Eastern Algeria, the wettest region of the country, has experienced a vast program of dam construction, distributed across basins marked by strong physio-climatic disparities. The hydrological functioning studied through the use of data from the regulation balance sheet for the period from September 1990 to August 2013, concerned a sample of 10 dams (capacity varying from 3 to 200 hm³) whose year of impoundment varies from 1939 to 1987. The results of the statistical and spectral analysis applied to two main terms of the water balance (inputs and rainfalls) indicate a strong relationship between the studied parameters, reflecting a net increase in dry years from September 1990 to August 2002, with a return of wet years from the year 2003, however, interrupted by other very dry years like that of 2007/2008. The outflows (outputs) of the dams reflect considerable water losses in the form of evaporation and also in the form of leaks on karstic sites. However, it is the flood phenomena that are at the origin of remarkable overflows and bottom outlets. In addition to these losses, there are significant variations in the regulated volume of dams, particularly in semi-arid zones and during periods of drought, particularly.

  • The study analyzed the variability of time series of inputs and rainfalls from ten well-distributed dams in highly contrasting physical and climatic contexts.

  • The functioning of dams is characterized by spatial variability coupled with highly irregular interannual water balances.

  • The losses and the evacuated volumes are irregular and complex phenomena.

  • The distribution of water balance terms for dams highlights the significant variation in regulated volumes by sector of use.

Given the increase in water needs linked to population growth and the rapid development of economic activities, ambitious programs are being implemented to build reservoir dams. In fact, more than 250 new dams are built around the world each year (Nandalal 2007). The World Register of Dams, maintained by the International Commission on Large Dams, lists almost 60,000 dams worldwide (Adamo et al. 2020; Wang et al. 2022). In Africa, fewer than 3,558 dams were recorded in 2020, representing 9% of the world's continental dams (Mulligan et al. 2020). While most developed countries in North America, Europe, and Oceania have seen a decline in dam construction since the 1970s, developing countries in Africa, Asia, and South America have seen a steady increase in dam construction since that time (Zhang et al. 2018). In North Africa, many dams and reservoirs have been built to secure water availability (Tramblay et al. 2018). In the three Maghreb countries, a vast dam construction program has been launched since the 1960s, with a cumulative capacity of 28 billion m3 (Mahé 2020). In Morocco, 145 large dams with a total estimated capacity of 18 billion m3, 13 hydraulic water transfer structures, and over a hundred small dams and reservoirs have been built. This storage capacity will be increased in 2,030 to 27 billion m3 with the objective of building 2–3 large dams per year (Loudyi et al. 2022). At the end of 2018, Tunisia had 37 dams with a total capacity of 2.285 Mm3as well as 258 hill dams with a total capacity of 365 Mm3 (Langenberg et al. 2021). In Algeria, 80 dams are in operation (Langenberg et al. 2021). Most Algerian dams have a short lifespan of about 30 years due to losses from evaporation, high levels of sedimentation and leakage (Benfetta & Ouadja 2017).

Eastern Algeria has 32 dams in operation with a total capacity of 3,527 hm3 and a regulated volume of 1,807.1 hm3. This storage infrastructure is unevenly distributed across the large northern hydrographic basins with exoreic-type flow (towards the Mediterranean Sea) and southern hydrographic basins with endorheic-type flow (towards the chotts and sebkhas) (Figure 1).
Figure 1

Spatial distribution of dams in Eastern Algeria.

Figure 1

Spatial distribution of dams in Eastern Algeria.

Close modal

What conclusions can be drawn about the hydrological functioning of these dams from the data used to calculate their water balances? Do climatic fluctuations predominantly control hydrological variability patterns? What is the impact of water losses and evacuated volumes (flooding and bottom discharge) on the regulated volumes allocated to the dams' sectors of use?

To answer these questions and in continuity with previous work (Remini et al. 2009; Boutouatou 2020; Ikhlef et al. 2023), our analysis focuses on a sample of ten dams, fairly well representative of the strong physico-climatic disparities in the Eastern region of Algeria.

Understanding dam's functioning with respect to the hydrological behavior of the catchment areas (itself influenced by the climate) and the management instructions issued by dam operators is based on:

The basins controlled by the 32 dams in Eastern Algeria cover an area of 29,011 km2. They are distributed across large orographic units (arranged from North to South: the Tell Atlas, the High Plains and the Saharan Atlas) (Figure 1). The average altitude of the basins varies in large proportions (from 471.5 to 1,629 m). Geologically, these basins are characterized by the structural complexity and the diversity of the materials that make them up. The climatic context is also marked by strong contrasts, with a humid temperate climate of the Mediterranean type in the Tell, a semi-arid climate of the continental type in the High Plains and an arid dry climate in the piedmont of the Saharan Atlas. The precipitated layer of water varies between 150 mm on the southern piedmont of the Saharan Atlas and 1,400 mm in the region of Small Kabylie (Mebarki 2005). The average annual runoff in the basins at the dams varies from 15 mm in the South (Foum El Gherza) to 501 mm in the North (Erraguene).

