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TRANSCRIPT
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Source: Petja, B.M., Moeletsi, M.E, van Zyl, D, Mpandeli, N.S. and Sibandze, P. (2008)
Drought Mapping in South Africa using Coarse Resolution Satellite Imagery. Report No.
GW/A/2008/44. ARC-Institute for Soil, Climate and Water. Pretoria.
Chapter 2: Literature Review on Drought
2.1. Introduction
Drought is a deficiency in precipitation over an extended period, usually a season or
more, resulting in a water shortage causing adverse impacts on vegetation, animals, and
people (NOAA, 2006). Precipitation is the primary factor controlling the incidence,
formation and persistence of drought conditions, but evapotranspiration is also an
important variable (Lloyd-Hughes and Saunders, 2002). Drought in South Africa is a
very important phenomenon that affects not only agricultural production but also society.
Some describe drought as a sustained and extensive occurrence of below average natural
water availability, and can thus be characterized as a deviation from normal conditions of
variables such as precipitation, soil moisture, groundwater and streamflow (Runtunuwu,
2005). It is a recurring and worldwide phenomenon, with spatial and temporal
characteristics that vary significantly from one region to another (NOAA, 2006;
Runtunuwu, 2005; Loukas and Vasiliades, 2004; Wilhelmi and Wilhite, 2002). Drought
is a disastrous natural phenomenon that has significant impact on socio-economic,
agricultural, and environmental spheres (Bhuiyan, 2004; Finan and Nelson, 2001; Loukas
and Vasiliades, 2004). Its effects are recorded even in following periods when
precipitation occurs normally. Damages due to drought depend on its intensity, duration,
frequency and the affected area (Scripcariu et al., undated). This chapter provides a
review of literature on drought. It starts by identifying different types of drought together
with a focus on operational drought indices. It further focuses on the use of remote
sensing in mapping and monitoring drought and the related satellite-derived drought
indices. The chapter concludes by focusing on policy issues related to drought.
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2.2. Types of Drought
There are four main types of drought, namely: a) meteorological drought, b) hydrological
drought, c) agricultural drought and d) socio-economic drought. The first three categories
are referred to as environmental droughts whilst the socio-economic drought is
considered a water resources systems drought (Loukas and Vasiliades, 2004).
a) Meteorological drought occurs when there is a lack of precipitation over a large
area and for an extensive period of time and is usually defined in comparison to “normal”
or average rainfall at that particular place (NOAA, 2006). Rainfall can be coupled with
either evaporation or temperature to fully identify drought (Runtunuwu, 2005).
Definitions of meteorological drought must be considered as region specific since the
atmospheric conditions that result in deficiencies of precipitation are highly variable from
region to region. Some definitions of meteorological drought identify periods of drought
on the basis of the number of days with precipitation less than some specified threshold,
while other definitions may relate actual precipitation departures to average amounts on
monthly, seasonal, or annual time scales.
b) Hydrological drought is applied to less than normal amounts of water in the
different types of water bodies, represented by low water levels in streams, reservoirs and
lakes as well as a low groundwater level. Usually, hydrological droughts are further
divided into streamflow droughts and groundwater droughts depending on which type of
water body is observed (Fleig, 2004). Hydrological drought follows periods of extended
precipitation shortfalls that impact water supply and potentially resulting in significant
societal impacts. Due to the fact that regions are interconnected by hydrologic systems,
the impact of meteorological drought may extend well beyond the borders of the
precipitation-deficient area (NOAA, 2006). Whether a meteorological drought leads to
deficits in soil water, surface water and groundwater, depends not only on the lack of a
sufficient water input into the hydrological system of the area (no or too little
precipitation) but also on the rate of water losses, naturally, through evapotranspiration or
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discharge from the area, or artificially, through various kinds of human activities (Fleig,
2004).
c) Agricultural drought occurs when there isn’t enough moisture to support
average crop production on farms or average grass production on rangeland (Nain et al.,
2005). When soil moisture is lacking, this may hinder proper plant development, leading
to low plant numbers and eventually lower final yield. Agricultural drought is a difficult
concept to define as it involves not only the range of water deficiency but its shortage in
relation to the plant’s need. The water demand of the crop, in turn, depends on its variety,
state and stage of its growth (Chowdhury and Gore, 1989). For instance, 6-7 days without
rainfall may characterize a severe drought period for shallow-rooted crops, whereas for
crops with deep rooting systems this may not be considered drought (Brunini et al.,
2000). The concept of agricultural drought also varies depending on the soil
characteristics. Soils with a deep profile and good water retention capability provide a
good water reservoir and also facilitate root expansion. Shallow soils enhance drought
because of the smaller volume of stored water in the soil layer (Brunini et al., 2000).
d) Socio-economic drought is associated with the failure of water resources systems
to meet the societal water demands (Loukas and Vasiliades, 2004). A socio-economic
drought takes place when the supply of an economic good (water) cannot meet the
demand for that product, and the cause of this shortfall is weather related. Socio-
economic droughts occur when there is widespread and significant deficiency of rainfall
(Nain et al., 2005).
2.3. Drought Indices
It is not possible to avoid meteorological droughts, but they can be predicted and
monitored, and their adverse impacts can be alleviated (Smakhtin and Hughes, 2007).
Drought monitoring is an essential component of drought risk management. It is normally
performed using various drought indices that are effectively continuous functions of
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rainfall and other hydrometeorological variables (Saeid et al., 2006). It is necessary, for
the analysis of droughts, to detect several drought features such as the onset and end time
of drought, drought duration, drought areal extent, drought severity, drought frequency,
and to link the drought variability to climate (Loukas and Vasiliades, 2004). The
quantification of drought and monitoring is of critical importance politically,
economically and environmentally in most countries. Policy makers at the national level,
the provincial governments, researchers, farmers and water managers and
national/international relief agencies are all interested in reliable and accurate drought
information (Runtunuwu, 2005).
There are different indices which have been developed in the past to quantify
environmental droughts. Drought indices assimilate data on rainfall, temperature,
streamflow, and other water supply indicators into a comprehensible big picture that is far
more useful than raw data for decision making (NOAA, undated). The indices used
include deciles index (DI), percent of normal (PN), standard precipitation index (SPI),
Palmer Drought Severity Index (PDSI), Standardized Water-level Index (SWI), Effective
Drought Index (EDI), Normalized Difference Vegetation Index (NDVI), Crop Moisture
Index (CMI), Vegetation Condition Index (VCI), Temperature Condition Index (TCI),
and Vegetation Health Index (VHI) (Bhuiyan, 2004; Saeid et al., 2006). The DI, PN and
SPI have been used to monitor meteorological drought. The SWI has been developed for
efficient analysis of hydrological drought, while, the NDVI, VCI, TCI, PDSI and VHI
have been developed to assess vegetative drought in the terrain (Bhuiyan, 2004).
