effect of irrigation water salinity on transpiration and on leaching requirements: a case study for...
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Effect of irrigation water salinity on transpiration and onleaching requirements: A case study for bell peppers
Alon Ben-Gal a,*, Eviatar Ityel b, Lynn Dudley c, Shabtai Cohen d, Uri Yermiyahu e,Eugene Presnov a, Leah Zigmond f, Uri Shani g
aEnvironmental Physics and Irrigation, Agricultural Research Organization, Gilat Research Center, Mobile Post Negev 85280, Israelb Shaham-Extension Service, Ministry of Agriculture, IsraelcDepartment of Geological Science, Florida State University, Tallahassee, FL, United StatesdCentral and Northern Arava Research and Development, Hazeva, IsraeleSoil Chemistry and Plant Nutrition, Agricultural Research Organization, Gilat Research Center, Israelf Southern Arava Research and Development, Yotvata, IsraelgDepartment of Soil and Water Sciences, Faculty of Agricultural, Food and Environmental Sciences,
The Hebrew University of Jerusalem, Israel
1. Introduction
Maximization of crop yields when salinity of irrigation water is
high depends on providing plant water needs (transpiration, T)
and evaporative losses, as well as on maintaining minimum
soil solution salinity through leaching. Evapotranspiration
(ET) requirements are often estimated by measuring or
calculating potential ET (ETp), which is a function of climate,
and through the use of species dependant crop factors that
consider plant size (cover) and crop physiological stage (Allen
et al., 1998). Generally, salinity is not considered when
calculating ET from ETp, but it has been suggested that this
could lead to overestimation of ET due to the expected salinity-
caused reductions in T (Meiri et al., 1977; Letey and Dinar, 1986;
Dudley et al., 2008).
Salinity causes osmotic imbalance, reduced water uptake
and transpiration, and reduced yields (Bernstein, 1975).
Management of saline water for irrigation is often based on
application of excess water, designed to maintain minimum
root zone salinity and thus minimize salinity-caused yield
a g r i c u l t u r a l w a t e r m a n a g e m e n t 9 5 ( 2 0 0 8 ) 5 8 7 – 5 9 7
a r t i c l e i n f o
Article history:
Received 24 July 2007
Accepted 27 December 2007
Published on line 13 February 2008
Keywords:
Leaching fraction
Irrigation management
Evapotranspiration
Drainage
Lysimeters
Yield
Capsicum annum
a b s t r a c t
Maximization of crop yields when the salinity of irrigation water is high depends on
providing plant transpiration needs and evaporative losses, as well as on maintaining
minimum soil solution salinity through leaching. The effect of the amount of applied
irrigation water was studied regarding transpiration, yields, and leaching fractions as a
function of irrigation water salinity. Bell pepper (Capsicum annum L. vars. Celica and 7187) in
protected growing environments in the Arava Valley of Israel was used as a case study crop
to analyze water quantity–salinity interactions in a series of lysimeter, field and model
simulation experiments. Leaching fraction was found to be highly influenced by plant
feedback, as transpiration depended on root zone salinity. Increased application of saline
irrigation water led to increased transpiration and yields. The higher the salinity level, the
greater the relative benefit from increased leaching. The extent of leaching needed to
maximize yields when irrigating with saline water may make such practice highly unsus-
tainable.
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* Corresponding author. Tel.: +972 8 9928644; fax: +972 8 9926485.E-mail address: [email protected] (A. Ben-Gal).
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journal homepage: www.e lsev ier .com/ locate /agwat
0378-3774/$ – see front matter # 2008 Elsevier B.V. All rights reserved.doi:10.1016/j.agwat.2007.12.008
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reduction (Ayers and Westcot, 1985). The leaching fraction (LF)
is the relative volume of applied water that carries salts out of
the root zone. The minimum LF that will keep the soil salinity
below a required level is the leaching requirement (LR). A
variety of formulations have been proposed for estimating the
LR, but all are based on a functional relationship between
irrigation water salinity and crop yield. The Food and
Agriculture Organization of the United Nations (FAO) recom-
mends computing LR as (Ayers and Westcot, 1985):
LR ¼ ECiw
5EC�e � ECiw(1)
where EC is the electrical conductivity, iw denotes irrigation
water, EC�e is the EC of the soil saturated paste extract corre-
sponding to the soil salinity tolerated by the crop. Values of
EC�e used to determine LR are usually either ECe of the thresh-
old value (ECe-0%) – meaning 0% yield decrease due to salinity
– or ECe-10%, reflecting a 10% yield loss. Examples of LR for bell
pepper irrigation at ECe-0% and ECe-10%, calculated according
to Eq. (1) and the corresponding relative water application
rates (I/ETp) are shown for irrigation water salinities of 0.5–
5.5 dS/m in Table 1. It has been suggested (Meiri and Plaut,
1985; Corwin et al., 2007; Letey and Feng, 2007; Dudley et al.,
2008) that calculating LR with formulas like Eq. (1) is imprecise
due to failure to consider soil type, climate, or salinity-induced
reduction in plant transpiration. Such omissions could possi-
bly result in underestimation of actual leaching and over-
estimation of LR.
A number of approaches based on our understanding of the
response of crops to water, salt tolerance and soil processes
including leaching exist that can be used to evaluate plant
response to both amount of applied water and salinity. These
approaches have lead to semi-empirical production functions
for specific crops (Letey et al., 1985; Letey and Dinar, 1986) and
to physically based conceptual models of water uptake as
reviewed by Hopmans and Bristow (2002) and Feddes and
Raats (2004). Such models allow consideration of environ-
mental factors and dynamic interactions within the soil–
water–plant system and enable prediction of crop response to
various irrigation regimes, calculation of LFs and evaluation of
LRs. Typically, the models calculate water uptake or tran-
spiration and their reduction due to insufficient amount of
soil–water and excess soil–water salinity. Examples of this
approach have been recently presented in models utilizing
both numerical (Dudley and Shani, 2003) and analytical (Shani
et al., 2007) solutions.