Given the morphological and hydrological variety of the basins, the dams have very different capacities, varying between 3 hm3 (Foum El Gueiss) and 963 hm3(Béni Haroun); the same applies to their annual theoretical regulated volume (3.2–435 hm3). The Beni Haroun dam alone holds 26% of the theoretical regulated volume of all dams in the region. The capacity/theoretical regulated volume ratio exceeds one unit (1) for almost all the reservoirs and reaches more than 5 at the Foum El Khanga, the Safsaf, and the Soubella dams. This reflects the deliberate choice of large storage capacities in drought-prone areas.

Data

This contribution was made on the basis of data on the water balance (inflows, outflows, and variations in water stock) corresponding to daily chronological series obtained from the National Agency of Dams and Transfers (ANBT). Ten dams representative of the physical variety of eastern Algeria were selected, with capacities ranging from 3 to 200 hm3 and theoretical regulated volumes ranging from 3.2 to 95 hm3/year (Table 1, values in bold). Their data cover a common hydrological period of 23 years (September 1990–August 2013). The same series concerns rainfall chronicles observed at dam sites.

Table 1

Characteristics of dams (basins, reservoirs, dikes, and ancillary structures)

Dam (wadi)Year of impoundmentTypeArea of basin (km2)
Reservoir Capacity (Hm3)Regulated volume (theoretical) (Hm3/year)Spillway Typeflow rate (m3/s)
Mexa (Kébir Est) 1998 Earth 650 47 37 Free sill 1,800 
Bougous (Bougous) 2010 Earth 235 65 49 
Cheffia (Bounamoussa) 1965 Earth 575 171.9 95 Valved organ 1,800 
Zit Emba (El Hammam) 2001 Earth 488 117.4 43.2 Free sill 1,094 
Zardézas (Saf-Saf) 1945 Concrete gravity 345 31 32 Free sill 2,000 
Guenitra (Fessa) 1984 Earth 202 125 48 Free sill 757 
Béni Zid (Guergoura) 1993 Earth 58.6 40 20 Free sill 
El Agrem (El Agrem) 2002 Earth 39 34 21.5 Free sill 142 
Kissir (Kissir) 2009 Earth 107 68 68 Side sill 545 
Tabellout (Djen Djen) 2018 Concrete gravity BCR 270 214 115 Free sill – 
Erraguene (Djendjen) 1963 Multi-vault 134 200 99 Free sill 1,500 
Ighil Emda (Agrioun) 1954 Rock fill 646 154 110 Free sill 2,500 
K'sob (K'sob) 1940 Multi-vault 1,460 30 20 Free sill 850 
Soubella (Soubella) 2017 Earth 198 18 2.5 -  
Babar (Babar) 1995 Earth 567 41 12 Free sill 1,310 
Fontaines des Ghazelles (El Hai) 2000 Earth 1,660 55.5 14 Free sill 3,000 
Foum El Gherza (El Abiod) 1950 Concrete gravity Vault 1,300 47 13 Free sill 730 
SafSaf (El Kébir) 2015 – 340 18.8 - 
Koudiat Medaour (Reboa) 2003 Earth 590 69 18 Free sill 867 
Ourkis (Ourkis) 2017 Earth 108 65.4 45.2 
Foum El Gueiss (Gueiss) 1939 Rock fill 154 3 3.2 Free sill 600 
Tagharist (Tagharist) 2018 – 80 – – 
Hammam Grouz (Rhumel) 1987 Concrete gravity 1,130 45 16 Free sill 4,150 
Beni Haroun (Kébir) 2003 Concrete gravity BCR 7,725 963 435 Free sill 13,700 
Boussiaba (Boussiaba) 2010 Gravity 379 120 100 Free sill 1,843 
Oued Athmania (El Kaim) 2007 Earth 16 33 31 – – 
Ain Dalia (Medjerda) 1987 Earth 193 82 45 Free sill 365 
Oueldjet Mellegue (Oued Mellègue) 2017 – 2774 98 23.5 – – 
Hammam Debagh (Bouhamdane) 1987 Earth 1,070 200 55 Circular section 2,240 
Foum El Khanga (Cherf) 1995 Rock fill 1,710 157 30 Free sill 2,253 
Ain Zada (Bousellam supérieur) 1986 Earth 2,080 125 50 Free sill 4,320 
Tichy Haf (Boussellam inferieur) 2007 Earth 1,727 80 150 Free sill 6,500 
Dam (wadi)Year of impoundmentTypeArea of basin (km2)
Reservoir Capacity (Hm3)Regulated volume (theoretical) (Hm3/year)Spillway Typeflow rate (m3/s)
Mexa (Kébir Est) 1998 Earth 650 47 37 Free sill 1,800 
Bougous (Bougous) 2010 Earth 235 65 49 
Cheffia (Bounamoussa) 1965 Earth 575 171.9 95 Valved organ 1,800 
Zit Emba (El Hammam) 2001 Earth 488 117.4 43.2 Free sill 1,094 
Zardézas (Saf-Saf) 1945 Concrete gravity 345 31 32 Free sill 2,000 
Guenitra (Fessa) 1984 Earth 202 125 48 Free sill 757 
Béni Zid (Guergoura) 1993 Earth 58.6 40 20 Free sill 
El Agrem (El Agrem) 2002 Earth 39 34 21.5 Free sill 142 
Kissir (Kissir) 2009 Earth 107 68 68 Side sill 545 
Tabellout (Djen Djen) 2018 Concrete gravity BCR 270 214 115 Free sill – 
Erraguene (Djendjen) 1963 Multi-vault 134 200 99 Free sill 1,500 
Ighil Emda (Agrioun) 1954 Rock fill 646 154 110 Free sill 2,500 
K'sob (K'sob) 1940 Multi-vault 1,460 30 20 Free sill 850 
Soubella (Soubella) 2017 Earth 198 18 2.5 -  
Babar (Babar) 1995 Earth 567 41 12 Free sill 1,310 
Fontaines des Ghazelles (El Hai) 2000 Earth 1,660 55.5 14 Free sill 3,000 
Foum El Gherza (El Abiod) 1950 Concrete gravity Vault 1,300 47 13 Free sill 730 
SafSaf (El Kébir) 2015 – 340 18.8 - 
Koudiat Medaour (Reboa) 2003 Earth 590 69 18 Free sill 867 
Ourkis (Ourkis) 2017 Earth 108 65.4 45.2 
Foum El Gueiss (Gueiss) 1939 Rock fill 154 3 3.2 Free sill 600 
Tagharist (Tagharist) 2018 – 80 – – 
Hammam Grouz (Rhumel) 1987 Concrete gravity 1,130 45 16 Free sill 4,150 
Beni Haroun (Kébir) 2003 Concrete gravity BCR 7,725 963 435 Free sill 13,700 
Boussiaba (Boussiaba) 2010 Gravity 379 120 100 Free sill 1,843 
Oued Athmania (El Kaim) 2007 Earth 16 33 31 – – 
Ain Dalia (Medjerda) 1987 Earth 193 82 45 Free sill 365 
Oueldjet Mellegue (Oued Mellègue) 2017 – 2774 98 23.5 – – 
Hammam Debagh (Bouhamdane) 1987 Earth 1,070 200 55 Circular section 2,240 
Foum El Khanga (Cherf) 1995 Rock fill 1,710 157 30 Free sill 2,253 
Ain Zada (Bousellam supérieur) 1986 Earth 2,080 125 50 Free sill 4,320 
Tichy Haf (Boussellam inferieur) 2007 Earth 1,727 80 150 Free sill 6,500 