2.3.1. Percent of Normal (PN)
PN is calculated by dividing actual precipitation by the long-term mean and multiplying
by 100%. This can be calculated for a variety of time scales (weekly, monthly, annual
etc). The percent of normal precipitation is one of the simplest measurements of rainfall
for a location. Analyses using the PN are very effective when used for a single region or a
single season (Hayes, undated).
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2.3.2. Decile Index (DI)
In this method, monthly precipitation totals from a long-term record are first ranked from
highest to lowest to construct a cumulative frequency distribution. The distribution is
then split into 10 parts (deciles) (Hayes, undated). The first decile is the precipitation
value not exceeded by the lowest 10% of all precipitation values in a record, the second is
between the lowest 10 and 20%, etc. Any precipitation value can be compared with and
interpreted in terms of these deciles. Decile Indices are often grouped into five classes,
two deciles per class. If precipitation falls into the lowest 20% (deciles 1 and 2), it is
classified as “much below normal”. Deciles 3 and 4 (20–40%) indicate “below normal”
precipitation, deciles 5 and 6 (40–60%) give “near normal” precipitation, deciles 7 and 8
(60–80%) “above normal” and deciles 9 and 10 (80–100%) are “much above normal”
(Smakhtin and Hughes, 2007; Hayes, undated).
2.3.3. Standard Precipitation Index (SPI)
The SPI was developed to quantify the precipitation deficit for multiple time scales, such
as for 3-, 6-, 9-, and 12- month prior periods relative to the long-term mean (Loukas and
Vasiliades, 2004; Steinemann et al., 2005). The observed rainfall is represented as a
standardized departure with respect to a rainfall probability distribution function
(Giddings et al., 2005). The SPI calculation for any location is based on the long-term
precipitation record for a desired period (Hayes, undated). This long-term record is fitted
to a probability distribution, such as the Gamma distribution or Pearson III, so that a
percentile on the fitted distribution corresponds to the same percentile on a Gaussian
distribution (Steinemann et al., 2005; Hayes, undated). That percentile is then associated
with a Z-score for the standard Gaussian distribution and the Z-score is the value of the
SPI (Steinemann et al., 2005), where Z-Score = (X – Average)/Standard deviation.
The categories of the SPI are shown in Table 2.1 (Lloyd-Hughes and Saunders, 2002;
Loukas and Vasiliades, 2004).
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Table 2.1. SPI values and categories
SPI Values Drought Category
2.0 and more extremely wet
1.5 to 1.99 very wet
1.0 to 1.49 moderately wet
-.99 to .99 near normal
-1.0 to -1.49 moderately dry
-1.5 to -1.99 severely dry
-2 and less extremely dry
2.3.4. Palmer Drought Severity Index (PDSI)
The PDSI was created by Wayne Palmer in the 1960s. Palmer developed the index using
monthly data, but it could be computed on a weekly or even daily basis instead of
monthly (Lloyd-Hughes and Saunders, 2002). The PDSI is derived from a moisture
balance model, using historic records of precipitation, temperature, and the local
available water capacity of the soil (Heim, 2005; Steinemann et al., 2005). The PDSI is
computed using the following steps (Bhalme and Mooley, 1979; Lloyd-Hughes and
Saunders, 2002):
1) Month-by-month water balance accounting for a long series of years, using two-
layer soil model and taking into account rainfall, evapotranspiration, soil
moisture, and runoff.
2) Estimation of potential evapotranspiration (PE) by Thornthwaite's method, and of
potential recharge (PR), potential run off (PRO) and potential loss (PL).
3) Computation of the climatological coefficients of evapotranspiration (α), recharge
( ), run off ( ) and soil moisture loss ( ) for each of the months on the basis of
long-period climatological data, where α= ORPORRPREPTE /,/,/ ,
and LPL /
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4) Computation of CAFEC (Climatically Appropriate For Existing Conditions)
precipitation, P̂ , by using the climatological coefficients, and potential
evapotranspiration, potential recharge, potential run off and potential loss in the
water balance equation, P̂ = (αPE + βPR + yPRO + δPL)
5) Computation of moisture anomaly, P- P̂ , where P is precipitation during the
month is an indicator of water deficiency for each month.
6) Estimation of weighting factor for weighting moisture anomaly. The moisture
anomaly, d = (P- P̂ ) multiplied by a weighting factor, K, gives the moisture
anomaly index, Z = Kd. This moisture anomaly index permits comparison in
space and time of moisture anomaly.
7) The Weighting factor
'
12
1
'
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KD
KK where
^
PPD and
8) 50.0/80.2log5.1'
D
LP
RORPEK
9) Derivation of drought severity equation by considering accumulated moisture
anomaly index values during the driest periods of various lengths. Palmer's
Drought Index equation is:
10) iii ZPDSIPDSI3
1897.0 1 where the PDSI of the initial month in a dry or wet
spell is equal to iz3
1.
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2.3.5. Standardized Water-Level Index (SWI)
SWI has been developed to scale the groundwater recharge deficit. The equation for
calculating SWI is (Bhuiyan, 2004):
/imij WWSWI where Wij is the seasonal water level for the ith well and jth
observation, Wim its seasonal mean, and σ is its standard deviation.
Since groundwater level is measured down from the surface, positive anomalies
correspond to drought and negative anomalies correspond to ‘no-drought’ or normal
condition (Bhuiyan, 2004).
2.3.6. Effective Drought Index (EDI)
The EDI is calculated with a daily time step; however, its principles can be used similarly
with monthly precipitation data. The EDI is a function of precipitation needed for a return
to normal conditions (PRN). PRN is precipitation, which is necessary for the recovery
from the accumulated deficit since the beginning of a drought (Smakhtin and Hughes,
2007). PRN, in turn, effectively stems from monthly effective precipitation (EP) and its
deviation from the mean for each month. EDI values are standardized, which allows
drought severity at two or more locations to be compared with each other regardless of
climatic differences between them (Smakhtin and Hughes, 2007). EDI varies in the range
from -2 to 2 and it has thresholds indicating the range of wetness from extremely dry to
extremely wet conditions (Table 2.2).
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Table 2.2. EDI values and categories
EDI Values Drought Category
2.0 and more extremely wet
1.5 to 1.99 very wet
1.0 to 1.49 moderate wetness
-.99 to .99 near normal
-1.0 to -1.49 moderate drought
-1.5 to -1.99 severe drought
-2 and less extremely dry
2.3.7. Crop Moisture Index (CMI)
The CMI, also developed by Palmer (1968), is a complement to the PDSI. It measures the
degree to which crop moisture requirements are met, is more responsive to short-term
changes in moisture conditions and is not intended to assess long-term droughts. CMI is
normally calculated with a weekly time step and is based on the mean temperature, total
precipitation for each week and the CMI value from the previous week (Hayes, undated).
2.4. Drought Mapping and Monitoring using Remote Sensing
Drought is a recurrent climate process occurs with uneven temporal and spatial
characteristics over a broad area and over an extended period of time. Therefore,
detecting drought onsets and ends and assessing its severity using satellite-derived
information are becoming popular in disaster, desertification, and climate change studies.
