

Relative changes in ATP for the selected stations during three future periods (2020–2030, 2060–2070, and 2090–2100) under three scenarios (RCP2.6, RCP4.5, and RCP8.5).

Close modal
Figure 7

Spatial distribution changes of ATP during three future periods (2020–2030, 2060–2070, and 2090–2100) for three scenarios (RCP2.6, RCP4.5, and RCP8.5).

Figure 7

Spatial distribution changes of ATP during three future periods (2020–2030, 2060–2070, and 2090–2100) for three scenarios (RCP2.6, RCP4.5, and RCP8.5).

Close modal
Figure 8

Relative changes in ANRD for the selected stations during three future periods (2020–2030, 2060–2070, and 2090–2100) under three scenarios (RCP2.6, RCP4.5, and RCP8.5).

Figure 8

Relative changes in ANRD for the selected stations during three future periods (2020–2030, 2060–2070, and 2090–2100) under three scenarios (RCP2.6, RCP4.5, and RCP8.5).

Close modal
Figure 9

Spatial distribution changes of ANRD during three future periods (2020–2030, 2060–2070, and 2090–2100) for three scenarios (RCP2.6, RCP4.5, and RCP8.5).

Figure 9

Spatial distribution changes of ANRD during three future periods (2020–2030, 2060–2070, and 2090–2100) for three scenarios (RCP2.6, RCP4.5, and RCP8.5).

Close modal
Figure 10

Relative changes in SDII for selected stations during three future periods (2020–2030, 2060–2070, and 2090–2100) under three scenarios (RCP2.6, RCP4.5, and RCP8.5).

Figure 10

Relative changes in SDII for selected stations during three future periods (2020–2030, 2060–2070, and 2090–2100) under three scenarios (RCP2.6, RCP4.5, and RCP8.5).

Close modal
Figure 11

Spatial distribution changes of SDII during three future periods (2020–2030, 2060–2070, and 2090–2100) for three scenarios (RCP2.6, RCP4.5, and RCP8.5).

Figure 11

Spatial distribution changes of SDII during three future periods (2020–2030, 2060–2070, and 2090–2100) for three scenarios (RCP2.6, RCP4.5, and RCP8.5).

Close modal

Annual maximum precipitation

The AMP in Egypt is characterized by high variability (Table 2), with an average ranging from 1 mm/day in the south to 43 mm/day in the north. The AMP over Egypt was projected under the three RCPs for the three periods mentioned, as shown in Figures 4 and 5. The projected rainfall varies greatly depending on both the scenario applied and the future period. Overall, most stations are expected to experience significant increases in AMP compared to the observation period. Four stations (Marsa Matrooh, Wadi El-Natroon, Aswan, and Minya) could experience a decrease in AMP over the three future periods under the three scenarios. Four other stations (Alexandria, Al-Arish, Cairo, and Port Said El-Gamil) may suffer from a decrease in AMP during one or two future periods under some scenarios. For RCP2.6, the maximum increase in AMP is expected in Baharia to be around 745% during the first future period. On the other hand, the maximum decrease for this scenario could be about −70% during the first future period in Wadi El-Natroon and the second period in Minya. For RCP4.5, it is expected that the maximum increase will occur in Baharia (497%) during the first future period. The maximum decrease is projected to occur in Minya at −82%, during the last future period. For the worst-case scenario (RCP8.5), Siwa is expected to experience the maximum increase in AMP during the first future period by 604%. In contrast, Minya could experience the most decrease (−85%) during the last future period. For this scenario (RCP8.5), nationwide, the rate of increase in AMP is expected to decline by the end of the century (Figure 5). The western part of the country is the most affected by climate change, anticipating a significant increase for the three scenarios during the three periods, contrary to the regions of the Nile Valley, Delta, and the North Coast, which may witness a slight decrease in AMP (Figure 5).

Annual total precipitation

The ATP in Egypt ranges from 2 mm/year in the south to 174 mm/year in the north (Figure 1 and Table 2). For each station, the ATP was analyzed to identify the changes with the observation period, and the results are presented in Figures 7 and 8. Like AMP, most stations are expected to experience significant increases in ATP. Four stations (Alexandria and Marsa Matrooh, Wadi El-Natroon, and Minya) could experience a decrease in ATP over all future periods in all scenarios. Additionally, five other stations (Baltim, Cairo, Ismailia, Port Said El-Gamil, and Salloum) could experience a decrease in ATP over one or two future periods under some scenarios. For RCP2.6, the maximum increase in ATP is expected in Baharia of about 610% during the first future period. On the other hand, the maximum decrease for this scenario may reach around −44% in Minya during the last future period. For RCP4.5, the maximum increase in ATP is expected to occur in Hurghada (419%) during the first future period. The maximum decrease is projected to occur in Minya by −61%, during the last future period. For the worst-case scenario (RCP8.5), Siwa is expected to experience the maximum increase in ATP of 860% during the first future period. On the other hand, Minya could experience the most decrease (−75%) throughout the third future period. For this scenario (RCP8.5), nationwide, the rate of increase in ATP is expected to decline by the end of the century (Figure 8). The western part of the country is the most affected by climate change, anticipating a large increase in ATP for all cases (Figure 7).