We selected three dams (Cheffia dam in the Tell Maritime, Zardezas dam in the Tellian Atlas, and Foum El Gherza dam in the southern piedmont of the Saharan Atlas) for which the available hydropluviometric series extends until 2022 (Figure 2). This highlights the hydropluviometric variability (wavelet analysis) over a long observation period of 32 years (1990–2022) as well as its link with climate indices (NAO and MOI).
Figure 2

Interannual evolution of the input and rainfall (period: 1990/1991–2021/2022). (a) Cheffia dam, (b) Zardezas dam, (c) Foum El Gherza dam.

Figure 2

Interannual evolution of the input and rainfall (period: 1990/1991–2021/2022). (a) Cheffia dam, (b) Zardezas dam, (c) Foum El Gherza dam.

Close modal

For data processing, we used Excel, Xlstat, and the computer program R.

Methods

We describe in the following the working methodologies adopted in this study.

Water balance analysis

The balance sheet of a dam consists of a water balance sheet, carried out month by month, of the incoming flows (hydrological input or tributary) as well as the outgoing flows (losses by evaporation and leakage, volumes evacuated by flood discharge and bottom outlet, and levy for consumption). The equation of the simplified balance sheet relationship is given in the following:
(1)
with, volume of hydrological input: represents the sum of the flow entries; Vl is the volume of losses by evaporation and leakage; Ve is the volume of evacuated water by flood discharge and bottom outlet; Vc is the volume of consumptions; ΔV is the variation of the water volume stored in the lake.
Remarks:

Evaporation from a dam is calculated based on evaporation measurements from the reservoir (evaporometer) relative to the water surface in the reservoir.

Statistical analysis of hydropluviometric variability

The reduced centered index applied to annual rainfall and dam input data is derived from Bertin's MGCTI (the chronological graphic method of information processing) matrix (Nouaceur & Murarescu 2019; Nouaceur 2020). This index is calculated in three steps:

The first step is to classify and sort the annual data of the studied dams over the entire study series according to the quintile limit values (Q1, Q2, Median, Q3, and Q4):

  • Years where the totals of each parameter are below the first quintile are considered very dry.

  • Years between Q1 and Q2 are said to be in dry.

  • Years between Q2 and the median are considered normal.

  • Years between the median and Q3 are qualified as normal with a wet tendency.

  • Years between Q3 and Q4 are considered as excess.

  • Finally, years with totals above the fourth quintile are classified as high surplus years.