Drought has a disturbing effect not only on agricultural productivity and hydrological
resources but also on the natural vegetation, and hence it may accelerate desertification
processes when associated with destructive human activities (i.e., overgrazing) in semi-
arid areas (Bayarjargal et al., 2006).
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2.4.1. Historical Background of Vegetation Indices and Applications
The reason that plants look so green is not because they are reflecting a lot of green light,
but because they are absorbing much of the rest of the visible light spectrum. The cells in
plant leaves are very effective scatterers of light because of the high contrast in the index
of refraction between the water-rich cell contents and the intercellular air spaces.
Vegetation is very dark in the visible spectrum (400 nm-700 nm) because of the high
absorption of pigments that occur in leaves, i.e. chlorophyll and xanthophyll. There is a
slight increase in reflectivity around 550 nm (visible green) because the pigments are
least absorptive there. There is no strong absorption in the spectral range 700 nm-
1300 nm; hence plants appear very bright (Figure 2.1). A vegetation index is a number
that is generated by a combination of remote sensing bands that has some algebraic
relationship to the amount or vigour of vegetation in a given image pixel (Arizona State
University NASA Space Grant Program, 2002).
Figure 2.1 The graph of spectral reflectance for Acacia karoo canopy cover (obtained
using the ARC - ISCW’s in-house ASD field spectrometer).
Filter justification for NDVI
The vegetation indices assume that all bare soil in an image will form a hypothetical line
in spectral space that describes the variation in the spectrum of bare soil in the image.
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The line can be found by locating two or more patches of bare soil in the image having
different reflectivity and finding the best fit line in spectral space. Nearly all the
commonly used vegetation indices are concerned with red and near-infrared space, so a
red-near-infrared line for bare soil is assumed. This line is considered to be the line of
zero vegetation. Isovegetation lines, or lines of equal vegetation, converge at a single
point for the "ratio based" indices. These indices measure the slope of the line between
the point of convergence and the red-NIR point of the pixel. One of the first vegetation
indices to be developed was the Ratio Vegetation Index (RVI). Essentially, the ratio of
NIR to red is used as the vegetation component of the scene expressed as RVI: RVI
=NIR/red. This is a ratio-based index and the isovegetation lines converge at the origin.
The soil line has a slope of unity and passes through the origin with range zero to infinity
(Arizona State University NASA Space Grant Program, 2002).
For the data to best show vegetation, it is necessary to ratio two different band lengths in
order to minimize albedo effects and atmospheric noise. Essentially a band where
vegetation is bright on top of the ratio and a band where vegetation is dark on the bottom
are needed. For example a camera contains a red pass filter that picks up the visible red
and NIR bands (approximately 650 nm - 1000 nm) where vegetation appears bright and a
second camera has a 550 nm short wave pass filter, which makes vegetation, seem dark.
Also, the spectral sensitivity of the second camera (420 nm – 600 nm) allows for further
applications such as coastal mapping, water body penetration, forest mapping, and
deciduous/coniferous differentiation (Arizona State University NASA Space Grant
Program, 2002).
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2.4.2. Satellite - Derived Vegetation Indices
When, working with remotely sensed vegetation indices, two important assumptions are
made. Firstly it is accepted that certain algebraic functions utilizing certain remotely
sensed bands provide information about vegetation. Secondly, it is accepted that bare soil
in an image will form a line in spectral space. The soil line is a theoretical line in spectral
space that describes the variations found in bare soil. Kauth and Thomas (1976)
developed a method to obtain the soil line, but the easiest method is to obtain the soil line
through a scatter plot of the RED and NIR pixels in an image. The determination of the
soil line does, however, require the use of judgement. The user can therefore have an
influence on the results.
NDVI
The concept of the Normalized Difference Vegetation Index (NDVI) was first illustrated
by Kriegler et al. in 1969, but the index itself can be accredited to Rouse et al. (1973).
NDVI has values varying between -1 and 1, while the RVI ranges from 0 to infinity. RVI
and NDVI are functionally equivalent and related to each other as follows:
NDVI = (RVI-1)/ (RVI+1)
This is also a ratio-based index with isovegetation lines converging at origin. The soil
line has slope of 1 and passes through origin. The range is between -1 to +1.
NDVI = (NIR-red)/ (NIR+red)
NDVI for NOAA-AVHRR
The NDVI in AVHRR is the difference of near-infrared (channel 2) and visible (channel
1) reflectance values normalized over the sum of channels 1 and 2 (NIR-VIS)/
(NIR+VIS). The NDVI equation produces values in the range of -1 to 1, where increasing
positive values indicate increasing green vegetation and negative values indicate non -
vegetated surface features such as water, barren, ice, snow, or clouds. The NDVI can be
derived at several points in the processing flow. To retain the most precision, the NDVI is
derived after calibration of channels 1 and 2, prior to scaling to byte range. Computation
of the NDVI must precede geometric registration and resampling to maintain precision in
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this calculation. To scale the computed NDVI results to byte data range, the NDVI
computed value, which ranges from -1 to 1, is scaled to the range of 0 to 255, where
computed -1 equals 0, computed 0 equals 100, and computed 1 equals 255. As a result,
NDVI values less than 100 now represent clouds, snow, water and other non-vegetative
surfaces and values equal to or greater than 100 represent vegetative surfaces. NDVI is
calculated from the visible and near-infrared light reflected by vegetation. Healthy
vegetation absorbs most of the visible light that hits it, and reflects a large portion of the
near-infrared light. Unhealthy or sparse vegetation reflects more visible light and less
near-infrared light (Upper Midwest Aerospace Consortium, 2002).
The first AVHRR channel is in a part of the spectrum where chlorophyll causes
considerable absorption of incoming radiation, and the second channel is in a spectral
region where spongy mesophyll leaf structure leads to considerable reflectance (Tucker,
1979). The NDVI is a ratio, which has been shown to be highly correlated with
vegetation parameters such as green-leaf biomass and green-leaf area (Justice et al.,
1985). A ratio between bands is of considerable use in reducing variations caused by
surface topography (Holben and Justice, 1981). It compensates for variations in radiance
as a function of sun elevation for different parts of an image. The ratios do not eliminate
additive effects caused by atmospheric attenuation, but the basis for the NDVI and
vegetation relationship generally holds. The soil background contributes a reflected
signal apart from the vegetation, and interacts with the overlying vegetation through
multiple scattering of radiant energy. Huete (1988) found the NDVI to be as sensitive to
soil darkening (moisture and soil type) as to plant density over partially vegetated
areas (Climatology Interdisciplinary Data Collection, 2002).
NDVI as an indicator of drought
Satellite remote sensors can quantify what fraction of the photosynthetically active
radiation is absorbed by vegetation. In the late 1970s it was found that net photosynthesis
is directly related to the amount of photosynthetically active radiation that plants absorb.