Annual number of rainy days

The ANRD in Egypt ranges from 1 day/year in the south to 34 day/year in the north (Table 2). The relative changes of the ANRD are presented in Figures 8 and 9. In general, most stations are expected to experience significant increases in ANRD. For RCP2.6, only one station (Port Said El-Gamil in the north) could witness a slight decrease of −5% in the far future. The maximum increase for this scenario is anticipated in Siwa (983%) in the far future. For RCP4.5, a decrease in ANRD is expected at only two stations (Baltim and El-Tor) during one or two future periods, with a maximum of −29% in El-Tor during the third period. On the other hand, it is expected that the maximum increase will occur in Hurghada by 565, 377, and 278%, during the three future periods, in ascending order. For RCP8.5, a decrease in ANRD is expected in five stations (Alexandria, Baltim, El-Tor, Marsa Matrooh, and Port Said El-Gamil), during the furthest period only, with a maximum of −50% in El-Tor. The Hurghada station is the most altered under this scenario, expecting an increase of 507, 480, and 234%, over the three future periods, in ascending order. Under this scenario, nationwide, the rate of increase in ANRD is anticipated to decline through the end of the century (Figure 9).

Simple daily intensity index

The SDII in Egypt ranges from 1 mm/day in the south to 10 mm/day in the north (Table 2). The SDII was projected under the three RCPs for the three periods mentioned, as shown in Figures 10 and 11. Overall, most stations are expected to experience a decrease in SDII relative to the observation period. For RCP2.6, three stations (Baharia, Cairo, and El-Tor) will witness increases in SDII during all periods, with a maximum of 268% in El-Tor during the middle period. On the other hand, the maximum decrease for this scenario is −77%, which is expected in Minya during the middle period. For RCP4.5, an increase in SDII is projected at five stations (Baharia, Cairo, El-Tor, Baltim, and Salloum) during the three future periods, with a maximum of 560% in El-Tor for the far future. The maximum decrease for this scenario is expected in Minya (−81%) for the far future. Regarding RCP8.5, five stations (Al-Arish, Baharia, Baltim, Cairo, and El-Tor) are expected to experience increases in SDII over the three future periods, with a maximum of 230% in El-Tor for the furthest period. In contrast, the maximum decrease for this scenario is expected to be in Minya (−81%) during the last period. El-Tor and Minya respectively recorded the most increases and decreases in SDII for all cases.

The climate in Egypt is expected to be highly volatile in the future due to global warming, which may severely affect water resources and increase residents' vulnerability to natural disasters. Therefore, it is important to study the future changes in the country's precipitation in the context of climate change. This study predicted the future rainfall in Egypt using the high-resolution RCM (RCA4, MPI-ESM-LR), which is believed to be a reliable mechanism for the study area; however, the simulations are not free from bias. The results revealed that raw RCM simulation data overestimated low rainfall amounts and underestimated extreme rainfalls. This matches the results of previous studies regarding the so-called drizzle effect of climate models (e.g., Fowler et al. 2007; Sun et al. 2011); hence, the hydrological models based on this raw data can lead to inaccurate results.

The applicability of BCMs has not been sufficiently investigated in semi-arid regions such as Egypt; therefore, it is imperative to find an appropriate BCM to assess the impact of climate change on water resources. In this study, three BCMs (LS, LOCI, and EQM) have been applied to adjust the RCM outputs as a requirement for analyzing the impact of climate change on the rainfall pattern in Egypt. Although the bias-corrected methods improved the raw RCM outputs, the residual biases are still large and highly non-linear. EQM performed better than both LOCI and LS for most of the evaluation indices, as it can produce statistical characteristics roughly comparable to those of the observed data in such a semi-arid region. These results are consistent with those of previous studies (e.g., Choudhary & Dimri 2018; Luo et al. 2018), but differ from a recent study by Nashwan et al. (2020), who found that the performance of LS is better than EQM for North Central Egypt. This discord may be due to different precipitation regimes in different regions.