The next step is to assign codes (varying from 1 to 5) according to the characteristics already determined and assigned to each year. The coded values are then replaced by frames of colors ranging from light to dark. In order to examine the relationships between lines (years) and columns (dams), we will invert in a third step the numerical table into a graphic table that makes it possible to visualize the evolution of the studied hydropluviometric parameter according to time and space (Laignel et al. 2014). For each year, the ratio of the deviation from the interannual mean (annual sums of the obtained values over all the dams – the mean of the series) to the standard deviation is centered-reduced. The latter, used in several fields and notably in geography, highlights hydroclimatic trends and characteristic periods (Derdous et al. 2021).

Spectral analysis (wavelet and coherence)

Wavelet analysis offers a time-period representation of the time series variance so that any discontinuities in the variability can be identified. The choice of which wave type to use depends on the goal to be achieved and the user's comfort (Torrence & Compo 1998). Numerous studies have used spectral analysis, the purpose of which is to analyze the stationarity as well as the variability present in the hydrological and meteorological series, such as flow, rainfall, soil moisture, and temperature (Khedimallah et al. 2020; Zamrane et al. 2021; Cherni et al. 2022). However, the originality here is related to studying the water balance of dams. In our study, only one wavelet was used: the continuous wavelet. It decomposes the signal into daughter wavelets from a reference (mother wavelet). The mother wavelet comprises two parameters (a scale parameter (a) and a temporal location parameter (b) which are varied in order to obtain a frequency analysis over time (t) of the signals, as indicated in Equation (2). The scale parameterization and the translation of the daughter wavelets allow the detection of the different frequencies composing the signal (Rossi 2010). Moreover, these frequency components can be detected and studied over time (t), which allows a better description of non-stationary processes (Torrence & Compo 1998). The continuous wavelet transform of a signal S (t) produces a local wavelet spectrum, as defined by the following equation:
(2)
(3)
The linearities between the two input-rain signals will be handled by wavelet coherence, which makes it possible to provide a value between 0 and 1 depending on the degree of linear correlation of the compared variables (Mesquita 2009). It is defined by Equation (4). The spectrum by crossed wavelets WXY (a.τ) between two signals x(t) and y(t) is calculated according to Equation (5), where CX (a.τ) and C* Y (a.τ) are, respectively, the wavelet coefficient of the continuous signal x(t) and the conjugate of the wavelet coefficient of y(t) (Labat et al. 2000):
(4)
(5)
with Sxy(f), the Fourier transform of the intercorrelation function of the input variable x and the output variable y. Sx(f) and Sy(f), Fourier transforms of the autocorrelograms of the input signal x and the output signal y.

Characterization of the hydropluviometric variability

This section aims to analyze the annual hydrological input and precipitation data from the ten dams using the regional index and then to apply the continuous wavelet spectral method to the same data at a monthly time step. Finally, it aims to identify potential relationships between hydrological variability and the NAO and MOI climate indices.

Hydropluviometric variability from the regional index

Hydrological variability in dam inputs is characterized by alternating wet and dry years. Three main periods are highlighted by the reduced centered index (Bertin matrix), which represents the ratio of the deviation from the interannual average to the standard deviation (Figure 3):
  • With an average regional index of −0.01, the first period, between 1990/1991 and 2001/2002, is marked by a relative dominance of dry and very dry years (7 years out of 12 have a negative moving average). This is explained by a fairly significant decrease in the average annual rainfall (446.6 mm) knowing that the years 1996/1997 and 2001/2002 were identified as very dry years.

  • The second period, quite short, from 2002/2003 to 2005/2006, is accompanied by a notable increase in inputs, with a reduced centered index of 1.2. This index, positive throughout this period, reached its maximum value of 1.7 during the very wet year of 2002/2003. This phase of hydrological abundance is closely linked to the high rainfall of the years 2002/2003 (709.7 mm), 2003/2004 (644.3 mm), and 2004/2005 (597.9 mm).

  • The third period, from 2006/2007 to 2012/2013, is characterized by a generalized reduction in inputs with a reduced centered index of −0.1. The lowest value during this phase drops to −1.1 in 2007/2008, a year that is considered exceptional because the 10 studied dams experienced a remarkable reduction in their reserve volumes.

Figure 3

Interannual evolution of the reduced centered hydrological input series (a) and rainfall (b) in the reservoirs of Eastern Algeria (period: 1990/1991–2012/2013).

Figure 3

Interannual evolution of the reduced centered hydrological input series (a) and rainfall (b) in the reservoirs of Eastern Algeria (period: 1990/1991–2012/2013).

Close modal

Hydropluviometric variability from the wavelet analysis

The local spectra of the wavelet analyses of the hydrological inputs and rainfall of all the dams (Figure 4(a) and 4(b)) can be divided into several bands with different variance powers, from the annual scale to the multi-annual scales (1, 2, 5–8, and 5–12 years):
  • For inputs, the 1-year band (one hydrological cycle) appears in the form of spots that were little reported before the year 2002. It is characterized by a high power of energy between 2002 and 2006 and after 2008. In the rainfall spectrum, this mode is distinguished by strong signal energy during the rainfall years prior to 2000, between 2002 and 2007, and after 2008.