In short, the more a plant is absorbing visible sunlight (during the growing season), the
more it is photosynthesizing and the more productive it is. Conversely, the less sunlight
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the plant absorbs, the less it is photosynthesizing, and the less productive it is. Either
scenario results in an NDVI value that, over time, can be averaged to establish the
"normal" growing conditions for the vegetation in a given region for a given time of the
year. In short, a region’s absorption and reflection of photosynthetically active radiation
over a given period of time can be used to characterize the health of the vegetation there,
relative to the norm.
IPVI
IPVI is the Infrared Percentage Vegetation Index. The Infrared Percentage Vegetation
Index (IPVI) was developed by Crippen (1990). Crippen found the use of the RED in the
numerator of the formula to be irrelevant, and suggested that the IPVI was easier to
calculate. It is restricted to values between 0 and 1, which eliminates the need for storing
a sign for the vegetation index values, hence improving calculation speed. IPVI and
NDVI are functionally equivalent and related to each other.
IPVI = (NDVI+1) / 2
This is a ratio-based index. The soil line has slope of 1 and passes through origin with the
range 0 to +1.
IPVI = NIR / (NIR+red)
DVI
The Difference Vegetation Index (DVI) was first described by Lillesand and Kiefer in
1987. However, Richardson and Everitt (1992) further experimented its applications.
DVI = NIR – RED
PVI
The Perpendicular Vegetation Index (PVI) can be seen as a generalized version of the
DVI (Richardson and Wiegand, 1977). The PVI is very sensitive to atmospheric
variations, and good atmospheric correction is needed (Qi et al., 1994).
PVI = sin(a) NIR – cos(a) RED
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where
a = angle between soil line and NIR
WDVI
The Weighted Difference Vegetation Index (WDVI) was introduced by Clevers (1988)
and is a simpler version of the PVI.
WDVI = NIR – g × RED
where
g = slope of soil line
Various vegetation indices were developed to eliminate soil noise. Different soils have
different spectral signatures. The above indices assume a single soil line, but there are,
however, soils with different soil lines present in most imagery. The indices that correct
for soil noise are generally less sensitive than NDVI when monitoring change in
vegetation cover, and are more sensitive to atmospheric variations (Qi et al., 1994).
SAVI
SAVI (Soil Adjusted Vegetation Index) is a hybrid between the ratio - based indices and
perpendicular indices. The reasoning behind this index is that it acknowledges that the
isovegetation lines are not parallel and that they do not all converge at a single
point (Figure 2.2). The initial construction of this index was based on measurements of
cotton and range grass canopies with dark and light soil backgrounds, and the adjustment
factor L which gave equal vegetation index results for the dark and light soils. The result
is a ratio-based index where the point of convergence is not the origin. The point ends up
being in the quadrant of negative NIR and red values, which causes the isovegetation
lines to be more parallel in the region of positive NIR and red values than is the case for
RVI, NDVI, and IPVI (Huette, 1988).
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Figure 2.2 Soil Adjusted Vegetation Index (SAVI) (Adapted from Huete, 1988)
SAVI = (NIR-red) / (NIR+red+L) / (1+L)
where L is a correction factor which ranges from 0 for very high vegetation cover to 1 for
very low vegetation cover. The most typically used factor is 0.5, which is for
intermediate vegetation cover. This multiplicative term is present in SAVI to cause the
range of the vegetation index to be from -1 to 1. This is done so that the index reduces to
NDVI when the adjustment factor L tends to zero (Arizona State University NASA Space
Grant Program, 2002).
TSAVI
The Transformed Soil Adjusted Vegetation Index (TSAVI) was developed by Baret et al.
(1989, 1991). This index assumes that the soil line has random slope and intercept, and it
makes use of these values to correct the vegetation index. The X parameter was
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introduced to reduce soil background effect. Literature suggests the use of 0.8 for the X
parameter.
TSAVI = s(NIR – s × RED – a) ÷ (a × NIR + RED – a × s + X × (1 + s × s))
where
a = soil line intercept
s = soil line slope
X = adjustment factor
MSAVI
The Modified Soil Adjusted Vegetation Index (MSAVI) was developed by Qi et al.
(1994). The MSAVI was developed to provide a variable correction factor for vegetation
cover. The correction factor (L) is based on the product of the NDVI and WDVI, and this
is the only difference between the SAVI and MSAVI.
MSAVI = (NIR – RED) ÷ (NIR + RED + L) × (1+L)
where
L = 1 – 2 × s × NDVI × WDVI
Atmospheric noise is another problem faced when doing remote sensing. Attenuation and
scattering of solar radiation can fluctuate over a single image. This predicament becomes
more of a problem when comparing images over time or doing time-series analysis.
Indices developed to overcome this problem are once again less sensitive to changes in
vegetation cover over time and are very sensitive to the soil background.
GEMI
The Global Environmental Monitoring Index (GEMI) was developed by Pinty and
Verstraete (1991). The GEMI uses a generalised method to do atmospheric corrections.
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Observations of the atmosphere were used to determine a method to characterize it.
GEMI is extremely sensitive to soil noise (Qi et al., 1994). Although literature suggests
the index to be superior (Leprieur et al., 1994) to other indices, it is not used as often as
the NDVI.
GEMI = eta × (1 – 0.25 × eta) – (RED – 0.125) ÷ (1 – RED)
where
eta = (2×(NIR2-RED2) + 1.5 × NIR + 0.5 × RED) ÷ (NIR + RED +0.5)
ARVI
The Atmospherically Resistant Vegetation Index was introduced by Kaufman and Tanre
(1992). The RED reflectance in the NDVI formula is replaced by rb, which refers to the
red an blue bands that is used.
rb = RED – gamma (BLUE – RED)
where
gamma = 1
By substituting the RED with rb, indices such as the SARVI (Soil Adjusted
Atmospherically Resistant Vegetation Index) can be calculated. The Atmosphere Soil
Vegetation Index (ASVI) also developed out of the MSAVI (Qi et al., 1994). Qi
indicated that the indices using rb were slightly more sensitive to change in vegetation
cover than the GEMI. The index, however, only works well in moderate to highly
vegetated areas.
Although there are many different vegetation indices, the NDVI remains the index of
choice. It has the best dynamic range of values, and is far more sensitive to changes in
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vegetation cover. In low vegetated areas, the SAVI will be the better index to use.
Atmospheric corrections become more critical when using indices such as the SAVI.
The NDVI data alone cannot provide sufficient information for vegetation monitoring.
Various indices were developed from NDVI time-series data to provide information on
vegetation activity and drought. The Vegetation Condition Index (VCI) and the
Standardized Difference Vegetation Index (SDVI) are examples of these indices. In this
study these indices will be used and tested on a newly developed long-term dataset that
incorporates data from the NOAA - AVHRR and SPOT VEGETATION sensor. Indices
such as the Percentage of Average Seasonal Greenness (PASG) will also be used in this
analysis.