The projected rainfall was corrected by the EQM method for three future periods: I (2020–2030), II (2060–2070), and III (2090–2100) under three different scenarios (RCP2.6, RCP4.5, and RCP8.5). Temporal and spatial changes in the projected rainfall were analyzed for four annual precipitation indices (AMP, ATP, ANRD, and SDII). Most stations are expected to see significant increases in AMP, ATP, and ANRD in most cases. For example, Hurghada will witness a remarkable increase in ATP in the range of (374–500%), (259–353%), and (147–453%) for the three future periods in ascending order, depending on the scenario applied (Table 4 and Figure 6). Furthermore, Hurghada, which already has a low ANRD (4 days, Table 2), will witness a significant increase in ANRD, depending on the scenario applied, in the range of (9–19 days), (13–15 days), and (16–21 days) for the three future periods in ascending order. Other stations will witness the same, including Aswan (5–9 days), Salloum (25–42 days), Siwa (5–26 days), and Wadi El-Natroon (13–23 days), depending on the applicable scenario and the future period (Table 4). In contrast, some stations will witness a significant decrease in the ATP and become highly vulnerable to climate change. For instance, Minya already has a very low ATP (13 mm, Table 2), which will become even smaller (I: 6–8 mm, II: 5–9 mm, and III: 3–7 mm, depending on the applicable scenario), as shown in Table 4. Marsa Matrooh is also vulnerable to climate change, as it will suffer from a significant decrease in ATP (I: 71–88 mm, II: 70–95 mm, and III: 52–82 mm), with its current average ATP being 128 mm. For SDII, El-Tor recorded the largest increase for all future periods in all scenarios (I: 83–182%, II: 107–268%, and III: 150–560%). This significant increase of SDII in El-Tor, which is located in southern Sinai, explains the frequent intense rainfall events that occurred recently in the area, as reported in some recent studies (e.g., El Afandi & Morsy 2020; Omran 2020).

The main results of the different precipitation indices for the three scenarios are as follows:

  • For RCP2.6, the maximum increase in AMP and ATP will occur in Baharia of about 745 and 610%, respectively, during the first future period. On the other hand, the maximum decrease could be about −70% (−44%) for AMP (ATP) in Minya during the second (far) future period. The maximum increase in ANRD is expected in Siwa (983%) in the far future, while ANRD could decrease slightly about −5% in only one station (Port Said El-Gamil in the north) in the distant future. For SDII, the maximum increase (decrease) will occur in El-Tor (Minya) of about 268% (−77%) during the middle period.

  • For RCP4.5, the maximum increase in AMP (ATP) will occur in Baharia (Hurghada) of about 497% (419%) during the first future period, and the maximum decrease will occur in Minya by −82% (−61%), during the far period. It is expected that the maximum increase in ANRD will occur in Hurghada (565%) in the first future period, while ANRD could decrease in two stations (Baltim and El-Tor) with a maximum of −29% in El-Tor during the last period. For SDII, the maximum increase (decrease) will happen in El-Tor (Minya) of about 560% (−81%) for the far period.

  • For the worst-case scenario (RCP8.5), the maximum increase in AMP and ATP will occur in Siwa by 604 and 860%, respectively, during the first future period; and the maximum decrease will occur in Minya by −85% for AMP and −75% for ATP during the far period. It is expected that the maximum increase in ANRD will occur in Hurghada (507%) in the first future period, while ANRD could decrease in five stations with a maximum of −50% in El-Tor during the last period. Nationwide, the rate of increase in AMP, ATP, and ANRD is projected to decline through the end of the century. For SDII, the maximum increase (decrease) will happen in El-Tor (Minya) of about 230% (−81%) for the far period.

Only few studies have been conducted to assess the rainfall projection in Egypt in the context of climate change (e.g., Elmenoufy et al. 2017; Mostafa et al. 2019; Nashwan et al. 2020). In these studies, some defects related to projection uncertainty can be identified, such as the use of coarse gridded GCMs (Nashwan & Shahid 2019; Nashwan et al. 2020), limited gauged stations (Mostafa et al. 2019), or the application of the simple LS BCM (Elmenoufy et al. 2017). Furthermore, these studies relied on gridded observation data to obtain the correction factor applied to the rainfall patterns projected under two scenarios (RCP4.5 and RCP8.5). In this study, however, three BCMs were evaluated in order to find the best method to correct the rainfall indices in Egypt. Then, the best method (EQM) was employed to project precipitation under three RCPs. Additionally, gauged data were used to estimate the adjustment coefficients applied to the most appropriate RCM for the study area. Thus, a thorough comparison between the spatial pattern in the prediction resulting from this study and the previous studies is not feasible. Yet, the current results, regarding annual precipitation, are in agreement with those obtained from Elmenoufy et al. (2017), who predicted an increase in rainfall under RCP4.5 and RCP8.5 scenarios. Moreover, the precipitation pattern obtained spatially corresponds to that produced by Nashwan & Shahid (2019), revealing an increase in annual rainfall over Egypt, except for the northern coast which may experience a significant decrease (−62%). In the MENA region, some recent studies have concluded that precipitation is likely to decrease with disastrous consequences for ecosystems (e.g., Lelieveld et al. 2016; Bucchignani et al. 2018). For instance, Terink et al. (2013) concluded that the annual precipitation will decrease in most countries in MENA, with a maximum decrease of 20% in southern Egypt for the period (2020–2030).

This study assessed the spatial and temporal changes in future rainfall in Egypt in the context of climate change for three future periods: I (2020–2030), II (2060–2070), and III (2090–2100) under three different scenarios (RCP2.6, RCP4.5, and RCP8.5). The RCM ‘RCA4, MPI-ESM-LR’, developed by SMHI, was evaluated against observed rainfall data from 15 sites in Egypt. Three commonly used BCMs (LS, LOCI, and EQM) were evaluated to determine the most efficient method to use in correcting the daily precipitation simulated by the RCM.

