S2.Theoretical framework - Springer Static Content Server

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S1. Droughts and drought parameters
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Any objective definition of droughts would take into consideration the duration, deficit and threshold at which
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droughts are said to occur (Dracup et al. 1980). These are important because any specific drought must have a given
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duration in time ranging from a few days to several weeks and years; a given moisture deficit that warrants the
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appellation drought and a specific moisture threshold below which droughts are said to occur. However, a major
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challenge in drought studies and synthesis has been the difficulty for the scientific community to arrive at specific
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globally acceptable moisture deficits, moisture shortage durations and thresholds at which droughts are said to
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occur. These polemics are fueled by the fact that environmental conditions and perceptions of what constitutes a
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water deficit, drought duration and threshold varies from place to place (Lamb 1982; Glantz 1994). Whatever the
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case, if scientists seem to agree on one thing, it is the fact that droughts are unpredictable as they remain recurrent.
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While several types of droughts have been reported in the literature, the three main types are: agricultural droughts
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(declines in agricultural yields), hydrological drought (declines in discharge in rivers and streams) and
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climatological droughts (declines in rainfall) (Dracup et al. 1980; Glantz 1994).
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In terms of drought parameters, the duration is marked by the period from the start to the end of a drought and
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represented by D1, D2, D3, and D4 on fig. S1. The deficit on the other hand is represented on fig. S1 by S1, S2, S3
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and S4 and it denotes the moisture level below the threshold (QO). The threshold (QO) is the minimum moisture
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level below which droughts occurs. The inter-event time represented on fig. S1 by T1, T2 and T3 is the period of
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moisture deficit below the minimum moisture threshold (QO) between two droughts. V1, V2 and V3 on fig.S1
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represent the inter-event volume which is the period of moisture surplus above the minimum threshold (QO)
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between two droughts. Normally, when there is a drought the moisture is said to be below the threshold (QO). This
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is followed by the inter-event time which is a period of recovering moisture which however is still below the deficit.
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Once there is a recovery, the cycle gets into the inter-event volume which is the moisture surplus above the
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threshold. If the inter-even volume is not properly handled, the moisture level falls below the threshold and a new
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drought begins. All in all, the critical issue is the subjective water content below which there is a deficit at which
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crops, plant, forests and rivers are unable to have sufficient water for survival and discharge (Fleuret 1986;
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Tallaksen et al. 1997).
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Fig. S1. Sketch of the different drought parameters. Source: Inspired from Tallaksen et al.
(1997).
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S2.Theoretical framework
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Theoretically, the principal causes of droughts in the Sahel are changes in SST, surface albedo; dust feedbacks and
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human induced climate change (CC) (fig. S2). One of the reasons why it is difficult to subscribe to a single factor as
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the main cause of droughts is linked to the high degree of interdependence and feedbacks between these variables
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(Hosseini et al. 2009). Lower SST for example would lead to drier conditions because of limited convection;
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increase albedo through reduced vegetation cover while increased albedo will reinforce drier conditions (Hulme,
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2001). Increase albedo would be accompanied by increase atmospheric dust transportation (Zeng 2003) in the
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atmosphere due to reduced vegetative cover (Zeng 2003). The feedbacks from dust accumulations are, higher
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temperatures due to reduced rainfall, higher albedo (Nicholson et al 1998) due to reduced vegetation cover and
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increase effects of human induced CC (Vecchi and Soden 2007). The latter would generally increase dust feedback,
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albedo and temperatures (Shanahan, et al. 2009).
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Fig. S2. Spatially aggregated rainfall anomaly in standard deviations against years for the Sahel between 1900 and
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2010. Source: Inspired from New et al. (2000) and After Anyamba and Tucker (2005).
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In general, droughts would have effects on forests, biodiversity, crop yields and aquatic systems (Hosseini et al.
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2009). Generally, when droughts occur, reduced water availability leads to increase tree mortality in many parts of
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the world such as in the boreal forests of Canada and in the Sahel (Peng et al. 2011; Zeng 2003), reduced biomass
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carbon stock, increased atmospheric CO2 (Ma et al. 2012; Molen et al. 2011) and reduced crop yields (Dilley et al.
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2005). Increase tree mortality may also lead to reductions in the water balance at the land phase of the hydrological
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cycle). The feedbacks of reduced crop yields on the other components have not been sufficiently researched. In the
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Sahel, health and national security problems linked to HIV/AIDS and Malaria (Muller 2004;UNAIDS 2002) and
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civil wars (resource wars) such as the rush for diamonds in Angola are making it difficult for the people to
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effectively handle the effects of droughts especially on food systems. These diseases and wars erode human capital
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and provide unstable conditions which reduce the population’s ability to work on their farms (Patz and Olson 2006;
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U.S Centers for Disease Control 1973).
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S3. Principal Drought Types, Indices and Quantification methods
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The three principal types of droughts are meteorological, hydrological and agricultural (Mishra and Singh 2010;
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Hosseini et al. 2009; Tallaksen et al. 1997; Glantz 1994). Meteorological droughts are concerned with the rainfall
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levels at which droughts are said to occur. This has been quantified with the use of the Standardized Precipitation
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Index (SPI) that relies essentially on rainfall (McKee et al. 1993), the Palmer Drought Severity Index (PDSI) and the
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Standardized Precipitation Evapotranspiration Index (SPEI) which both use precipitation, evapotranspiration and
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soil moisture (Palmer 1965; Vicente-Serrano et al. 2010). In the case of hydrological droughts, reference is made to
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changes in the amount of water discharged by rivers or through overland flow. This is often measured using the
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Palmer Hydrological Drought Index (PHDI) (Palmer 1965) and the Surface Water Supply Index (Palmer 1968).