VCI
The Vegetation Condition Index was developed by Kogan (1990). Vegetation condition
is represented as a percentage value, and provides a measure to determine drought
conditions. A VCI of 50% reflect normal conditions, while higher values will show the
optimal condition of the vegetation. Lower than 50% may reflect drought conditions.
VCI = 100 * (NDVI - NDVIMIN) ÷ (NDVIMAX - NDVIMIN)
where
NDVIMAX = Maximum pixel value for a given period
NDVIMIN = Minimum pixel value for a given period
SDVI
The Standardized Difference Vegetation Index (SDVI) utilizes a simple statistical method
to calculate a drought index. The long-term mean and standard deviation is used in the
formula. The use of the standard deviation in the formula makes this index ideal to
monitor climate extremes such as drought severity.
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SDVI = (NDVI – NDVIMEAN) ÷ NDVIS
where
NDVIMEAN = Mean pixel value for a given period
NDVIS = Standard deviation for a pixel for a given period
VPI
The Vegetation Productivity Indicator (VPI) is used to evaluate the overall vegetation
condition and is a categorical type of difference vegetation index. The NDVI is
referenced against the NDVI percentiles of the historical years. The VPI was developed
by Sannier et al. (1998) using NOAA AVHRR data for a study in Zambia. The VPI can
be used to determine agricultural productivity, but is useful to identify drought prone
areas as well.
LST
The use of Land Surface Temperature (LST) data for drought monitoring was introduced
by Kogan (1995), and it was recently used in a study by Wan et al. (2004). Surface
temperature response is determined by incoming solar radiation but it is also determined
by variables associated with the atmosphere conditions, thermal inertia and albedo. Over
vegetated surfaces, surface temperature is indirectly controlled by available water and
more directly by evapotranspiration (Carlson 1986). Thermal infrared measurements
made by satellites reveal temperature patterns of surface temperatures over large spatial
and temporal scales. Land surface temperatures can be estimated from the split window
algorithms that use the information conveyed in the thermal infrared channels of several
satellites (Pozo Vázquez et al 1997).
An example of a Land Surface Temperature Algorithm:
NOAALST = Ch4 + 3.3 × (Ch4 – Ch5) - 2730
24
The effect of orbital drift and the solar zenith angle on LST values will be investigated in
this study. Orbital drift is the term that describes the changes in the satellite crossing time
of polar orbiting satellites. Over time, most polar orbiting satellites are affected, and this
should have an effect on LST values. Drift rates between morning and afternoon satellites
are also different, which causes further sampling errors. MSG and MODIS LST data will
be used to determine the usefulness of LST for drought monitoring.
TVDI
The Temperature Vegetation Dryness Index (TVDI) was introduced by Sandholt et al.
(2002). Sandholt showed that the TVDI was closely related to soil moisture, and should
therefore provide useful information for drought monitoring. The TVDI will be
calculated, depending on the result for the LST study.
TVDI = (LST – LSTmin) ÷ (a + b × NDVI - LSTmin)
The parameters a, b and LSTmin are estimated empirically from the scatter plot of LST
and NDVI.
2.4.3. The Vegetation Productivity Indicator (VPI)
Premise for the establishment of the VPI
NDVI has been widely used for assessment of biomass productivity and net primary
productivity (NPP). Empirical studies demonstrated that vegetation production and
biomass have been successfully estimated with the NDVI derived from satellite data
(Deering et al., 1975; Prince and Tucker, 1986; Tucker and Sellers, 1986; Prince, 1991;
Jury et al., 1997; Myneni et al., 1997). Sannier et al., (1998) argues that NDVI is difficult
to interpret for non-technical users. They suggest that the difficulty in interpretation is
posed by the fact that an explicit relationship between NDVI and vegetation condition is
not available, and that there are different relations for each vegetation type. The
interpretation of NDVI is influenced by geographical variations. Most currently
25
operational early warning systems compare the current NDVI images with the previous
dekad or the mean image of the dekad (Sannier et al., 1998; Petja et al., 2002; Mudau,
2002; Masamvu and Siwela, 2004). Comparison of the actual dekadal NDVI with the
mean dekad is very simple but relies on the temporal variation of the NDVI for a location
and a given dekad being normally distributed. Sannier et al. (1998) regard the assumption
for this simple approach as unreasonable because the lower limit of NDVI is bounded by
the response for the bare soil.
Kogan (1990) took a different approach and defined it a Vegetation Condition Index
(VCI):
VCI =
where NDVImax and NDVImin are maximum and minimum NDVI values in the time
series, for the dekad. This assumes that the current range represents the maximum
possible variation and that all values of the NDVI within the range occur with the same
frequency and therefore have the same possibility. However, Sannier et al. (1998) regard
this as an unrealistic assumption.
VPI as an improvement to the classic approaches
Sannier et al., (1998) proposed a VPI, regarded as an alternative method to compare the
current NDVI with historical NDVI to assess the vegetation conditions. The method
estimates the statistical distribution of the NDVI empirically from available data without
limiting assumptions and is sensitive to background vegetation types.
VPI methodology as applied to Etosha National Park
Sannier et al.,(1998) experimented with the use of VPI at Etosha National Park. They
used a Landsat TM derived vegetation map (supervised classification) to delineate
vegetation types together with field surveys. The vegetation types were mapped in
randomly aligned systematic samples of 1 km square area equivalent to 1 of the park
area, excluding the pan. The supervised classification was performed using 33 classes and
26
into four categories in the post classification. The groups are bare ground (including
saltpan), grassland (and steppe), shrub savanna and tree savanna. The accuracy
assessment of Landsat TM derived vegetation map and ground observations was 89%
using confusion matrix. The stratification of each study area allowed representative time
series NDVI profiles for each stratum to be extracted. Homogeneous areas of each main
cover types, equivalent to the size of AVHRR pixels, were identified using the TM
vegetation classification map and field survey data. A number of sites were chosen to
represent each of the main cover classes except for the grassland and steppe class, which
covers a small area of the park (10%).
An NDVI time series was averaged for each dekad resulting in 10 - year averaged
seasonal profiles. The profile for each site in shrub and tree savanna showed class
variation, which is greater for tree savanna, but the general pattern is always distinct from
that of shrub savanna (Figure 2.3). The start of the season is always three months earlier
for tree savanna and the maximum NDVI is high (Sannier et al.,1998).
.
Figure 2.3. NDVI response of Etosha main vegetation types (Sannier, 2002).
The probability distribution of the NDVI for each dekad during the growing season and
each stratum was calculated (Figure 2.4) with the method used for assessing the
probability of extreme hydrological events (which Sannier et al., 1998, adapted from
27
Linsley et al., 1975). The NDVI values extracted from historical data were ranked from
the lowest to the highest for each dekad and stratum. This enabled the computation of the
probability (p) of having an NDVI less or equal to a given value by applying a formula
defined by Weibull (1939) as cited by Sannier et al. (1998):
p= m/n+1
where m is the rank and n is the number of years. This can also be expressed as a return
period,
Tr = 1/p
which is the average number of years between the occurrences of event. The probability
was plotted against the corresponding NDVI values as for hydrological events. In
hydrology, the aim is often to extrapolate the distribution in order to predict the size of
events, which have very low return periods, and special statistics are fitted to the data to
do this. In Sannier’s study case, the time series of 10 years was too short to fit any
distribution. Therefore a simple least square fit polynomial was used to interpolate the
estimates of the NDVI for specified probabilities. This enabled calculation for quintile
ranges of the NDVI for each vegetation class and each dekad, and to define five classes
indicated in Table 2.3 below.