The statistical characteristics of the raw RCM data are significantly different from those of the observed data. The results demonstrated improvements to some extent in the corrected estimates through the three methods, but at different levels. Overall, EQM shows the best results in terms of a general representation of the observed rainfall over Egypt, followed by LOCI and LS. Thus, the EQM method was selected to adjust future RCM simulations over the three future periods under the three scenarios. The temporal and spatial changes in the projected rainfall were analyzed in terms of four annual indices (AMP, ATP, ANRD, and SDII) in order to better understand future rainfall variations in Egypt. The alteration in rainfall indices varies greatly according to the scenario applied and the future period. Overall, AMP, ATP, and ANRD are expected to experience significant increases during the three future periods under the three considered RCPs at most sites, compared to the observation period. Countrywide, the rate of increase in these indices is expected to decline during the end of the century under the worst-case scenario (RCP8.5). In contrast, SDII was expected to recede significantly in most cases, as the expected increase in annual rainfall quantity would be accompanied by an extension of the rainfall period throughout the year (i.e., the number of rainy days).

The changes will not be distributed uniformly throughout the century, and their magnitudes will be regionally dependent. The western part of the country is the most affected by climate change, anticipating a significant increase in precipitation indices for all scenarios during all future periods; in contrast to the regions of the Nile Valley, Delta, and the North Coast, which may witness a decrease in precipitation. These results are consistent with those obtained from a recent paper (Gado et al. 2021) that analyzed future changes in temperature in Egypt during the late of this century and found that the Western Desert and Upper Egypt are the regions most affected by climate change, while the northern region of Egypt is the least affected. The potential increase in precipitation in the western part of the country can be vital to recharge the western aquifer that can be used for new agriculture projects. Moreover, this provides an opportunity to expand rainwater harvesting projects and increase rainfed agricultural lands. In contrast, the possible reduction on the Nile delta and the valley would increase the aridity in the region, which shall increase irrigation demand and limit groundwater recharge to the Nile aquifer. The spatial distribution also showed a decrease in rainfall in northern Egypt, which is currently dominated by most of the rainfall; and hence, this may lead to increased dependence on groundwater for irrigation in this area and increased seawater intrusion. Thus, the findings of the study can be helpful for adaptation and mitigation planning of the adverse impacts of climate change in the country.

The method proposed in this study will give some useful information regarding the appropriate bias-correction approach for RCMs in Egypt and provide more reliable precipitation projections, which have always been a great challenge due to the erratic behavior of precipitation in arid regions. The BCMs used were able to improve the precipitation quantity derived from RCM-simulated time series to mimic the observed rainfall patterns in Egypt, but did not significantly improve the coherence between the modeled and observed precipitation. Therefore, to simulate precipitation variability, a more advanced approach is recommended, such as the improved BCM of daily rainfall data using a sliding window technique developed by Smitha et al. (2018). Keeping in mind that the historical rainfall records used in the study consist of 15 stations; thus, it is recommended to consider more meteorological stations with a recent period of record, in order to forecast various rainfall indices in the country with high reliability. This study uses climate data from RCPs; however, new emission scenarios called the Shared Socioeconomic Pathways (SSPs) have been developed to provide a socioeconomic dimension to the integrative work initiated by the RCPs (Van Vuuren et al. 2017). These scenarios were not used in this study because they were not available at that time, and this might introduce a possible bias in our results. Accordingly, a systematic comparison between RCPs and SSPs would be advisable for a future investigation.

No funding was received for conducting this study.

T.A.G. and I.M.H.R. conceptualized the study; T.A.G. and R.M.E.-H. prepared the methodology; R.M.E.-H. prepared and wrote the original draft; T.A.G. and R.M.E.-H. wrote, reviewed, and edited the article. All authors have read and agreed to the published version of the manuscript.

On behalf of all authors, the corresponding author states that all data and materials support their published claims and comply with field standards.

The authors declare there is no conflict.