The analytical solution of Shani et al. (2007) predicts plant
performance under varied environmental, biological (crop)
and management parameters. The model assumes steady-
state conditions and representative root zone values for
salinity and moisture. Essentially, the model predicts the crop
response to conditions of soil–water and salinity, while
considering the influence of the plant itself on soil–water
content and salt concentration. Water uptake by plants, water
and salt leakage below the roots and yield are calculated by
solving for transpiration in a single mathematical expression
according to limitations imposed by root zone salinity and
water status. Input variables include the quantity and salinity
of applied water, plant sensitivity to salinity and water stress,
ETp, and soil hydraulic parameters. The model has been
shown to accurately predict measured results for cases where
irrigation is frequent and regular. The model facilitates
evaluation of the effect of irrigation water quantity on
transpiration and drainage and therefore allows prediction
of LFs for any irrigation water quantity–salinity combination.
We have chosen bell pepper (Capsicum annuum L.) growing
in the Arava Valley of Israel as a model crop for studying the
relationship between transpiration and water- and salt-stress.
In this arid region, bell pepper is economically important as a
winter crop, produced for export to European and North
American markets. Due to local water scarcity, only saline
groundwater with ECiw of 2.2–3.7 dS/m is available for
irrigation in the region. Protected (net house, greenhouse)
peppers, grown from August to May, will typically be irrigated
with 12,000–14,000 m3/ha of this saline water—an amount
believed by growers to maximize yields.
The pepper plant has a shallow root system, which extracts
70–80% of its water from the top 0.3 m soil layer (Dimitrov and
Ovtcharrova, 1995). This, together with high stomatal density,
explains why pepper is regarded as relatively vulnerable to
water stress. Bell pepper is considered moderately sensitive to
salinity. Maas (1990) reported an ECe threshold value of 1.5 dS/
m, below which no effect on growth is expected, and a 14%
decrease in biomass production for every additional 1 dS/m.
Recent studies have reported varied responses of pepper to
salinity. For greenhouse peppers thresholds ranging from 0 to
2 dS/m and slopes defining linear decrease in yield due to
subsequent increase in salinity ranging from 8 to 15% have
been reported (Sonneveld, 1988; Chartzoulakis and Klapaki,
2000; Navarro et al., 2002). Navarro et al. (2002) suggested that
newer commercial varieties may be more sensitive to salinity
than older ones. Yermiyahu et al. (2008), working with the
‘‘Celica’’ variety used in this study, reported 12% shoot
biomass reduction for every 1 dS/m increase in ECe, a value
similar to that reported by Maas, starting with their lowest
salinity of ECe = 0.8 dS/m.
The objective of the current study was to evaluate the effect
of irrigation water application rates on transpiration, yields,
and LFs as a function of irrigation-water salinity. The specific
case study of water quantity–salinity interactions for bell
Table 1 – Leaching requirement (LR) for peppers accord-ing to Food and Agriculture Organization (Ayers andWestcot, 1985)
ECiw 90% potential yield 100% potential yield
LR I/Ep LR I/Ep
0.5 0.05 1.05 0.07 1.08
1 0.10 1.11 0.15 1.18
2 0.22 1.29 0.36 1.57
3 0.38 1.60 0.67 3.00
5.5 1 �12 2.75 �1260
Based on saturated paste solution electrical conductivity (ECe)
threshold of 1.5 dS/m and ECe causing 10% yield decrease of 2.2 dS/
m. I/Ep is equivalent irrigation rate (irrigation relative to potential
evaporation) for each LR. ECiw is irrigation water electrical
conductivity.
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pepper (Capsicum annum L. vars. Celica and 7187) cultivation in
protected growing environments in the Arava Valley of Israel
was investigated in a series of varying-scale experiments. The
theoretical effects of water application rate and salinity
combinations and calculations of predicted LFs were produced
using the Shani et al. (2007) analytical model. Lysimeter
experiments provided precise control of the irrigation water
quantity and quality variables and a unique opportunity to
measure water and salt balance components and to calculate
ET for individual plants. Semi-commercial-scale field experi-
ments provided full season growth with economic (fruit) yield
for a number of water quality–irrigation regime combinations.
2. Materials and methods
2.1. Lysimeter experiments
Two lysimeter experiments were conducted using an auto-
matically rotating platform in a 50-mesh net house at the
Arava Research and Development facilities located at Yotvata
in the southern Arava Valley of Israel (298530N, 35840E). Twenty-
four 100 l lysimeters were filled with Arava sandy loam soil.
Shani et al. (1987) give detailed properties of the soil. The
rotating platform (Lazarovitch et al., 2006) promoted uni-
formity of environmental conditions among the individual,
free standing, lysimeters. The system automatically prepared
and delivered irrigation solutions and automatically collected
and measured drainage water. Each lysimeter had a highly
conductive rockwool drain to control matric potential at the
lysimeter bottoms. A detailed description of the lysimeter
system is given by Ben-Gal and Shani (2002).
The experiments were conducted in the fall/winter seasons
of 2000/1 (LYS 1) and 2002/3 (LYS 2). In each case, the 24
lysimeters were used to study nine irrigation water salinity
levels and six relative water quantities (Tables 2 and 3). A pair
of pepper seedlings was transplanted into each lysimeter
during the month of September: LYS 1 seedlings were planted
September 29, 2000 and the plants were removed 120 d later on
27 January 2001; LYS 2 seedlings were planted 19 September
2002 and the plants were removed 160 d later on 25 February
2003. Irrigation water was supplied on a daily basis relative to
the maximum ET (ETmax) measured within each experiment.
Daily ET was calculated for each lysimeter using:
ET ¼ I�Drþ DW (2)
where I is the irrigation, Dr is the drainage, DW is change in
soil–water determined from changes in lysimeter weight.