28
Table 2.3: Description of VPI classes to probability and return periods
VPI CLASS PROBABILITY LEVEL RETURN PERIODS (YEARS)
VERY LOW P<0.2 Tr>5
LOW 0.2<P<0.4 5<Tr>2.5
AVERAGE 0.4<P<0.6 Tr>2.5
HIGH 0.6<P<0.8 5<Tr>2.5
VERY HIGH P<0.8 Tr>5
Figure 2.4. Probability analysis (Sannier, 2002).
0.00
0.10
0.20
0.30
0.40
0.50
0.60
0.00 0.20 0.40 0.60 0.80 1.00
Probability to get a lower NDVI
ND
VI
Shrub Savanna Tree Savanna Grassland & Steppe
29
Production of VPI maps
Figure 2.5 shows both the NDVI and VPI maps for Etosha. The appropriate probability
distribution for the NDVI was determined from the date and by reference to its position
in the stratification map. The probability of having and NDVI equal to or smaller than the
current value was calculated from the polynomial equation, which was also used to assign
the appropriate VPI class assigned in Table 2.3 and Figure 2.6.
Figure 2.5. NDVI image and VPI map of Etosha, 27 March 1995 (Sannier et al., 2002)
-0.25
0.45
0 50Km
VPI removes the influence of vegetation type, and characterises departures from normal conditions
30
Figure 2.6. Determination of VPI classes from Etosha study (Sannier et al., 2002)
Field based biomass estimation for calibration of NOAA-AVHRR observations
The sampling strategy below has been described by Sannier et al., (2002). In this
approach, sampling sites should:
- be of sufficient size and internally homogeneous in order to reduce the effects of
errors in co-location of the ground observations with NDVI values.
- be accessible and reflect the range of biomass levels.
Wessels et al., (2001) share the views above. According to Sannier et al. (2002), sample
sites should be selected to reflect variation in vegetation types (biomes). Sannier adapted
a formula from Justice and Townshend (1981), which gives a guideline for the minimum
size (a) of a sampling unit in relation to geometric accuracy, i.e.
a = p(1+2l)
where p is the pixel dimensions in distance units and l the geometric accuracy of number
of pixels. For example, 1.1 km pixel size of AVHRR and a geometric accuracy of 0.5
0.00
0.10
0.20
0.30
0.40
0.50
0.60
0.00 0.20 0.40 0.60 0.80 1.00
Probability to get a lower NDVI
ND
VI
Shrub Savanna Tree Savanna Grassland & Steppe
Very Low Low Average High Very High
NDVI = 0.25
If Tree Savanna
If Shrub Savanna
If Grassland or Steppe
0.00
0.10
0.20
0.30
0.40
0.50
0.60
0.00 0.20 0.40 0.60 0.80 1.00
Probability to get a lower NDVI
ND
VI
Shrub Savanna Tree Savanna Grassland & Steppe
Very Low Low Average High Very High
NDVI = 0.25NDVI = 0.25
If Tree SavannaIf Tree Savanna
If Shrub SavannaIf Shrub Savanna
If Grassland or SteppeIf Grassland or Steppe
31
pixel should result in a sampling unit of 2.2 km on each side. Homogeneous locations of
1 km2 in size were selected by interpretation of geometrically corrected false colour
composite Landsat TM imagery. By selecting a 1 km2 site in the middle of a
homogeneous area, it is expected that it will minimize the effects of geometric errors as
variation of biomass in the immediate surrounding (unlikely to be great) and surrounding
pixels would be mixed responses including other vegetation types.
Observations Derived from the VPI
From Sannier’s observations and experimentation, the following conclusions were
reached.
- NDVI images are difficult to interpret for monitoring vegetation conditions.
- The VPI serves as a reliable indicator of the current vegetation conditions.
- The method was developed in Etosha, and applied experimentally in Zambia to
assess maize production.
- The method was applied successfully in Ethiopia, Zambia, Namibia, Jordan and
Afghanistan.
- In Botswana and Namibia it is used operationally to monitor rangeland
productivity.
- VPI products can be produced in near-real time, can be easily interpreted and
disseminated to relevant organizations.
- There is a need for sufficient institutional support to make the technique
sustainable.
2.5 Review of Mitigation/ Adaptation Strategies and Policy Issues
2.5.1 Drought Mitigation Strategy in Morocco
Genetic approach
This is aimed at producing drought tolerant crops. Recently released varieties are
characterized by large adaptation. This characteristic is due to their optimal earliness,
their tolerance to drought and their fair resistance to certain parasites. In the case of
32
cereals, more than 75 varieties have been released by INRA with 80% of them after 1983.
The adoption of the new varieties by the farmers allowed 35% and 50% increases in grain
yield of bread wheat and barley, respectively. For this last 20 years, the yield
improvement of cereals corresponds to an increase of 2 to 4 quintals per hectare at the
national level, although this period was characterized by many dry years. The shift from
the old varieties to the newest ones increased also water use efficiency which jumped
from 8 to 17 kg of grains/mm of water used. Among the cultivars that are proven to be
adapted to the arid and semi-arid zones are Aglou, Taffa, Acsad 60, Annoceur and
Tamellalt, for barley; Sarif, Yasmine, Amjad, Tomouh, Oum Rabia and Marzak for
durum wheat and Arrihane, Aguilal, Achtar, Kenz, Merchouch for bread wheat. For food
legume crops, the most important research achievement is the shift of the period of
sowing chick pea from spring to autumn by developing adapted varieties (Rizki, Douyet,
Farihane). The advantage of this type of crop (called winter chick pea) is that it takes
advantage of autumn and winter rains. For faba bean and lentil, two adapted varieties per
species to drought prone areas were recently released. In the case of forages, in addition
to the development of nine varieties of Medics and three of trifolium subterraneum,
Acacia and more importantly Atriplex and the alley-cropping system (annual forage
grown between strips or bands of Atriplex) were appreciated by farmers in the arid and
semi-arid areas (Karrou, undated).
Conservation Agriculture
In addition to the use of adapted species and varieties, the adoption of dry land
agriculture techniques by farmers in rainfed agriculture areas of Morocco can also
substantially improve and stabilize crop yields and protect the environment. On-station
and on-farm trials have in time prioritized the importance of the use of the minimum
tillage, no-till and mulching technologies. These conservation agriculture techniques
reduce evaporation, increase the interception of rain and its infiltration and ensure the
saving of water, energy and time, guaranteeing a long - term productivity increase and
increase in the sequestration of carbon (reduction of greenhouse gas emission).