Ahmed
K.
,
Shahid
S.
,
Nawaz
N.
&
Khan
N.
2018
Modeling climate change impacts on precipitation in arid regions of Pakistan: a non-local model output statistics downscaling approach
.
Theor Appl Climatol
1
18
.
https://doi.org/10.1007/s00704-018-2672-5
.
Arnell
N. W.
2003
Climate change scenarios from a regional climate model: estimating change in runoff in Southern Africa
.
Journal of Geophysical Research
108
(
D16
).
https://doi.org/10.1029/2002jd002782
.
Berg
P.
,
Feldmann
H.
&
Panitz
H. J.
2012
Bias correction of high resolution regional climate model data
.
Journal of Hydrology
448–449
,
80
92
.
https://doi.org/10.1016/j.jhydrol.2012.04.026
.
Bordoy
R.
&
Burlando
P.
2013
Bias correction of regional climate model simulations in a region of complex orography
.
Journal of Applied Meteorology and Climatology
52
(
1
),
82
101
.
https://doi.org/10.1175/JAMC-D-11-0149.1
.
Bucchignani
E.
,
Mercogliano
P.
,
Panitz
H. J.
&
Montesarchio
M.
2018
Climate change projections for the Middle East-North Africa domain with COSMO-CLM at different spatial resolutions
.
Advances in Climate Change Research
9
,
66
80
.
Chen
J.
,
Brissette
F. P.
,
Chaumont
D.
&
Braun
M.
2013
Finding appropriate bias correction methods in downscaling precipitation for hydrologic impact studies over North America
.
Water Resources Research
49
(
7
),
4187
4205
.
https://doi.org/10.1002/wrcr.20331
.
Chen
J.
,
Brissette
F. P.
,
Zhang
X. J.
,
Chen
H.
,
Guo
S.
&
Zhao
Y.
2019
Bias correcting climate model multi-member ensembles to assess climate change impacts on hydrology
.
Climatic Change
.
https://doi.org/10.1007/s10584-019-02393-x
.
Choudhary
A.
&
Dimri
A. P.
2018
On bias correction of summer monsoon precipitation over India from CORDEX-SA simulations
.
International Journal of Climatology
39
,
1388
1403
.
https://doi.org/10.1002/joc.5889
.
Christensen
J. H.
,
Krishna Kumar
K.
,
Aldrian
E.
,
An
S.-I.
,
Cavalcanti
I. F. A.
,
de Castro
M.
,
Dong
W.
,
Goswami
P.
,
Hall
A.
,
Kanyanga
J. K.
,
Kitoh
A.
,
Kossin
J.
,
Lau
N.-C.
,
Renwick
J.
,
Stephenson
D. B.
,
Xie
S.-P.
,
Zhou
T.
,
2013
Climate phenomena and their relevance for future regional climate change
. In:
Climate Change 2013: the Physical Science Basis. Contribution of Working Group I to the Fifth Assessment Report of the Intergovernmental Panel on Climate Change
(
Stocker
T. F.
,
Qin
D.
,
Plattner
G.-K.
,
Tignor
M.
,
Allen
S. K.
,
Boschung
J.
,
Nauels
A.
,
Xia
Y.
,
Bex
V.
&
Midgley
P. M.
, eds.).
Cambridge University Press
,
Cambridge, United Kingdom
and New York, NY, USA
.
CORDEX
.
Coordinated Regional Climate Downscaling Experiment. Available at: https://esg-dn1.nsc.liu.se/projects/cordex (Last Accessed: May 15, 2020)
.
De Cáceres
M.
,
Martin-StPaul
N.
,
Turco
M.
,
Cabon
A.
&
Granda
V.
2018
Estimating daily meteorological data and downscaling climate models over landscapes
.
Environmental Modelling and Software
108
,
186
196
.
https://doi.org/10.1016/j.envsoft.2018.08.003
.
EEAA, Egyptian Environmental Affairs Agency
2016
Egypt Third National Communication, Under the United Nations Framework Convention on Climate Change
. https://unfccc.int/files/national_reports/nonannex_i_parties/biennial_update_repors/application/pdf/tnc_report.pdf.
El Afandi
G.
&
Morsy
M.
,
2020
Developing an Early Warning System for Flash Flood in Egypt: Case Study Sinai Peninsula
. In:
Flash Floods in Egypt. Advances in Science, Technology & Innovation (IEREK Interdisciplinary Series for Sustainable Development)
(
Negm
A.
, ed.).
Springer
,
Cham
.
https://doi.org/10.1007/978-3-030-29635-3_4
.
Elmenoufy
H. M.
,
Morsy
M.
,
Eid
M. M.
,
El-Ganzoury
A.
,
El-Hussainy
F. M.
&
Abdel-Wahab
M. M.
2017
Towards enhancing rainfall projection using bias correction method: case study Egypt
.
IJSRSET
3
(
6
),
187
194
.
Print ISSN: 2395-1990, Online ISSN: 2394-4099
.
Fang
G. H.
,
Yang
J.
,
Chen
Y. N.
&
Zammit
C.
2015