Target relative water quantities in LYS 1 were 40, 75, 110,
130, 150, and 175% of ETmax and in LYS 2 were 25, 50, 75,
100, 110, and 150% of ETmax. Salinity levels included ECs of 0.5,
1, 1.5, 2, 3, 4, 5.5, 7, and 9 dS/m irrigated with 130% ETmax in LYS
1 and with 110% ETmax in LYS 2. Salinity levels are prior to
addition of fertilizers. Salinity was increased by adding 1:1
molar concentrations of NaCl and CaCl2 to the low salinity
(EC = 0.5 dS/m) water. Salinity and water quantity treatments
were initiated 1 week after planting; until then, all the
Table 2 – Irrigation treatments and fruit- and shoot-yields for lysimeter-grown bell peppers in the Arava Valley during theLYS 1 experiment
Salinity ECiw
(dS/m)Irrigation (L) ET (L) Irrigation
rate (I/ETmax)Fruit Shoot
dry (g)Total biomass
dry (g)# Fresh (g) Dry (g)
0.5 61.4 59.3 0.38 19 1392 108.8 116 224.8
0.5 156.4 147.3 0.98 27 3776 211.7 180 391.7
0.5 200.9 157.5 1.25 28 3406 179.3 165 344.3
0.5 221.7 166.6 1.38 26 3571 197.8 197 394.8
0.5 259.1 180.2 1.62 30 4050 255.3 174 429.3
0.5 296.9 160.3 1.85 21 3589 261.2 190 451.2
1 216.4 162.3 1.35 22 3522 263.4 195 458.4
1.5 218.5 161.6 1.36 19 3672 267.1 188 455.1
2 217.4 161.4 1.36 24 3683 273.2 183 456.2
3 58.2 52.9 0.36 10 1207 73.5 77 150.5
3 141.8 122.8 0.88 21 2601 207.2 133 340.2
3 192.2 127.9 1.20 17 2686 185.8 121 306.8
3 206.6 136.6 1.29 20 2942 216.5 144 360.5
3 246.3 139.9 1.54 21 3022 197.1 136 332.6
3 281.6 144.4 1.76 19 2910 223.3 153 376.3
4 208.8 124.0 1.30 20 2444 153.2 123 276.2
5.5 59.2 53.7 0.37 14 787 71.2 53 124.2
5.5 149.5 105.8 0.93 14 1141 85.1 82 167.1
5.5 206.2 126.1 1.29 13 1696 126.9 92 218.9
5.5 219.8 109.8 1.37 13 1682 129.9 102 231.9
5.5 251.7 121.9 1.57 15 2045 162.4 101 263.4
5.5 294.5 128.4 1.84 16 1933 152.8 96 248.8
7 221.3 82.8 1.38 13 1191 97.3 51 148.3
9 223.3 90.1 1.39 9 846 75.5 59 134.5
ECiw is irrigation water electrical conductivity, ET is evapotranspiration.
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lysimeters received equal excess quantities of EC = 0.5 dS/m
water with nutrients. Nutrients were provided in constant
concentrations with the irrigation water which contained
6.3 mM N (70% NO3 and 30% NH4), 0.72 mM P, 4.5 mM K,
5 mM Ca, 0.5 mM Mg, 0.5 mM SO4, 0.09 mM B, 9.3 mM Fe,
5.0 mM Mn, 2.1 mM Zn, 0.3 mM Cu, and 0.135 mM Mo. Fertilizers
added approximately 0.5 dS/m EC to the irrigation water of all
treatments. Yield was measured as fresh fruit-, dry fruit-, and
shoot-biomass.
2.2. Field experiments
Peppers were grown according to commercial greenhouse
practices under varied irrigation regimes and irrigation water
salinities at two locations in the central (FIELD 1) and northern
(FIELD 2) Arava Valley. Soil was prepared as beds with 1.6-m
spacing. Two drip irrigation laterals (Netafim, Hatzerim Israel;
Ram 1.6 l/h drippers) were placed 20 cm apart in the center of
each bed. Plants were grown in two rows adjacent to the drip
laterals with plants every 40 cm along the laterals, such that
plant density was 3.1 plants m�2. The peppers were trellised
according to the ‘‘Spanish’’ method between cordons of metal
wire to a height of 3 m. In each experiment, the high-salt-
content local irrigation water was compared with desalinated
water under a range of water application rates. Relative water
quantities were determined as a function of reference (Class A
pan) evaporation (Ep), measured outside the greenhouse.
2.2.1. FIELD 1 experimentIn a plastic-covered greenhouse at the Zohar experimental
station (Arava Research and Development, Moshav Ein
Tamar, Israel; 308570N, 358230E) peppers (var. Celica) were
grown under two irrigation water salinities and three
irrigation regimes. Soil in the greenhouse was loamy sand
(87% sand, 8% silt, 5% clay). Irrigation water salinities prior to
addition of fertilizers were ECiw = 0.5 dS/m and ECiw = 3.2 dS/
m. Concentrations of some mineral ions in the water before
fertilizers were added are listed in Table 4. Fertilizers were
added to equalize Ca, Mg and SO4 and to bring N, P and K to 6.3,
0.72 and 4.5 mM, respectively. Fertilizers increased EC by
0.8 dS/m in the desalinated and 0.5 dS/m in the saline water.
Irrigation water was applied three times a day at target rates
of 50, 75 and 100% of Ep. The experimental design was
complete random blocks in four replicates. Pepper seedlings
were planted 22 September 2004. Salinity treatments were
initiated at planting. Irrigation of 4 mm/d was applied
uniformly for 1 month, after which the water quantity
treatments were begun. Fruit was harvested as it ripened,
starting in December, 103 d after planting. After completion
of fruit harvest in May 2005, whole plants were removed to
measure fresh- and dry-biomass.