Moreover, chemical fallow (weeds are controlled chemically by herbicides) allows the
conservation of an amount of 75 to 100 mm of water in the soil which is available to the
33
following crop (usually wheat). When limited quantities of irrigation water are available,
the application of 60 to 70 mm at critical growth stages as supplemental irrigation
(tillering, heading and during grain filling in the case of wheat) can increase yields by 70
to more than 100 %. To take advantage of water saved due to conservation techniques
and supplemental irrigation and from the rains received during the growing season, and
hence increase yield and water use efficiency, crops have to be well managed. Early
planting can help the plant to use more water (early autumn rains) and to avoid terminal
drought stress and high temperatures. If this technique is used, cereals can produce 40%
more than when late sowing is practised. Moreover, early weed control (at 3 to 4 leaf-
stage) reduces the competition between the crop and weeds for water and hence this
water is better used to increase crop yield (Karrou, undated).
2.5.2. Policy Analysis and Government Participation (Zimbabwe, 1999 Period)
A drought mitigation projects in Zimbabwe funded by International Institute for
Sustainable Development (IISD) adopted the principles of the sustainable livelihood
approach, a holistic approach to sustainable development (Agobia, 1999). It uses adaptive
strategies of communities as the entry point for development. Linked to adaptive
strategies are enhancing policy environment and science and using appropriate
technologies. Hence, in the first part of the project, which was funded by UNDP in 1994,
IISD identified a number of policies that have an impact (either beneficial or detrimental)
on the adaptive strategies of the communities. Among the policies identified were
extension policies, the drought-recovery programme, credit and marketing policies, the
Mines and Mineral Act, Land-Tenure Policies including communal lands, the Forest Act,
and the Wildlife and National Parks Act. But no analysis of how these policies have an
impact on the adaptive strategies on the communities of Gwanda and Makaha was done.
Before and after independence, the government of Zimbabwe’s agricultural policies were
geared toward supporting commercial farmers rather than subsistence farmers. In the
1980s the government embarked on promoting maize countrywide, including in drought
prone areas, at the expense of the traditional crops such as sorghum and millet. In view of
this the project sought to counteract the move by attempting to lobby the government to
34
put in place appropriate policies for dryland farming systems and use of environmentally
friendly pesticides. Hence, the project developed strategies for handling the issue and
lobbying the government. These strategies included the following:
a) Creating a Technical Advisory Committee, composed of well-placed individuals who
were expected to influence decision makers.
b) Hiring a policy analyst to work with IISD staff to identify key policies that have a
direct impact on the adaptive strategies of the communities.
c) Establishing a policy working group to analyze the key policies and make
recommendations for the reform of those policies.
d) Holding a national workshop to review the findings, analysis and recommendations of
the policy working group.
Among the above-mentioned strategies, only one of them was implemented: the hiring of
the policy analyst, who identified 27 policies that have a direct or indirect impact on the
sustainable livelihoods of the communities in the drought prone areas of Zimbabwe
(Agobia, 1999)..
2.5.3. Adaptive Strategies for Sustainable Livelihoods in Arid and Semi-Arid Lands
Project (Proposed Approach)
Under existing conditions (of externally driven development policies, concentration on
the cash economy and existing trade relations), the typical responses of the poor have
been to appropriate common property resources, intensify agriculture on marginal lands,
increase heads of livestock and shorten fallow periods; migrate seasonally or permanently
to cities, towns, agricultural plantations and to more vulnerable and marginal lands; and
have large families in order to diversify sources of income and labour. These responses
generally have not provided long-term benefits to the poor. However, there is a growing
interest in the poor as agents for their own self - improvement guided by their own
knowledge base and strategies which could lead to sustainable livelihoods. There is a
need for clear and detailed documentation of adaptive strategies that have led to
35
sustainable livelihoods and the policy issues that enhance or constrain the development
and implementation of these strategies. These strategies are likely to have evolved from
an interaction between contemporary and indigenous knowledge. Hence the initiative
sought to capture these synergies and the conditions and processes which produced and
reinforced them. It was recognized that these strategies were diverse and included
adaptations to ecological, social, political and cultural risks and shocks. IISD recognized
that the problems enunciated above occur globally in diverse socio-ecological systems. It
was agreed that initially, the initiative would focus on agro-pastoralists in arid and semi-
arid areas with the view of using the lessons learned from this experience to develop
similar initiatives in other regions and socio-ecological systems. Our entry point was the
identification of adaptive strategies, which are the result of indigenous knowledge and
experiences, contemporary knowledge including scientific and technological innovations
and policy issues, and which have led to sustainable livelihoods in arid and semi-arid
lands (Community Adaptation and Sustainable Livelihoods, 2008).
2.5.6. Adaptive Strategies and Related Policies for Burkina Faso by GREFCO/IISD
Land restoration
Land management policies encourage the rehabilitation of soils and vegetation cover
through such activities as setting aside forest reserves. The major obstacle to
implementation has been lack of adequate supervision by the management committee set
up to coordinate the different activities. In order to resolve this, it is necessary to:
organize pastoralists so as to facilitate participation, discussion and decision making;
and
motivate supervisors by giving them bonuses and vesting power in them.
Transhumance
As a means of adapting to the degraded lands, new forms of transhumant pastoralism
have evolved in Menegou. The main obstacles to this production system were linked to
water and land management. In order to resolve these it will be necessary to:
36
ensure the proper management of pasture grounds, including those outside village
lands;
achieve a better distribution of watering sites, which has implications for land
management;
institute national policies and laws which grant land tenure, and thus authority for
people to enact rules; and
put in place mechanisms which allow for the adequate local enforcement of
regulations governing the management of natural resources at the village level.
The national decentralization exercise currently underway should take the above into
consideration.
Research and Extension
Research in the agricultural sector should be geared towards supporting actual producer
needs for rainy season and dry season crop production, as well as livestock rearing.
Currently, research is grossly under-funded and is plagued with problems of staffing.
Likewise extension should also encourage the participation of producer organizations in
defining national extension policy and also in implementing various programmes
currently being undertaken by extension officials. Participation should also be enhanced
in the evaluation of the current structures which provide extension services
(GREFCO/IISD, undated).
2.5.7. Major Ingredients of Drought Mitigation as put forward by FAO
The following important recommendations were adapted from a Food and Agriculture
Organization document authored by Mohamed Bazza (Bazza, 2001), prepared for the
Near East Region. However, it is important to recognize that most of the indicated
strategies have already been implemented in South Africa.
37
Policy and Legal Framework
The prerequisite to successful drought management planning for reduced societal
vulnerability is the development and adoption of a policy on drought. Such a policy,
which should have the support of all decision-making levels (national, provincial and
local), should also be the pivotal element of national development strategies, particularly
the aspects related to water and other natural resources development and management.