Comparing bias correction methods in downscaling meteorological variables for a hydrologic impact study in an arid area in China
.
Hydrology and Earth System Sciences
19
(
6
),
2547
2559
.
https://doi.org/10.5194/hess-19-2547-2015
.
Fowler
H. J.
,
Blenkinsop
S.
&
Tebaldi
C.
2007
Linking climate change modelling to impacts studies: recent advances in downscaling techniques for hydrological modelling
.
International Journal of Climatology
27
(
12
),
1547
1578
.
Gado
T. A.
,
2020
Statistical Behavior of Rainfall in Egypt
. In:
Flash Floods in Egypt. Advances in Science, Technology & Innovation (IEREK Interdisciplinary Series for Sustainable Development)
(
Negm
A.
, ed.).
Springer
,
Cham
.
https://doi.org/10.1007/978-3-030-29635-3_2
.
Gado
T. A.
&
El-Agha
D. E.
2020
Feasibility of rainwater harvesting for sustainable water management in urban areas of Egypt
.
Environmental Science and Pollution Research
.
https://doi:10.1007/s11356-019-06529-5
.
Gado
T. A.
,
El-Hagrsy
R. M.
&
Rashwan
I. M. H.
2019
Spatial and temporal rainfall changes in Egypt
.
Environmental Science and Pollution Research
26
(
27
).
https://doi.org/10.1007/s11356-019-06039-4
.
Gado
T. A.
,
Mohameden
M. B.
&
Rashwan
I. M. H.
2021
Bias correction of regional climate model simulations for the impact assessment of the climate change in Egypt
.
Environmental Science and Pollution Research
.
https://doi.org/10.1007/s11356-021-17189-9
.
Grubler
A.
,
Wilson
C.
,
Bento
N.
,
Boza-Kiss
B.
,
Krey
V.
,
McCollum
D. L.
,
Rao
N. D.
,
Riahi
K.
,
Rogelj
J.
,
De Stercke
S.
,
Cullen
J.
,
Frank
S.
,
Fricko
O.
,
Guo
F.
,
Gidden
M.
,
Havlík
P.
,
Huppmann
D.
,
Kiesewetter
G.
,
Rafaj
P.
&
Valin
H.
2018
A low energy demand scenario for meeting the 1.5 °C target and sustainable development goals without negative emission technologies
.
Nature Energy
3
(
6
),
515
527
.
https://doi.org/10.1038/s41560-018-0172-6
.
Hassanzadeh
E.
,
Nazemi
A.
,
Adamowski
J.
,
Nguyen
T. H.
&
Van-Nguyen
V. T.
2019
Quantile-based downscaling of rainfall extremes: notes on methodological functionality, associated uncertainty and application in practice
.
Advances in Water Resources
131
,
103371
.
https://doi.org/10.1016/j.advwatres.2019.07.001
.
Homsi
R.
,
Shiru
M. S.
,
Shahid
S.
,
Ismail
T.
,
Harun
S. B.
,
Al-Ansari
N.
,
Chau
K. W.
&
Yaseen
Z. M.
2019
Precipitation projection using a CMIP5 GCM ensemble model: a regional investigation of Syria
.
Engineering Applications of Computational Fluid Mechanics
14
(
1
),
90
106
.
https://doi.org/10.1080/19942060.2019.1683076
.
Hulme
M.
,
Mitchell
J.
,
Ingram
W.
,
Lowe
J.
,
Johns
T.
,
New
M.
&
Viner
D.
1999
Climate change scenarios for global impacts studies
.
Global Environmental Change-Human and Policy Dimensions
9
,
S3
S19
.
https://doi.org/10.1016/S0959-3780(99)00015-1
.
IPCC
2014
Climate Change 2014: Synthesis Report. In Climate Change 2014: Synthesis Report. Contribution of Working Groups I, II and III to the Fifth Assessment Report of the Intergovernmental Panel on Climate Change. https://doi.org/10.1017/CBO9781107415324
.
IPCC
2022
In:
Climate Change 2022: Impacts, Adaptation, and Vulnerability. Contribution of Working Group II to the Sixth Assessment Report of the Intergovernmental Panel on Climate Change
(
Pörtner
H.-O.
,
Roberts
D. C.
,
Tignor
M.
,
Poloczanska
E. S.
,
Mintenbeck
K.
,
Alegría
A.
,
Craig
M.
,
Langsdorf
S.
,
Löschke
S.
,
Möller
V.
,
Okem
A.
&
Rama
B.
, eds.).
Cambridge University Press. In Press
. .
Jacob
D.
,
Bärring
L.
,
Christensen
O. B.
,
Christensen
J. H.
,
De Castro
M.
,
Déqué
M.
,
Giorgi
F.
,
Hagemann
S.
,
Hirschi
M.
,
Jones
R.
,
Kjellström
E.
,
Lenderink
G.
,
Rockel
B.
,
Sánchez
E.
,
Schär
C.
,
Seneviratne
S. I.
,
Somot
S.
,
Van Ulden
A.
&
Van Den Hurk
B.
2007
An inter-comparison of regional climate models for Europe: model performance in present-day climate
.
Climatic Change
81
,
31
52
.
https://doi.org/10.1007/s10584-006-9213-4
.
Kanamaru
H.
&
Kanamitsu
M.
2006
Scale-selective bias correction in a downscaling of global analysis using a regional model