  • The 1–2-years-band is characterized by strong energy output; it is observed during the period from 2002/2003 to 2005/2006 for the inputs and during the year 2002 for the rainfall (period closely corresponding to the wet years mentioned in the reduced centered index study).

  • The 5–12 years mode of variability, reflecting high energy, is identified from the year 2000 for the intakes. The last band of 5–8 years was observed in the rainfall spectrum between the year 2002 until the year 2007.

Figure 4

Local spectra of continuous wavelet analysis of input (a) rainfall (b) and wavelet coherence analysis of input/rainfall (c) (period: 1990–2013).

Figure 4

Local spectra of continuous wavelet analysis of input (a) rainfall (b) and wavelet coherence analysis of input/rainfall (c) (period: 1990–2013).

Close modal

From the variability of inputs and rainfall, we can notice that the major change, observed in inputs from the year 2002/2003, is also observed in rainfall. Three periods are generally identified with regard to the series of inputs (before 2001/2002, between 2002/3003 and 2006/2007, and after 2006/2007). The same periods have been identified in the rainfall series, with slight shifts in the years.

Wavelet coherence spectra of inputs and rainfall indicate variability of inputs as well as strong coherence with rainfall in all frequency bands from annual to multi-annual scales (Figure 4(c)).

The strong coherence observed between these two signals suggests an influence of climate variability on the hydrological response of the study region. The calculation of the average input/rainfall consistency over the studied period reveals a significant average correlation, of the order of 96% for the frequency band of the annual scale and 88% for the frequency band of the multi-annual scale of the 8–10 years period (Table 2).

Table 2

Quantification relationships (in %) between input, rainfall and climatic indices (NAO/MOI) at the dam scale

Variability mode1 y1–2 years2–4 years4–8 years8–10 yearsTotal
Degrees of linearity input/rain 96 94 89 91 88 91 
Degrees of linearity input/NAO 65 64 65 38  /  54 
Degrees of linearity rain/NAO 67 66 60 49  /  56 
Degrees of linearity input/MOI 82 70 61 36  /  56 
Degrees of linearity rain/MOI 87 76 56 47  /  59 
Variability mode1 y1–2 years2–4 years4–8 years8–10 yearsTotal
Degrees of linearity input/rain 96 94 89 91 88 91 
Degrees of linearity input/NAO 65 64 65 38  /  54 
Degrees of linearity rain/NAO 67 66 60 49  /  56 
Degrees of linearity input/MOI 82 70 61 36  /  56 
Degrees of linearity rain/MOI 87 76 56 47  /  59 

To get an idea of hydropluviometric variability, including the last decade, local wavelet spectra, was applied to three dams: Cheffia, Zardezas, and Foum El Gherza (Figure 5). Different energy bands can be distinguished on the local wavelet spectra of input and rainfall: 1, 2, 2–3, 2–4, 4–8, 5–12, and 8–12 years.
Figure 5

Local spectra of continuous wavelet analysis of input, rainfall, and wavelet coherence analysis of input/rainfall of three dams: (a) Cheffia dam, (b) Zardezas dam, and (c) Foum El Gherza dam (period: 1990–2022).

Figure 5

Local spectra of continuous wavelet analysis of input, rainfall, and wavelet coherence analysis of input/rainfall of three dams: (a) Cheffia dam, (b) Zardezas dam, and (c) Foum El Gherza dam (period: 1990–2022).

Close modal

Three main periods are highlighted: the first is identified before 2001/2002, characterized by a reduction in frequency bands. The second period begins around 2002 and ends around 2016, characterized by high energy levels across all fluctuations. Finally, the third period, from 2016 to 2022, is characterized by the presence of only the 1-year frequency band. It is characterized by a total loss of energy in the spectra of the inputs from Zardezas and Foum El Gherza.

In view of these results, the last decade has shown a notable variability in time and space, linked to different physiographic and climatic contexts. Significant fluctuations were observed between 2013 and around 2016 for the three dams (the highlight of this period was the exceptional hyperhumid year of 2014/2015) and around 2019 for both the Cheffia and Zardezas dams. Moreover, an overall loss of energy appears at the Foum El Gherza dam after the 2016/2017 wet year, in particular the four consecutive dry years, from 2018/2019 to 2021/2022, reflecting the aforementioned pattern of the annual rainfall and input curve.

The input/rainfall consistency calculation shows that the Cheffia dam is very strongly influenced by rainfall (90.64%), the Zardezas dam is strongly influenced (85.03%), and finally, the Foum El Gherza dam is fairly strongly influenced by rainfall (64.25%).

The link between hydropluviometric variability and fluctuations in the NAO and MOI climate indices

The hydropluviometric variability is itself linked to climate fluctuations. In climate, there are two types of influence. First, there is a global influence linked to large-scale movements of atmospheric air masses. This can be plotted by climate indices such as the NAO and the MOI. Second, there is a local climate influence linked to parameters such as distance from the sea, altitude.