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Agricultural droughts represent moisture shortage that affects crop growth. This has also been quantified using the
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Crop Moisture Index (CMI) (Palmer 1968), Crop Specific Drought Index (CSDI) (Meyer et al. 1993) and Crop
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Water Stress Index (CWSI) (Idso et al. 1981; Zarger et al. 2011; Zelenhasic and Salvai 1987).
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In the case of drought modeling and quantification, several methods have been used (see fig. S3). However, greater
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emphasis will be given to drought forecasting in this section. This method is critical in drought management in the
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Sahel as it plays a vital role in drought early warning signals and mitigation (Mishra and Singh, 2011; Zhao et al.
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2011). Drought forecasting has several techniques such as regression models (Leilah and Khateeb 2005; Li et al.
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1996; Liu and Negron-Juarez 2001; Mishra and Singh 2011), time series models (Mishra and Desai 2005). Other
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forecasting methods are achieved through probability models, artificial neural network, hybrid models, long-lead
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forecasting and data mining (Morid et al. 2007; Kim and Valdes 2003; Dhanya and Nagesh Kumar 2009). Other
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non-drought forecasting methods include drought probability, time series analysis and global (regional) climate
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models (Dupuis 2010; Kim et al. 2003; Chowdhary and Singh 2010; Santos 1983; Shin and Salas 2000; Kim et al.
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2002; Soule 1992; Wang 2005; Rind et al. 1990; Mishra and Singh 2010; Westphal et al. 2007; Zagar et al. 2011).
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Fig. S3. Schematic representation of the various techniques of drought simulation and quantification. Source:
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Inspired from Mishra and Singh (2011).
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S4. Sahelian Rainfall Trends prior to and during the 20th Century
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Prior to the 1960s, data on droughts could mainly be obtained from palaeoclimatic sources which indicated
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enhanced aridity in the Sahel during the glacial era (Sweezy 2001; Goudie and Middleton 2001; Jolly et al. 1998).
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About 21 thousand years ago, the Sahara desert occupied a much larger area than at present as revealed by the dating
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of fossil dunes around 5 °S of the present extent of the mobile dunes (Kukla and Gavin 2004; Tucker and Dregne
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1991). Measurements at the 200 mm/year rainfall isohyet reveal that in 1984 the size of the Sahara at this point was
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about 9 million Km2 while in 1994 it measured about 8 million Km2 due mainly to orbital forcings (Tucker and
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Nicholson 1999).
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The Sahel has experienced alternating sub-millennial scale humid and arid blips against a backdrop of greater aridity
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than existed before the Saharan desiccation which started some 5 thousand years ago (Stokes et al. 2004). Brooks
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(1998) makes mention of a sequence of arid and humid eras when he describes an arid period from 300 BC-300 AD
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when the Sahara was said to be drier than at any other time during the past 2000 years; this was followed by a wetter
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period from 300 AD to 1100 AD and a progressive arid period from 1100 AD-1500 AD (Nicholson 1998; Fleitmann
92
et al. 2003).
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It is suggested that the lack of reliable data between 1900 and 1940 on rainfall variability has been a major hurdle
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for prognostics (Grove 1973; Lamb 1982). As such, historical records of fire, tree rings and water levels from rivers
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Senegal and Niger and Lake Chad suggest that among the years 1921, 1926 and 1931 that had evidence of droughts
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(Bunting et al. 1976; Tanaka et al. 1975); the droughts of 1931 were as severe as those of 1982/1984 (Tippett 2006).
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A critical analysis of some pre 1960 rainfall anomalies contradicts this view and shows that among the most
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remarkable periods of droughts in the 20th century Sahel which were (1910-1915, 1926-1927, 1940-1950, 1972-
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1973, 1982-1985); only the droughts of 1910-1915 can be compared to those of 1982-1985 based on the intensity of
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the deficits in moisture (fig. S4) (Dai et al. 2004; New et al. 2000; Anyamba and Tucker 2005; Olsson 1993; Glantz
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1994; Nicholson 1998; Nicholson et al. 1996; New et al. 2000; Bell et al. 2000).
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2
1.5
1
0.5
2010
2005
2000
1995
1990
1985
1980
1975
1970
1965
1960
1955
1950
1945
1940
1935
1930
1925
1920
1915
1910
-0.5
1905
0
1900
Annual rainfall anomaly in the Sahel
2.5
-1
-1.5
-2
-2.5
Years
Rainfall
103
104
Fig. S3. Spatially aggregated rainfall anomaly in standard deviations against years for the Sahel between 1900 and
105
2010. Source: Inspired from New et al. (2000) and After Anyamba and Tucker (2005).
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107
108
109
110
111
112
113
114
115
116
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Table S1. Synthesis of the causes of Droughts
Key Findings
References
Sea surface temperatures
Giannini et al. 2008; Zeng 2003; Wolff et al. 2011
Vegetation and land degradation
Wang et al. 2005;Charney et al.1977
Dust feedbacks
Hui et al. 2008;Prospero and Lamb 2003
Human induced climate change
Giannini et al.2003;Hulme 2001;Gonzalez et al. 2012
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119
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Table S2. Synthesis of the effects of Droughts
Key Findings
References
Increase forests dieback
Gonzalez et al. 2012; Nicholson 2001
Reduced tree species diversity
Gonzalez 2001; Allen et al. 2009
Reduced carbon sequestration
Woomer et al. 2004
Forest Retraction
Gonzalez 2001
Reduced crop yields
Haile 2005; Clover 2010 Olsson 1993
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122
123
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