Table 3 – Irrigation treatments and fruit- and shoot-yields for lysimeter-grown bell peppers in the Arava Valley during theLYS 2 experiment
Salinity ECiw
(dS/m)Irrigation (L) ET (L) Irrigation
rate (I/ETmax)Fruit Shoot
dry (g)Total biomass
dry (g)# Fresh (g) Dry (g)
0.5 111.4 100.1 0.28 17 1919 178.3 67.3 252.6
0.5 222.5 190.6 0.56 36 3775 347.9 126.2 486.1
0.5 314.4 243.7 0.80 27 4157 385.5 166.7 577.2
0.5 408.9 306.7 1.03 34 5162 436.4 220.8 677.2
0.5 454.5 319.2 1.15 38 5658 511.1 204.1 747.2
0.5 608.5 395.1 1.54 45 6084 544.4 141.3 696.7
1 453.9 283.4 1.15 26 3902 356.2 196.4 591.6
1.5 455.4 268.0 1.15 28 3645 324.3 134.0 476.3
2 447.0 282.1 1.13 31 4144 347.1 134.1 494.2
3 105.4 94.7 0.27 22 1370 113.8 47.4 163.2
3 206.1 150.7 0.52 16 1935 164.5 55.0 227.5
3 308.9 200.5 0.78 21 2724 257.5 96.3 362.8
3 422.6 236.8 1.07 23 2644 247.6 114.1 368.7
3 446.4 213.7 1.13 12 1924 186.7 66.3 274.0
3 595.3 285.7 1.51 28 3237 245.4 113.3 366.7
4 445.7 226.5 1.13 20 2034 194.4 88.4 289.8
5.5 106.1 70.3 0.27 10 465 39.5 22.8 64.3
5.5 212.3 130.7 0.54 25 897 78.5 35.1 115.6
5.5 299.4 151.6 0.76 12 886 83.6 41.4 125.0
5.5 403.0 180.8 1.02 10 839 72.9 53.3 126.2
5.5 456.7 235.1 1.16 21 2720 242.0 98.7 355.7
5.5 613.0 255.4 1.55 17 2273 189.5 89.5 287
7 451.8 168.9 1.14 8 502 47.2 24.9 75.1
9 452.9 180.9 1.15 7 514 42.6 25.4 85.0
ECiw is irrigation water electrical conductivity, ET is evapotranspiration.
Table 4 – Pre-fertilized water quality of field experiments
HCO3 SO4 Cl(mM)
Ca Na pH EC(dS/m)
Site
1.5 1.3 2.8 1.3 2.5 6.9 0.7 Zohar
3.6 4.7 10.4 4.3 10.4 7.6 2.4
0.4 2.1 1.1 0.5 0.8 6.7 0.5 Yair
2.8 4.4 18.3 5.5 14.8 7.2 3.2
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2.2.2. FIELD 2 experimentPeppers (var. 7187, Gadera Seeds) were grown under two
irrigation water salinities and four irrigation regimes in a 50-
mesh net house at the Yair experimental station (Arava
Research and Development, Hazeva, Israel; 308460N, 358140E).
Underlying soil was highly variable, highly stony alluvial
Hamada; >40% of the particles were >2 mm in size. Cultiva-
tion trenches 40 cm wide and 20 cm deep were dug in this soil
and filled with 70% volcanic tuff (1–8) and 30% compost.
Planting and irrigation were confined to the media-filled
trenches. Irrigation water salinities were EC = 0.7 dS/m and
EC = 2.4 dS/m. Concentrations of some mineral ions in the
water before fertilizers were added are listed in Table 4.
Fertilizers were added to equalize Ca, Mg and SO4 and to bring
N, P and K to 6.3, 0.72 and 4.5 mM, respectively. Fertilizers
increased EC by 0.8 dS/m in the desalinated and 0.5 dS/m in
the saline water. Irrigation water was applied once daily at
target rates of 25, 50, 75 and 100% of Ep. The experimental
design was complete random blocks in four replicates. Pepper
seedlings were planted 24 August 2004. Salinity treatments
were initiated at planting. Irrigation of 4 mm/d was applied
uniformly for 1 month, after which the water quantity
treatments were begun. Fruit was harvested as it ripened
starting 7 December 2004. After completion of fruit harvest in
April 2005, whole plants were removed to measure fresh and
dry biomass.
2.3. Simulations
Shani et al’s (2007) steady-state analytical model combines
water and salt balance with calculation of root zone soil
moisture and soil hydraulic conductivity according to the
Brooks–Corey (Brooks and Corey, 1966) soil hydraulic model.
Transpiration rate is solved from a single mathematical
expression and is the product of the soil’s unsaturated
hydraulic conductivity and the gradient of water potential
between soil and root (Nimah and Hanks, 1973). Yield decrease
as a function of salinity is considered by a reduction term
characterized by a logistic curve with an initial plateau and
subsequent decreasing section (van Genuchten and Hoffman,
1984). The salinity reduction curves are plant specific, defined
mainly by the ECe causing 50% yield decrease and are easily
adapted from experimental data or from published salinity
tolerance tables (for example; Maas, 1990). A proportional
relationship is assumed to exist between the ratio of yield to
potential yield and the ratio of transpiration to potential
transpiration following de Wit (1958) and Hanks (1974) thus
allowing prediction of biomass production (yield).
The model was used to simulate transpiration or total
biomass production of peppers in lysimeter and field experi-
ments. Soil and plant parameters used as model input are
given in Table 5. The model computed transpiration (T),
drainage (D), and LF for combinations of irrigation water
salinities ranging from 0 to 9 dS/m, and for irrigation levels
relative to potential transpiration (I/Tp) from 0 to 2.5.
Measured data from each experiment was compared to
predicted values according to the model using regression
analysis with the null hypothesis that slopes and intercepts of
the linear regression were not different from 1 and 0 at 95%
confidence.
3. Results
3.1. Lysimeter experiments
Drainage water salinity became a function of irrigation water
salinity within a matter of days following initiation of water
quality treatments (Figs. 1 and 2). With application rates of
I = 1.3 ETmax, salinity of drainage water reached ECiw approxi-
mately 10 d after treatments were initiated. The higher
salinity levels reached approximately constant, or steady
state, values within 4 weeks, and EC of the leachate for those
treatments was 1.5–2 times the value of ECiw (Fig. 1). Salinity of
Table 5 – Soil and plant parameters for lysimeters andmodel input parameters
Soil Arava sandy loam
KS (mm/d) 3600
d (unitless) 4.91
b (unitless) 0.55
us (m3/m3) 0.41
ur (m3/m3) 0.06
cw (mm) �200
Plant Capsicum annum cv. Celica
croot (mm) �6000
ECe50 (dS/m) 2.5
Tp (mm/d) 5
Yr0 0.08
From Shani et al. (2007): Ks, saturated hydraulic conductivity; d
andb, empirical soil characteristic parameters for the Brooks and
Corey (1966) hydraulic model; cw, air entry value; us, soil–water
content at saturation; ur, residual soil–water content; croot,
minimum possible water head at the root soil interface; ECe50,
plant characteristic parameter for salinity response function (EC of
the soil saturated paste where Yr = 0.5); Tp, potential transpiration;
Yr0, relative yield resulting from initial soil–water.