The choice of these indices is based on their significant influence in the Maghreb region. For example, in Tunisia, Jemai et al. (2017) showed that the variability of the Gabes rainfall was influenced by the NAO and the MOI, with a total consistency ranging from 65 to 66% for the NAO and a total consistency ranging from 71 to 73% for the MOI. In Morocco, Zamrane et al. (2016) indicate a strong coherence between NAO/streamflow and NAO/precipitation identified on an interannual scale. Non-stationarity can be observed in the late 1980s, 1990s, and 2000s. The NAO contribution varies from one basin to another, ranging from 67 to 77%. In Algeria, Turki et al. (2016) analyzed the relationship between NAO climate patterns and the hydrological variability in the frequency domain, and they have shown a mean explained variance of 40%. In addition, Khedimallah et al. (2020) have shown that the variability of rainfall and runoff in the Cheliff and Medjerda basins is linked to the variability of the NAO, with correlations ranging from 60 to 84% for rainfall and 67–74% for runoff.

We have quantified the influence of these two indices on the hydrological variability of dams in Eastern Algeria (Figure 6, Table 2). Half of the variability of inputs and rainfall appears to be related to the variability of NAO and MOI indices. The remaining variability can be explained by the very contrasting geographical and climatic context in which the dams are distributed, particularly between the North and the South.
Figure 6

Wavelet coherence analysis of climate indices and hydropluviometric variability: (a) input/NAO and rainfall/NAO, (b) input/MOI and rainfall/MOI (period: 1990–2013).

Figure 6

Wavelet coherence analysis of climate indices and hydropluviometric variability: (a) input/NAO and rainfall/NAO, (b) input/MOI and rainfall/MOI (period: 1990–2013).

Close modal

The consistency is essentially distributed from the interannual to the multi-annual scale. Overall, the consistency of inputs and rainfall with climatic indices appears to be more important on the frequency bands of 1, 1–2, and 2–4 years than for the interannual variability scales of 4–8 and 8–10 years. This is, however, partly linked to the duration of the chronicles, which is not long enough to be demonstrated consistent with multi-year variability patterns beyond 8 years.

This consistency was also studied for the three dams with a common series of observations of 32 years (Figure 7). The obtained results do not show any significant deviations from those obtained previously on the 23-years series concerning the 10 dams.
Figure 7

Wavelet coherence analysis of climate indices and hydropluviometric variability: (a) Cheffia dam, (b) Zardezas dam, and (c) Foum El Gherza dam (period: 1990–2022).

Figure 7

Wavelet coherence analysis of climate indices and hydropluviometric variability: (a) Cheffia dam, (b) Zardezas dam, and (c) Foum El Gherza dam (period: 1990–2022).

Close modal

Concerning the relationship with the NAO index, a total consistency ranging from a minimum of 49.6% (Foum El Gherza dam) to a maximum of 55.9% (Cheffia dam) was observed for inputs. A total consistency ranging from 53.9% (Foum El Gherza dam) to 59.6% (Cheffia dam) was recorded for rainfall.

Concerning the relationship with the MOI index, a total consistency ranging from a minimum of 52.7% (Foum El Gherza dam) to a maximum of 59.1% (Cheffia dam) was observed for inputs. A total consistency ranging from 46.6% (Foum El Gherza dam) to 58.5% (Zardezas dam) was observed for rainfall.

In detail, the local wavelet coherence spectra of the Cheffia and Zardezas dams reveal common characteristics. The influence of the two indices is more significant for the 1-year frequency band than for the interannual variability scales (1–2, 2–4, and 4–8 years).

Compared with the two Cheffia and Zardezas dams, the Foum El Gherza dam is characterized by a reduced influence of the NAO and the MOI climatic indices on the variability of inputs and rainfall. This can be explained by its geographical location in a sub-arid climatic zone (southern piedmont of the Saharan Atlas).

Outflows and their variability (outputs)

The aim of this section is to study the annual variation in water losses (evaporation and leakage), volumes of evacuated water (flood discharge and bottom outlet), as well as consumption over the same period and for the same sample of dams.

Water losses from dams (evaporation and leaks)

Evaporation
We analyzed the year-by-year variation of cumulative and measured evaporation on all nine reservoirs with reliable data (the Ain Dalia dam was not taken into account given the uncertainty of the evaporation data). Figure 8(a) shows that, in general, evaporations are characterized by their interannual irregularity. Over the 23-years period, median annual values of evaporated water height varied between 1,311.2 mm (2006/2007) and 1,937.6 mm (2000/2001). The dry years evoked by the regional index method and wavelet analysis (1993/1994, 1996/97 and 2000/2001) were marked by the highest values of evaporation. Conversely, the wet years identified in both methods (1991/1992, 2008/2009, and 2010/2011) recorded the lowest evaporation values. The maximum extreme value in 1993/1994 (3,256.6 mm) was observed in the Foum El Gherza reservoir (sub-arid zone of the southern piedmont of the Aurès), which falls into the category of high evaporation values, such as those of the Algerian dams of Gargar (Benfetta & Ouadja 2017), Merdja Sidi Abedet and Djorf Torba (Remini 2005), the Tunisian dam of El Haouareb (Alazard et al. 2015), and the Moroccan dam of Mansour Eddahbi (Lahlou 2000).
Figure 8

(a) Median, maximum, and minimum annual evaporation values in the reservoirs of Eastern Algeria (average period: 1990/1991–2012/2013). (b) Accumulated annual values of the volume lost through leakage in the reservoirs of Eastern Algeria (average period: 1990/1991–2012/2013).