.
Monthly Weather Review
135
(
2
),
334
350
.
https://doi.org/10.1175/MWR3294.1
.
Kharin
V. V.
,
Zwiers
F. W.
,
Zhang
X.
&
Hegerl
G. C.
2007
Changes in temperature and precipitation extremes in the IPCC ensemble of global coupled model simulations
.
Journal of Climate
20
(
8
),
1419
1444
.
https://doi.org/10.1175/JCLI4066.1
.
Kharin
V. V.
,
Zwiers
F. W.
,
Zhang
X.
&
Wehner
M.
2013
Changes in temperature and precipitation extremes in the CMIP5 ensemble
.
Climatic Change
119
(
2
),
345
357
.
https://doi.org/10.1007/s10584-013-0705-8
.
Laflamme
E. M.
,
Linder
E.
&
Pan
Y.
2015
Statistical downscaling of regional climate model output to achieve projections of precipitation extremes
.
Weather and Climate Extremes
12
,
15
23
.
https://doi.org/10.1016/j.wace.2015.12.001
.
Lafon
T.
,
Dadson
S.
,
Buys
G.
&
Prudhomme
C.
2013
Bias correction of daily precipitation simulated by a regional climate model: a comparison of methods
.
International Journal of Climatology
33
(
6
),
1367
1381
.
https://doi.org/10.1002/joc.3518
.
Lelieveld
J.
,
Proestos
Y.
,
Hadjinicolaou
P.
,
Tanarhte
M.
,
Tyrlis
E.
&
Zittis
G.
2016
Strongly increasing heat extremes in the Middle East and north Africa (MENA) in the 21st century
.
Climatic Change
137
(
1–2
),
245
260
.
Luo
M.
,
Liu
T.
,
Meng
F.
,
Duan
Y.
,
Frankl
A.
,
Bao
A.
&
De Maeyer
P.
2018
Comparing bias correction methods used in downscaling precipitation and temperature from regional climate models: a case study from the Kaidu River Basin in Western China
.
Water (Switzerland)
10
(
8
).
https://doi.org/10.3390/w10081046
.
Mostafa
A. N.
,
Wheida
A.
,
El Nazer
M.
,
Adel
M.
,
El Leithy
L.
,
Siour
G.
,
Coman
A.
,
Borbon
A.
,
Magdy
A. W.
,
Omar
M.
,
Saad-Hussein
A.
&
Alfaro
S. C.
2019
Past (1950–2017) and future (−2100) temperature and precipitation trends in Egypt
.
Weather and Climate Extremes
26
,
100225
.
https://doi.org/10.1016/j.wace.2019.100225
.
Nashwan
M. S.
&
Shahid
S.
2019
A novel framework for selecting general circulation models based on the spatial patterns of climate
.
International Journal of Climatology
.
https://doi.org/10.1002/joc.6465
.
Nashwan
M. S.
,
Shahid
S.
&
Chung
E. S.
2020
High-resolution climate projections for a densely populated Mediterranean region
.
Sustainability
12
(
9
),
3684
.
https://doi.org/10.3390/su12093684
.
Noor
M.
,
bin Ismail
T.
,
Shahid
S.
,
Ahmed
K.
,
Chung
E.-S.
&
Nawaz
N.
2019
Selection of CMIP5 multi-model ensemble for the projection of spatial and temporal variability of rainfall in peninsular Malaysia
.
Theoretical and Applied Climatology
.
https://doi.org/10.1007/s00704-019-02874-0
.
Omran
E.-S. E.
,
2020
Egypt's Sinai Desert Cries: Utilization of Flash Flood for a Sustainable Water Management
. In:
Flash Floods in Egypt. Advances in Science, Technology & Innovation (IEREK Interdisciplinary Series for Sustainable Development)
(
Negm
A.
, ed.).
Springer
,
Cham
.
https://doi.org/10.1007/978-3-030-29635-3_12
.
O'Neill
B. C.
,
Tebaldi
C.
,
van Vuuren
D.
,
Eyring
V.
,
Friedlingstein
P.
,
Hurtt
G.
,
Knutti
R.
,
Kriegler
E.
,
Lamarque
J.-F.
,
Lowe
J.
,
Meehl
J.
,
Moss
R.
,
Riahi
K.
&
Sanderson
B. M.
2016
The scenario model intercomparison project (ScenarioMIP) for CMIP6
.
Geoscientific Model Development Discussions
1
35
.
https://doi.org/10.5194/gmd-2016-84
.
Piani
C.
,
Haerter
J. O.
&
Coppola
E.
2010
Statistical bias correction for daily precipitation in regional climate models over Europe
.
Theoretical and Applied Climatology
99
(
1–2
),
187
192
.
https://doi.org/10.1007/s00704-009-0134-9
.
Potter
N. J.
,
Chiew
F. H. S.
,
Charles
S. P.
,
Fu
G.
,
Zheng
H.
&
Zhang
L.
2019
Bias in downscaled rainfall characteristics
.
Hydrology and Earth System Sciences Discussions
1
23
.
https://doi.org/10.5194/hess-2019-139
.
Rogelj
J.
,
Popp
A.
,
Calvin
K. V.
,
Luderer
G.
,
Emmerling
J.
,
Gernaat
D.
,
Fujimori
S.
,
Strefler
J.
,
Hasegawa
T.
,
Marangoni
G.
,
Krey
V.
,