Fig. 1 – Solution electrical conductivity (EC) of drainage
water leaving root zone as a function of time and irrigation
water EC (ECiw). Peppers grown in lysimeters in the Arava
Valley, Israel, during LYS 1 experiment. Target leaching
fraction was 0.22 with irrigation (I) rate relative to
maximum evapotranspiration (ETmax) of I = 1.3 ETmax.
Arrow shows beginning of salinity treatments.
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leachate from the lower- and mid-level salinity treatments
continued to increase throughout the season, reaching levels
up to four times their corresponding ECiw values. The low-
salinity water treatment had very low volumes of drainage
water when the water application level was designed to
exactly meet ETp requirements (I/ETp � 1); therefore, only a
few samples from this treatment were available for analysis
(Fig. 2A). When irrigation water was saline, drainage was
produced even when I/ETp was<1 (Fig. 2B and C). For both ECiw
of 3 and 5.5 dS/m, the lower I/ETp levels had drainage water
that was characteristically low in the first part of the season
and that became relatively high from about mid-season. From
mid-season onwards, drainage water salinity became a
function of application rate. For all three salinity levels, the
plateau or final drainage water salinity was lower when
irrigation quantity was larger (Fig. 2).
ET calculated from the water balance in the lysimeters was
reduced as a function of increasing ECiw (Fig. 3). In both
experiments, reduced ET due to salinity was noticeable
starting in the first weeks of treatment applications. Water
uptake was a function of climate and canopy cover, with ET
rates increasing and decreasing, accordingly. Water applica-
tion rates less than I = ETmax reduced ET (Fig. 4). Water
application rates where I� ETmax generally produced pepper
plants whose ET levels were not distinguishable.
Yield responses to increased ECiw were found in the
lysimeter experiments, both as decreased fresh fruit weight
and as decreased shoot weight (Tables 2 and 3). Relative
decreases in yield due to salinity were larger in LYS 2 when the
LF was lower (I/Tp = 1.1) as compared to the relative yield
decrease due to salinity in LYS 1 when the LF was higher (I/
Tp = 1.3) (Fig. 5). Rates of yield-decrease as ECiw increased from
0.5 to 2 dS/m were substantial when LF was lower and
insignificant when LF was higher. Pepper response to ECiw
in LYS 2 (I/Tp = 1.1) suggests a sigmoid-shaped–response curve
with a threshold value, followed by a steep decrease in Y as a
function of salinity and eventual tapering off of the negative
effect. The response in LYS 1 (I/Tp = 1.3) was characterized by
large negative effects beginning with the lowest increases of
salinity and a tapering trend of reduced Y with increased ECiw,
similar to that in LYS 2 (Fig. 5).
Relative biomass production of peppers as a function of
relative irrigation water application was similar for low EC
(ECiw = 0.5 dS/m) water (Fig. 6) for the two experiments. With
low salinity water, yield increased with increased water
Fig. 2 – Solution electrical conductivity (EC) of drainage
water leaving root zone as a function of time and irrigation
level (I/ETp) for irrigation water salinity levels:
(ECiw) = 0.5 dS/m (A), ECiw = 3 dS/m (B) and ECiw = 5.5 dS/m
(C). Peppers grown in lysimeters in the Arava Valley,
Israel, during the LYS 1 experiment. Arrow shows
beginning of salinity treatments.
Fig. 3 – Cumulative evapotranspiration (ET) for peppers in
lysimeters with variable salinity of applied irrigation
water (ECiw). Calculated from daily water balance of two
pepper plants in single lysimeters. (A) LYS 1; 2000–2001
season; I/ETp � 1.3. (B) LYS 2; 2002–2003 season;
I/ETp � 1.1.
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application until irrigation levels of I/ETp = 1, while further
increases in water application did not affect yield. For ECiw of 3
and 5.5 dS/m relative yields continued to increase with
increased water application beyond I/ETp = 1. The relative
yields found in LYS 2 were reduced more than those of LYS 1
suggesting that LF was not the only factor contributing to the
salinity response.
3.2. Field experiments
Field data for yields of peppers as function of application rate
and salinity of irrigation water closely followed the results
from the lysimeter experiments and simulations (Table 6,
Fig. 7). Maximum yields were found at irrigation rates just
above I/ETp = 1 for low EC (desalinated) irrigation water and
yields continued to increase with increased water application
for the saline irrigation water treatments. Relative fruit yields
were less affected by salinity at high irrigation rates than were
the shoot yields. Noticeable were the relative fruit yields in
both field experiments, which were found to be higher than
the relative shoot yields, suggesting that fruit yield was
reduced less by salinity and more positively influenced by
increasing LF than was shoot biomass production.
3.3. Modeled results
Simulated results for the cases of the LYS and FIELD
experiments, shown in Figs. 5–7 as lines, can be compared
Fig. 4 – Cumulative evapotranspiration (ET) for peppers in lysimeters with variable irrigation rates of applied irrigation water
(I/ETp) for irrigation salinities of 0.5 (A and D), 3.0 (B and E) and 5.5 (C and F) dS/m. Lines are daily water balance results for
two pepper plants in single lysimeters. (A–C) are 2000/2001 growing season; (D–F) are 2002/2003 season.
Fig. 5 – Total biomass production of peppers as a function
of irrigation water electrical conductivity (EC). Symbols are
experimental data (open 2000/2001, I/ETp = 1.3; closed
2002/2003. I/ETp = 1.1) and lines are simulated results.
I/ETp is irrigation relative to potential evapotranspiration.