Figure 8

(a) Median, maximum, and minimum annual evaporation values in the reservoirs of Eastern Algeria (average period: 1990/1991–2012/2013). (b) Accumulated annual values of the volume lost through leakage in the reservoirs of Eastern Algeria (average period: 1990/1991–2012/2013).

Close modal
Leaks

Figure 8(b) shows the cumulative annual values that record the volume lost due to leakage in the ten reservoirs. It is worth noting that there is no leakage in both the Cheffia and Ain Zada dams.

Leaks reached their peak in the years 1990/1991, 2002/2003, 2003/2004, and 2004/2005. The 1990/1991 peak can be explained by the large volume of observed leaks, which appeared in the Foum El Gherza reservoir, founded on the crystalline limestones of the Maestrichtian up to 80-m-deep, and on the right bank of the Ain Dalia dam about 200 m from the downstream foot. This phenomenon led to work in 1995 to stabilize the catchment area and drain the resurgences by means of 12 sub-horizontal drains about 30-m-long (ANBT 2014). Peaks observed in 2002/2003, 2003/2004, and 2004/2005 are justified by the remarkable losses observed in the Hammam Grouz dam, which is located on a calcareous and marly site, strongly tectonized and moderately karstic. These losses are underestimated (Mihoubi et al. 2013), which is confirmed by the appearance in April 2003, of a first vortex with a diameter of 1.5 m, which amounted to 7.4 hm3 in 2002/2003, 32.3 hm3 in 2003/2004, and 26.2 hm3 in 2004/2005.

Volumes of evacuated water (by flood discharge and bottom outlet)

The results of the interannual averages of the volumes evacuated by flood discharge and by bottom outlet show remarkable spatial and temporal nuances. The three dams of Cheffia, Hammam Debagh, and Zardezas, located in basins of the subhumid to humid Tellian zone, recorded the highest values (53.3 and 15 hm3). The Hammam Grouz and Ain Zada dams, located in a semi-arid zone, recorded the lowest values (2.2 and 0.7 hm3). The average flood discharge values are observed on the three dams of Foum El Gherza (19.6 hm3), K'sob (11.7 hm3), and Foum El Gueiss (10.0 hm3), despite their location in semi-arid to arid zones. This fact is explained by the brutal nature of floods as well as the advanced rate of siltation of these reservoirs.

The operation of the Cheffia dam (oued Bounamoussa) was marked by significant flood discharge values. It is therefore interesting to analyze the monthly and daily variability of the volumes evacuated by this structure and which are in relation to the inputs and rains (Figure 9). The highest daily volumes spilled correspond, respectively, to the rainy years of 2002/2003 and 2011/2012. During the episode from January to April of the hydrological year 2002/2003, marked by a cumulative rainfall of 1,139.1 mm, the evacuated volume reached 206.8 hm3. The peak of the incoming flood on 4 and 5 April corresponds to a maximum instantaneous flow of 1,280 m3/s, with a frequency of 100 years. During these 2 days, the volume of the dam reserve exceeded 156 hm3, which put into operation the flood spillway (opening of the cylindrical valves) with a total volume of 64.4 hm3.
Figure 9

Daily variation of flood volumes evacuated by the Cheffia dam, in relation to inputs and rains (period: 1990/1991–2012/2013).

Figure 9

Daily variation of flood volumes evacuated by the Cheffia dam, in relation to inputs and rains (period: 1990/1991–2012/2013).

Close modal

The year 2011/2012 is characterized by an evacuated volume of 194.1 hm3, the highest values of which are observed in the months of February and March (112.5 and 80.9 hm3). These peaks are explained by two successive floods: the first was observed on February 2022, with a peak flow of 1,429 m3/s, causing a daily input of 73.2 hm3 and an evacuated volume of 83.8 hm3; the second flood arrived on 9 March, generating a maximum instantaneous flow of 985 m3/s.

Consumption from dams

The 10 studied dams serve several objectives, such as drinking water supply, industrial water, supply and irrigation. The results highlighting the evolution of the volumes affected on these dams, during a common operating period of 23 years, clearly illustrate the great variability from one year to another, with predominance of the drinking water supply, secondarily the irrigation, followed by industry (Figure 10(a)). The largest withdrawal took place during the year 2012/2013 (47.2 hm3/year) despite insignificant hydrological input and rainfall, while the lowest volume was recorded during the hyper dry year 2001/2002 (28.9 hm3/year).
Figure 10

(a) Annual variations by sector of use of the regularized volumes of the reservoirs of Eastern Algeria (average period: 1990/1991–2012/2013). (b) Annual variations by sector of use of the regularized volumes of the Hammam Debagh dam (period: 1990/1991 to 2015/2016).