Kriegler
E.
,
Riahi
K.
,
van Vuuren
D. P.
,
Doelman
J.
,
Drouet
L.
,
Edmonds
J.
,
Fricko
O.
,
Harmsen
M.
,
Havlík
P.
,
Humpenöder
F.
,
Stehfest
E.
&
Tavoni
M.
2018
Scenarios towards limiting global mean temperature increase below 1.5 C
.
Nature Climate Change
8
(
4
),
325
332
.
Sarr
M. A.
,
Seidou
O.
,
Tramblay
Y.
&
El Adlouni
S.
2015
Comparison of downscaling methods for mean and extreme precipitation in Senegal
.
Journal of Hydrology: Regional Studies
4
,
369
385
.
https://doi.org/10.1016/j.ejrh.2015.06.005
.
Schmidli
J.
,
Frei
C.
&
Vidale
P. L.
2006
Downscaling from GCM precipitation: a benchmark for dynamical and statistical downscaling methods
.
International Journal of Climatology
26
(
5
),
679
689
.
https://doi.org/10.1002/joc.1287
.
Shalby
A.
,
Elshemy
M.
&
Zeidan
B. A.
2020
Modeling of climate change impacts on Lake Burullus, coastal lagoon (Egypt)
.
International Journal of Sediment Research
.
https://doi.org/10.1016/j.ijsrc.2019.12.006
.
Smitha
P. S.
,
Narasimhan
B.
,
Sudheer
K. P.
&
Annamalai
H.
2018
An improved bias correction method of daily rainfall data using a sliding window technique for climate change impact assessment
.
Journal of Hydrology
556
,
100
118
.
https://doi.org/10.1016/j.jhydrol.2017.11.010
.
Sun
F.
,
Roderick
M. L.
,
Lim
W. H.
&
Farquhar
G. D.
2011
Hydroclimatic projections for the Murray-Darling Basin based on an ensemble derived from intergovernmental panel on climate change AR4 climate models
.
Water Resources Research
47
(
4
),
1
14
.
https://doi.org/10.1029/2010WR009829
.
Terink
W.
,
Immerzeel
W. W.
&
Droogers
P.
2013
Climate change projections of precipitation and reference evapotranspiration for the Middle East and Northern Africa until 2050
.
International Journal of Climatology
33
(
14
),
3055
3072
.
https://doi.org/10.1002/joc.3650
.
Teutschbein
C.
&
Seibert
J.
2012
Bias correction of regional climate model simulations for hydrological climate-change impact studies: review and evaluation of different methods
.
Journal of Hydrology
456–457
,
12
29
.
https://doi.org/10.1016/j.jhydrol.2012.05.052
.
Themeßl
M. J.
,
Gobiet
A.
&
Leuprecht
A.
2011
Empirical-statistical downscaling and error correction of daily precipitation from regional climate models
.
International Journal of Climatology
31
(
10
),
1530
1544
.
https://doi.org/10.1002/joc.2168
.
Turco
M.
,
Llasat
M. C.
,
Herrera
S.
&
Gutiérrez
J. M.
2017
Bias correction and downscaling of future RCM precipitation projections using a MOS-analog technique
.
Journal of Geophysical Research
122
(
5
),
2631
2648
.
https://doi.org/10.1002/2016JD025724
.
Van Vuuren
D. P.
,
Stehfest
E.
,
Gernaat
D. E. H. J.
,
Doelman
J. C.
,
van den Berg
M.
,
Harmsen
M.
&
Tabeau
A.
2017
Energy, land-use and greenhouse gas emissions trajectories under a green growth paradigm
.
Global Environmental Change
42
,
237
250
.
https://doi.org/10.1016/j.gloenvcha.2016.05.008
.
Wilby
R. L.
,
Wigley
T. M. L.
,
Conway
D.
,
Jones
P. D.
,
Hewitson
B. C.
,
Main
J.
&
Wilks
D. S.
1998
Statistical downscaling of general circulation model output: a comparison of methods
.
Water Resources Research
34
(
11
),
2995
3008
.
https://doi.org/10.1029/98WR02577
.
Wilcke
R. A. I.
,
Mendlik
T.
&
Gobiet
A.
2013
Multi-variable error correction of regional climate models
.
Climatic Change
120
(
4
),
871
887
.
https://doi.org/10.1007/s10584-013-0845-x
.
Worku
G.
,
Teferi
E.
,
Bantider
A.
&
Dile
Y. T.
2020
Statistical bias correction of regional climate model simulations for climate change projection in the Jemma sub-basin, upper Blue Nile Basin of Ethiopia
.
Theoretical and Applied Climatology
139
,
1569
1588
.
https://doi.org/10.1007/s00704-019-03053-x.
Zhao
T.
,
Chen
L.
&
Ma
Z.
2014
Simulation of historical and projected climate change in arid and semiarid areas by CMIP5 models
.
Chinese Science Bulletin
59
(
4
),
412
429
.
https://doi.org/10.1007/s11434-013-0003-x
.
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