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to the experimental data shown as symbols. Simulations of
yield response to increasing ECiw, considering the different I/
Tp rates, predicted more severe yield decreases for equal
salinity levels when target LFs were lower (Fig. 5). The
simulated yields from the analytical solutions however,
over-predicted the extent of yield response to salinity in
LYS 1 (lower LF) and under-predicted the same response in LYS
2 (higher LF). Regression of predicted versus measured data,
from all of Fig. 5, resulted in r2 = 0.82 with slope of 1.047 and
intercept of �0.0168 (not different from 1 and 0 at 95%
confidence). Inspection of Fig. 5 suggests that the average of
the data from the two experiments corresponded closely to
the modeled results.
Measured yields were higher than simulated yields for
ECiw = 0.5 dS/m when I/Tp < 1 in both LYS experiments (Fig. 6).
Simulation of response to irrigation level at higher salinities
over-predicted yields for LYS 2 and under-predicted yields for
LYS 1 in the same manner as that seen with the predicted
salinity–response function. As with the salinity–response
data, the results of the response to water levels from the
simulations showed good agreement with the combined data
from the two experiments. Regression of predicted versus
measured data, from all of Fig. 6, resulted in r2 = 0.78 with
slope of 1.046 and intercept of�0.025 (not different from 1 and
0 at 95% confidence).
Simulation for the I/Tp, ECiw combinations of the field
experiments, using soil parameters from the lysimeter
experiment, were in agreement with measured shoot biomass
data. The actual soil hydraulic parameters for the sandy soil in
FIELD 1 (Fig. 7B) should be similar to those used in the
simulation, while such parameters for the soil-less media-
filled trench in FIELD 2 (Fig. 7A) are unknown, thus adding to
the level of uncertainty concerning the validity of simulation.
Regression of predicted versus measured dry biomass data,
from all of Fig. 7, resulted in r2 = 0.76 with slope of 0.80 and
intercept of 0.163 (not different from 1 and 0 at 95%
confidence). Regression of predicted biomass versus measured
fresh fruit data, on the other hand, resulted in r2 = 0.83 with
slope (0.67) and intercept (0.135) that were statistically
different than 1 and 0 at 95% confidence.
4. Discussion
In view of the relative overall success of the simulation model
in predicting trends and levels of pepper response to irrigation
level/salinity combinations, the model may be used to conduct
sensitivity and optimization exercises. The simulations
demonstrated that the yield response of pepper to ECiw is a
function of the irrigation rate (Fig. 8). High rates of leaching
allow higher transpiration and biomass production and
essentially create threshold values below which ECiw does
not effectively reduce yields. Irrigation rates close to ETp are
characterized by dramatic yield decreases with increases in
ECiw. Attempted ‘‘deficit’’ irrigation (I/ETp < 1) causes yield
decreases at all salinities and essentially increases the slope of
the ECiw response curve. The ECiw has a substantial influence
on actual LF (Fig. 9). For a given I/ETp, the drainage component
Fig. 6 – Total biomass production of peppers as a function
of relative applied irrigation water quantity (I/ETmax).
Symbols are experimental data (open 2000/2001; closed
2002/2003) and lines are simulated results for three
irrigation water salinity (ECiw) levels.
Table 6 – Irrigation treatments and average fruit- and shoot-yields for net- and greenhouse-grown bell peppers in theArava Valley (standard deviations)
Site Media Salinity(dS/m)
Irrigation(mm)
Total fruit(Mg/ha)
Weight(g/fruit)
Shoot dry weightkg/plant)
Zohar Sand 0.5 885 134.9 (10.7) 233.2 (6.0) 0.24 (0.06)
Zohar Sand 0.5 1245 131.4 (7.7) 233.6 (14.8) 0.32 (0.06)
Zohar Sand 0.5 1543 125.6 (7.2) 241.3 (10.4) 0.30 (0.08)
Zohar sand 3.2 800 98.5 (13.9) 241.2 (16.4) 0.18 (0.06)
Zohar Sand 3.2 1284 118.8 (13.5) 240.6 (17.5) 0.21 (0.06)
Zohar Sand 3.2 1621 124.9 (14.7) 232.5 (5.1) 0.22 (0.02)
Yair Tuff 0.7 350 73.0 (12.0) 163.4 (8.4) 0.19 (0.03)
Yair Tuff 0.7 684 109.5 (12.3) 168.6 (6.8) 0.25 (0.05)
Yair Tuff 0.7 962 107.2 (12.6) 162.1 (7.2) 0.29 (0.07)
Yair Tuff 0.7 1350 106.1 (10.4) 167.0 (6.0) 0.28 (0.04)
Yair Tuff 2.4 350 59.5 (12.5) 150.1 (7.8) 0.13 (0.02)
Yair Tuff 2.4 684 85.2 (12.9) 173.3 (9.6) 0.21 (0.02)
Yair Tuff 2.4 962 93.5 (12.6) 173.1 (6.6) 0.22 (0.05)
Yair Tuff 2.4 1350 107.2 (13.8) 173.3 (5.0) 0.28 (0.06)
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of the water balance increases if ECiw increases due to lowered
ET caused by the higher salinity conditions. The leaching
fraction of peppers for the case simulated in Fig. 9 (Arava,
sandy loam soil) and a target LF of 0.17 (I/ETp = 1.2) was 0.2 for
ECiw = 0.5 dSm, 0.38 for ECiw = 2 dS/m and 0.5 for ECiw = 3.5 dS/
m. Up to half of the irrigation water became drainage as
salinity decreased yield to 60% of that expected for non-saline
conditions. Irrigation rates corresponding to those in com-
mercial pepper production and those applied to achieve
maximum yields in the field experiments (I/ETp rates between
2 and 2.5) produced LFs reaching 0.6. An additional interesting
result of the simulation of peppers (Fig. 9) is that LF is seen to
be relatively high even under conditions of attempted deficit
irrigation where less than ETp is supplied. Due to the self
regulating nature of the system – in which crop, water, and
salts interact – at low water application rates salts accumulate
in the root zone, transpiration is decreased, and eventually,
water content becomes sufficient to produce drainage and to
leach at least some of the salts beyond the active roots. These
results support early claims by Meiri et al. (1977) and those
previously documented by Letey et al. (1985), Letey and Dinar
(1986), and Solomon (1985). Letey et al. (1985) and Letey and
Dinar (1986) give examples showing LF as a function of relative
applied irrigation water for tall fescue and alfalfa grown under
different irrigation water salinities. As with our results, their
model indicated that at equal irrigation rates, LFs will always
be higher for higher irrigation water salinities and that salinity
results in LFs that are greater than 0. Their results show
irrigation water salinity-specific LF base levels that remain
constant as I/ETp increases from 0 to 0.8 and subsequent LFs
that increase with increasing irrigation. The predicted
Fig. 7 – Marketable fruit and dry biomass production of
peppers (Y) as a function of relative applied irrigation
water quantity (I/ETp). Symbols are experimental data and
lines are simulated results for each irrigation water
salinity (ECiw) level.