But its initial step is to recognize drought as a normal, recurrent and inevitable feature of
the climate rather than an unusual event. As in almost all countries of the world, those of
the Near East Region have no policy directly related to drought. Countries have often
reacted to drought by providing assistance, essentially on an ad hoc basis, as it is the case
for other natural disasters. However, such assistance is not considered as a right of the
affected population on the one hand, and there exists no clear and explicit regulations on
the issue on the other. The activities are also often fragmented between several
institutions, with no or limited coordination. With time, this way of operating has become
a de facto policy on crisis management, with all its limitations and drawbacks. To
overcome these limitations, a new vision is needed with a policy that focuses on prior
preparedness, with a close linkage between regular development programmes and
drought mitigation. The policy would also address response to drought in a manner that
profits sustainable development and management of natural resources. At the level of
each country, it is recommended to establish an integrated national policy that focuses on
the key sectors, which may differ from one country to another. The same approach would
apply at the level of local governments or communities. Another characteristic of the
policy is that it should link between the different levels (government, local authorities,
communities, etc.) and cater for good coordination of drought management. The
development of national drought policy should be built on discussion among and
consensus of all concerned sectors, institutions and groups of interest that should be
convinced of the necessity for such actions. They should further strongly recommend
their development and support their implementation.
38
Priority objectives for drought mitigation policy should be:
1. To recognize that drought is no longer a natural disaster but rather a natural feature of
the region's highly variable climate and is a risk for social and economic development;
2. To orient all resource management practices towards alleviating the effects of drought;
3. To recognize and achieve sustainability of the agricultural resource base and the
environment.
The development of policies should not be an end but only the beginning of the process.
Additional regulations, mechanisms and structures for implementing and enforcing the
policies are also needed as a follow-up. The policy is followed by clear, comprehensive
and appropriate legislation targeting drought mitigation. For instance, in the United States
where the economy is much less vulnerable to drought than in most other countries of the
world, a “National Drought Policy Act” exists since 1997. The regulations should spell
out in a clear fashion all aspects related to drought, such as the institutional set-up and
their mandates, coordination of the programmes and activities, etc.
Leadership
The leadership for coordinating the preparation of drought mitigation plans and
supervising their implementation should rest within a high authority such as that of a
Head of State, particularly for formulation of policies and elaboration of the plan.
Implementation of activities, however, is the mandate of all institutions dealing with
development in the sectors involved. At the level of local governments or communities,
coordination would also be entrusted with an authority that includes representatives from
the different sectors and groups of interest. Drought monitoring and decision making on
the time and type of response would be the mandate of the coordinating bodies.
Decentralization is essential for rapid monitoring and response implementation.
However, there needs to be coherence between the various levels (local, district, national
institutions, etc.) as well as coordination between sectors and with regional and
international organizations and programmes.
39
Planning
The main objective of a national drought mitigation plan should be the efficient
preparation for and management of drought, as a normal feature of the climate. This
objective is achieved through the elaboration and implementation of programmes on
drought monitoring and early warning as well as on the enhancement of preparedness and
response to reduce the effects of drought and facilitate rapid recovery from it. As such,
the plans are the fundamental bases of both decision-making and intervention for drought
management. The plan should also be conducive to better coordination within levels of
decision-making as well as between the different sectors of development. An adequate
plan would have two alternatives: One for implementation during normal conditions and
a contingency plan for rapid implementation during drought. The former incorporates
drought mitigation measures in regular development activities, whereas the latter replaces
regular programmes and is implemented during drought periods. Substitution of the
regular plan by the contingency plan should normally take place in a gradual manner, at
well-specified drought severity levels. These two plans or alternatives are not
independent, but are closely linked. As an example, conservation of the available water
supplies through good management, during regular periods, results in reduced potential
effects of drought and reduced needs for mitigation efforts during drought.
Drought monitoring and early warning
Because of the confusion associated with the definition of drought and the fact that
different people often have different perceptions of it, its onset is often unnoticed and its
impacts are not detected in time. As a result, reaction to drought is usually late, resulting
in greater losses and hardships, and making the cost of emergency and recovery even
higher. This situation can be avoided only through well planned monitoring of drought,
according to clear and well-defined criteria, applied by trained personnel. Drought
monitoring would also serve as the basis for response, to which it would be closely
linked. Both monitoring and response are to be coordinated by a single agency, under the
supervision of a high authority. Monitoring, also termed drought watch, concerns several
variables and parameters (climatic, hydrologic, agronomic, social, economic, etc.), and
their evolution in time and space. Each monitored factor should be linked to drought and
40
its extent, through a pre-defined relationship obtained on a scientific basis or simply on
facts such the flow of a river, the depth of cumulative precipitation, etc. This relationship
should also indicate pre-defined threshold values of the monitored factors and parameters
that are used as criteria or triggers for drought related actions such as the shift to a
contingency plan or the start of water rationing, etc. The entire process of monitoring-
early warning-action taking should flow automatically through existing mechanisms and
procedures.
Drought Preparedness Plans
From past droughts in the Near East Region and elsewhere in the world, most countries
have gained some experience in drought management. In particular, many countries have
built substantial capacity in the management of water resources during drought periods,
through the elaboration of emergency plans and institutional arrangements established for
the occasion to manage water in a more rational manner. Other measures adopted include
the establishment of an insurance system for drought. However, the actions are generally
not planned and remain fragmented. The sectors to be involved as well as the respective
activities would vary in time and space, both within a country and between countries.
From a general perspective, the two main sectors in the Region would be Water
Resources and Agriculture with all its sub-sectors (Crop production, Animal Production,
Pasture and Range Lands, Forestry, etc.); however, other sectors such as energy,
transportation and tourism would also be involved. The economy of the country would
also have to accommodate for the foreseen programmes and activities. The common
ground for all sectors is that all activities should aim at adopting risk management
practices to promote self-reliance and protect the natural and agricultural resource base.
Need for a Regional Drought Action Plan and a Drought Information Centre
In view of the need to consolidate efforts of countries of the Near East Region to monitor
drought and prepare for its mitigation, the creation of a drought watch and information
centre in the Region is highly recommended. The centre would have the following
mandate and responsibilities:
41
- Assisting member states in planning and developing national drought policy and action
plans and in building their capacity for their implementation,
- Hosting a Regional Council for coordinating between member countries,
- Assembling the principal drought indicators already monitored by different institutions
and agencies in and outside of the region,
- Developing a system for making information about drought and drought management
easily accessible,
- Synthesizing data and releasing ready-to-use information to decision makers and other
parties such as NGOs, so that timely actions are taken on resources management issues,
- Disseminating information about drought management and developing basic
information to help people understand the phenomenon of drought and how to cope with
it,
- Organizing regional activities on drought mitigation to enhance the exchange of
experience among decision makers and technicians from the member States,
- Enhancing and fostering assistance and coordination at the regional level.
The centre is to work closely with policy makers, international and regional
organizations, national institutions in member countries and other interested parties to
ensure that it is meeting their information needs. It would have a focal point in every
country as well as a regulatory body for participation and management by all countries
(Bazza, 2001).