Figure 10

(a) Annual variations by sector of use of the regularized volumes of the reservoirs of Eastern Algeria (average period: 1990/1991–2012/2013). (b) Annual variations by sector of use of the regularized volumes of the Hammam Debagh dam (period: 1990/1991 to 2015/2016).

Close modal

The extreme values recorded over the years range from 92.3 hm3/year (77.7% of the Cheffia dam reserve at the beginning of the year, ensuring a satisfaction rate of 97.1%) to 0 hm3/year in some particularly dry years. This is to be linked to the low level of the dam reserve in certain years. As well, this is due to the incomplete supply and distribution networks for the benefit of the usage sectors, which leads to the non-exploitation of water reserves in dams.

For more detail, we will study the regulated volume evolution of the Hammam Debagh dam over the period from 1990/1991 to 2015/2016. This volume is distributed over three sectors of use, with the irrigation sector occupying first place (69.04%), followed by the drinking water sector (27.5%), and finally the industrial sector (3.4%).

The industrial water supply appeared in 1990/1991 then in 1995/1996, following the water shortage that affected the industrial zone of Annaba. The part allocated to the drinking water supply of the agglomeration of Guelma and the small centers close to the dam represents an annual volume of about 9 hm3 on average. The gradual increase in abstraction for drinking water supply peaked at 18.6 hm3 in 2015/2016 (Figure 10(b)).

The dam began to supply water for irrigation of the Guélma-Bouchegouf perimeter (total equipped area of 12,200 ha) in May 1996. Since then, the volumes intended for irrigation have been very variable from 1 year to another, the minimum being recorded in 1995/1996 (7.1 hm3) and the maximum in 2014/2015 (46.9 hm3).

The focus of the statistical analysis of water balances on a sample of ten dams (out of a total of 32 dams in operation) made it possible to study the hydrological behavior of these structures, the geographical distribution of which is representative of the very contrasting regional climatic context (from humid to arid climates).

The results of the reduced center of inputs and rainfall indicate a strong relationship between these variables, which is expressed graphically and statistically (the regional index). A cyclicity resulting in a clear increase in dry hydrological years from 1990/1991 to 2001/2002 and a return of wet years from the year 2002/2003 is highlighted. The annual to multi-annual temporal variability of inputs and rainfall by the wavelet transform indicates that this evolution is structured by four modes of variability in particular: 1, 2, 5–8, and 5–12 years. Three periods are globally identified for the inputs: before 2001/2002, between 2002/2003, 2006/2007, and after 2006/2007. The same periods have been identified in the rainfall series, with slight shifts in the years. The study of the input/rain relationship by wavelet coherence has shown that the main modes of variability of input and rainfall are highly similar; the average total coherence observed is 91%. The results showed that the variability of these parameters appears to be half related to the variability of the NAO and MOI indices.

The distribution of the water balance terms of the dams highlights the significant importance of the average annual evaporated volumes and their spatial variations linked to the climatic contexts as well as to the influence of the extent and depth of the reservoirs. In addition, the volume of water leaks varies from one dam to another depending on the geological and geotechnical conditions of the installation sites. The presence of fairly developed karst formations on the settlement sites (basin and banks of the dyke) largely explains these losses. Flood discharges reflect remarkable volumes subtracted from the region's water use balances; the spatio-temporal nuances that characterize them are linked to the importance of the floods in the year and to the values reached by the maximum instantaneous flows.

The variability of water balances severely influences the volumes allocated to the different uses. The degree of inflow regulation failure requires the implementation of dynamic management of dam water reserves. In order to compensate for the unequal distribution of dams across the territory and to reduce the effects of droughts, the insertion of interconnected planning systems, making the basins of Eastern Algeria solidary, is a necessity.

These results open up new avenues of research to improve and deepen our scientific knowledge of the hydrological problems of dams in Eastern Algeria:

  • Specific understanding of the impact of physical factors in the catchment on hydrological variability.

  • Impact of external factors (other climatic indices) on hydrological variability.

  • Flood flow modeling on a set of dams to improve dam management.

  • Study of specific erosion in catchment areas, with the aim of comparing these results with those calculated using bathymetric surveys.

This article benefited from the scientific support of the Algerian-French PROFAS B+ Program (2018/2019) and the PHC Maghreb scientific cooperation project (17 MAG 32), between our laboratory (LASTERNE, Constantine) and our partners at the University of Rouen (UMR CNRS 6143 M2C, and UMR IDEES CNRS 6226; Ms Valérie Mesnage, PHC Coordinator). May they all be thanked for this fruitful collaboration. In addition, the authors would like to thank Mr Khaled DJIR and Mr Mourad HOUGLAOUEN (ANBT, Algiers), Mr Yazid LADASI (ANB, Zardezas Dam), Messrs. Mounir MEGHZILI and Mohamed NEKAKA (ANB, Beni Haroun Dam).

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

The authors declare there is no conflict.

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