Fig. 8 – Simulated yield (Y) response (total biomass) of
peppers grown in sandy loam soil in the Arava Valley,
Israel, as a function of irrigation water salinity and relative
water application rate (I/ETp). Shani et al., 2007 model
parameterization according to Table 5.
Fig. 9 – Simulated relative biomass production (A) and
leaching fraction (B) as a function of relative applied
irrigation water quantity for three irrigation water salinity
(ECiw) levels. Shani et al. (2007) model parameterization
according to Table 5. Y is yield, T is transpiration, ET is
evapotranspiration, p is potential, D is drainage, I is
irrigation, ECiw is irrigation water electrical conductivity.
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phenomenon in our work of increased leaching accompanying
apparent ‘‘deficit’’ irrigation strategies, when I/ETp was very
low (Fig. 9B) was not reported by Letey et al. (1985) or Letey and
Dinar (1986) but is consistent with results from transient,
numerical model simulations reported by Dudley et al. (2008).
The extent of drainage due to the plant’s response and
feedback to the soil–water system may be magnified by some
of the underlying assumptions of the analytical and produc-
tion function models that include; steady-state conditions and
non-consideration of the possibility that root uptake may be
greater in local zones of low salinity and high water content in
the soil (Corwin et al., 2007; Letey and Feng, 2007; Dudley et al.,
2008). In spite of this, the lysimeter experiments give
additional experimental confirmation to the models as they
demonstrated the occurrence of leaching that increased over
the course of time for irrigation application rates below
potential ET.
Comparison of LFs measured experimentally with LRs
calculated according to common methods (Ayers and Westcot,
1985) shows that, for any given ECiw, target LFs were close to
those maximizing yields but that they did not succeed in
bringing biomass production to predicted levels. For example,
irrigation with EC = 3 dS/m was expected to provide 10% and
0% yield decreases with LR = 0.38 (I/Ep = 1.6) and LR = 0.67 (I/
Ep = 3), respectively (Table 1). In the lysimeter and simulated
results, maximum relative yields of less than 80% were
achieved as LFs approached 0.5 (I/Ep = 2) and raising LF further
provided very little additional yield (Fig. 6). Leaching require-
ments are based on crop response to salinity databases that
refer to biomass production and not necessarily economic
yield (Maas, 1990). Interestingly, the FAO LRs accurately
reflected results for marketable fruit yield found in the field
experiments (Fig. 7), where LFs of around 0.6 (I/Ep = 2.5)
resulted in fruit yields that had decreased by less than 10% as
compared to those achieved with low salinity irrigation water.
Certainly, practical use of LFs in general and the results
presented in this study must consider and attempt to quantify
the relationship of biomass production to reproductive
activity and fruit yield in crops.
Sustainability of arid zone irrigated agriculture is depen-
dant upon long-term appropriate treatment of salts (Hillel,
2000; Ben-Gal et al., 2006). The water used for leaching salts
and maintaining conditions for maximum yields must be
disposed of. This water, carrying other agricultural and
natural contaminants along with the excess salts, presents
a serious environmental encumbrance (Smedema and Shiati,
2002). Sustainable cultivation of peppers (or any other crop
that is not categorically tolerant to salinity) must either reduce
salinity prior to irrigation – thus allowing substantially less
leaching – or provide for collection and disposal of the leached
salts and water (Tanji and Kielen, 2002).
5. Conclusions
Irrigation water salinity was found to decrease transpiration
and biomass production in bell peppers. The extent of the
salinity response was dependant upon the level of leaching of
salts from the root zone. Application of saline water to the soil
exceeding the quantity used by the crop for transpiration,
succeeded in improving conditions for water uptake and
growth of the peppers. The addition of such water had higher
relative benefit as the salinity of the water increased.
Lysimeter, field, and modeled experimental results suggested
that potential economic benefits from increased yields exist
for irrigation application rates reaching more than 200% of the
ETp. Leaching fractions were seen to increase as a result of
reductions in transpiration caused by increases in salinity;
thus demonstrating the importance of plant feedback in water
and salt balance. Traditional methods for determining LR were
found to fairly accurately predict the leaching rates required to
maximize yields, despite their over-prediction of transpiration
and under-prediction of yield potential.
The results indicate that irrigation with saline water under
arid conditions may be problematic despite the potential for
economic success. The water used for leaching salts and
maintaining conditions for maximum yield must be disposed of
outside the rootzone. This water, carrying other agricultural
and natural contaminants along with the excess salts, presents
a serious environmental encumbrance. Sustainable cultivation
must provide for collection and disposal of the leached salts and
water or alternatively, reduce the leaching. Reduced leaching is
only possible through cultivation of highly tolerant crops or via
the reduction of water salinity prior to irrigation.
Acknowledgement
This work was made possible through support provided by
The Middle East Regional Cooperation Program, US Agency for
International Development, Grant M24-014.
r e f e r e n c e s
Allen, R.G., Pereira, L.S., Raes, D., Smith M., 1998. CropEvapotranspiration: Guidelines for Computing Crop WaterRequirements. Irrig. Drain. Paper 56. UN-FAO, Rome.
Ayers, R.S., Westcot, D.W., 1985. Water Quality for Agriculture.FAO Irrig. Drain. Paper 29. FAO, Rome.
Ben-Gal, A., Shani, U., 2002. A highly conductive drainageextension to control the lower boundary condition oflysimeters. Plant Soil 239, 9–17.
Ben-Gal, A., Tal, A., Tel-Zur, N., 2006. The sustainability of aridagriculture: trends and challenges. Annals of Arid Zone 45,227–258.
Bernstein, L., 1975. Effects of salinity and sodicity on plantgrowth. Annu. Rev. Phytopathol. 13, 295–312.
Brooks, R.H., Corey, A.T., 1966. Properties of porous mediaaffecting flow. ASCE J. Irrig. Drain. Div. 72 (IR2), 61–88.
Chartzoulakis, K., Klapaki, G., 2000. Response of two greenhousepepper hybrids to NaCl salinity during different growthstages. Sci. Hortic. 86, 247–260.
Corwin, D.L., Rhoades, J.D., Simunek, J., 2007. Leachingrequirement for soil salinity control. Steady-state versustransient models. Agric. Water Manage. 90, 165–180.
de Wit, C.T., 1958. Transpiration and Crop Yield. Verslag VanLandbouck, Onderzoeh, No. 64.6.
Dimitrov, Z., Ovtcharrova, A., 1995. The productivity of peppersand tomatoes in case of insufficient water supply. In:Proceedings of ICID Special Technical Session on the Role ofAdvanced Technologies in Irrigation and Drainage Systems,vol. 1. pp. ft9.1–ft9.5.
a g r i c u l t u r a l w a t e r m a n a g e m e n t 9 5 ( 2 0 0 8 ) 5 8 7 – 5 9 7596
Author's personal copy
Dudley, L., Shani, U., 2003. Modeling plant response to droughtand salt stress: reformulation of the root sink term. VadoseZone J. 2, 751–758.
Dudley, L.M., Ben-Gal, A., Shani, U., 2008. Influence of plant, soiland water properties on the leaching fraction. Vadose Zone J.
Feddes, R.A., Raats, P.A.C., 2004. Parameterizing the soil–water–plant root system. In: Feddes, R.A., et al. (Eds.),Unsaturated-zone Modeling: Progress, Challenges andApplications. Wageningen UR Frontis Ser., vol. 6. KluwerAcad. Publ., Dordrecht, Netherlands, pp. 95–141.
Hanks, R.J., 1974. Model for predicting plant yield as influencedby water use. Agron. J. 66, 660–665.
Hillel, D., 2000. Salinity Management for Sustainable Irrigation.Integrating Science, Environment, and Economics. TheInternational Bank for Reconstruction and Development/THE WORLD BANK, Washington, DC.
Hopmans, J.W., Bristow, K.L., 2002. Current capabilities andfuture needs of root water and nutrient uptake modeling.Adv. Agron. 77, 103–183.
Lazarovitch, N., Ben-Gal, A., Shani, U., 2006. An automatedrotating lysimeter system for greenhouseevapotranspiration studies. Vadose Zone J. 5, 801–804.
Letey, J., Dinar, A., 1986. Simulated crop-water productionfunctions for several crops when irrigated with salinewaters. Hilgardia 54, 1–32.
Letey, J., Feng, G.L., 2007. Dynamic versus steady-stateapproaches to evaluate irrigation management of salinewaters. Agric. Water Manage. 91, 1–10.
Letey, J., Dinar, A., Knapp, K.C., 1985. Crop-water productionfunction model for saline irrigation waters. Soil Sci. Soc.Am. J. 49, 1005–1009.
Maas, E.V., 1990. Crop salt tolerance. In: Tanji, K.K. (Ed.),Agricultural Salinity Assessment and Management. ASCEManuals and Reports on Engineering Practices No. 71. Am.Soc. Civil Eng., New York.
Meiri, A., Plaut, Z., 1985. Crop production and managementunder saline conditions. Plant Soil. 89, 253–271.
Meiri, A., Kamburov, J., Shalhevet, J., 1977. Transpiration effectson leaching fractions. Agron. J. 69, 779–782.
Navarro, J.M., Garrido, C., Carvajal, M., Martinez, V., 2002. Yieldand fruit quality of pepper plants under sulphate andchloride salinity. J. Hortic. Sci. Biotechnol. 77, 52–57.
Nimah, N.M., Hanks, R.J., 1973. Model for estimating soil water,plant and atmospheric interrelations. I. Description andsensitivity. Soil Sci. Soc. Am. Proc. 37, 522–527.
Shani, U., Hanks, R.J., Bresler, E., Oliveira, A.S., 1987. Fieldmethod for estimating hydraulic conductivity and matricpotential–water content relations. Soil Sci. Soc. Am. J. 51,298–302.
Shani, U., Ben-Gal, A., Tripler, E., Dudley, L.M., 2007. Plantresponse to the soil environment: an analytical modelintegrating yield, water, soil type and salinity. WaterResour. Res. 43 W08418 10.1029/2006WR005313.
Smedema, L.K., Shiati, K., 2002. Irrigation and salinity: aperspective review of the salinity hazards of irrigationdevelopment in the arid zone. Irrig. Drain. Syst. 16,161–174.
Solomon, K.H., 1985. Water-salinity-production functions.Trans. Am. Soc. Agric. Eng. 28, 1975–1980.
Sonneveld, C., 1988. The salt tolerance of greenhouse crops.Neth. J. Agric. Sci. 36, 63–73.
Tanji, K., Kielen, N., 2002. Agricultural Drainage WaterManagement in Arid and Semi-Arid Areas. FAO Irrigationand Drainage Paper 61. FAO, Rome, Italy.
van Genuchten, M.Th., Hoffman, G.J., 1984. Analysis of cropproduction. In: Shainberg, I., Shalhevet, J. (Eds.), SoilSalinity under Irrigation. Springer, Berlin, pp. 258–271.
Yermiyahu, U., Ben-Gal, A., Keren, R., Reid, R.J., 2008. Combinedeffect of salinity and excess boron on plant growth andyield. Plant and Soil 304, 73–87.
a g r i c u l t u r a l w a t e r m a n a g e m e n t 9 5 ( 2 0 0 8 ) 5 8 7 – 5 9 7 597