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a Soil and Water Science Unit, Univ. of California, Riverside, CA 92521
b Inst. of Soils, Water, and Environmental Sci., Volcani Center, ARO, P.O. Box 6, Bet Dagan, Israel
* Corresponding Author (john.letey{at}ucr.edu)
| ABSTRACT |
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1.7, 4.0, 5.0, 8.0, and 10.2 dS m-1 and average irrigation intervals of 3.5, 7, 14, and 21 d. Root distribution is an input variable to the model. Therefore, a second objective of the study was to test the sensitivity of the model results to the root distribution. In general, the agreement between measured and simulated salt distributions were better for the longer than for the shorter irrigation intervals. For the shorter irrigation intervals, the measured salt concentration near the soil surface was greater than was simulated. This result is explained by the fact that the model does not separate the transpiration (T) from the evaporation (E) component of evapotranspiration (ET), and assumes that all water is lost by T. The E:T ratio would be expected to increase as the irrigation frequency increases, and E would carry salts to the soil surface. Except for nonsaline conditions with frequent irrigation, the simulated yields were increased by having a deeper root distribution. The effect of a deep root system was greater for the longer irrigation interval when the water storage capacity within the root zone becomes more important.
Abbreviations: E, evaporation component of evapotranspiration ET, evapotranspiration EC, electrical conductivity T, transpiration component of evapotranspiration
| INTRODUCTION |
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Reliable models which accurately simulate the consequences of irrigation management on crop yield, salt, and water distribution in the soil profile, and the amount and concentration of water percolating below the root zone have great utility in developing optimal irrigation strategies. Cardon and Letey (1992) developed a modified van GenuchtenHanks model to simulate crop production under various irrigation regimes including saline conditions. That model was modified by Pang and Letey (1998) to allow the plant to compensate for water stress by removing extra water from the root zone where water is not deficient and by incorporating a threshold for matric and osmotic stress below which plant growth was not affected.
Very few experiments have been conducted in which the irrigation water salinity and the amounts and timing of irrigation were included as variables. One experiment was conducted in Israel which included five levels of salt concentration in the irrigation water and four irrigation intervals (Shalhevet et al., 1986). Results from that experiment can be used to compare computer model simulation results with measured results. Feng et al. (2003) reported good agreement between the measured and simulated relative yields of a corn crop. One purpose of the present paper is to compare the simulated with the measured salt distribution in the profile at the end of a season. A second purpose is to investigate the effect of different root distributions on relative yield and salt distribution under irrigation-salinity and irrigation-interval variables. Although the model also simulates the amount and concentration of water percolating below the root zone, these data were not measured during the experiment so no evaluation of the model results can be made.
| EXPERIMENTAL DESCRIPTION AND SIMULATION PROCEDURES |
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The experiment was a split-plot design with five levels of ECs of irrigation water (ECi = 1.7, 4.0, 5.0, 8.0, and 10.2 dS m-1) as main treatments and four irrigation intervals (3.5, 7, 14, and 21 d) as subtreatments and three replicates. The 3.5-d treatment reports the average interval between irrigations, which varied slightly during the course of the experiment.
Prior to the initiation of the salinity and irrigation interval treatments, all plots received three uniform irrigations until 37 d after planting. The initial salt distribution in the soil profile prior to planting was quite uniform through the soil. The concentration was
1.25 cmol kg-1 to a depth of
90 cm and then 1.0 cmol kg-1 at greater depths. The root distribution was not measured in the experiment, so values reported by Bar Yosef (1999) from an experiment on corn in Israel was selected as being representative of the experimental situation for comparing simulated with measured results.
Four different rooting patterns were artificially selected to determine the effect of rooting pattern on simulated results in a separate study. Maximum rooting depths selected were 60 and 120 cm; and for a given maximum length, a shallower and deeper distribution were formulated (Fig. 1) . For purposes of reporting, these treatments will be identified as 60s, 60d, 120s, and 120d, where the number refers to the maximum depth of root penetration and the letter refers to whether the root distribution was more shallow (s) or deep (d). The root distribution patterns are illustrated in Fig. 1. A description of the soil properties, hydraulic function values used in the model, crop sensitivity to salinity, and matric stress values and other details of the simulation are presented in detail elsewhere (Feng et al., 2003).
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| RESULTS AND DISCUSSION |
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Because the model allows root water uptake from nonstressed root zone to compensate for reduced water uptake from the stressed portion of the root zone, the discrepancy between the measured and simulated salt distribution in the soil profile were not reflected in the crop production results (Feng et al., 2003).
The effects of the artificially imposed root distributions on simulated relative yield of corn are summarized in Table 1. Although the simulations were conducted across a 5-yr period, only the first 2-yr results are presented, because the results in successive years were very similar to those achieved in the second year. In other words, steady state conditions had been achieved by the second growing season.
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The general results of the simulation are consistent with results reported by Timlin et al. (2001). They investigated the relationships between corn grain yield and weather over a range of soil rooting depths with and without irrigation. The grain yields from the irrigated plots were not sensitive to soil depth. However, on the nonirrigated plots, the grain yield increased with increasing soil depth.
The simulated salt distributions for the artificially imposed root distributions are presented in Fig. 3 for the field experimental treatments of 3.5-d irrigation interval and irrigation water salinities of 1.7 and 9.5 dS m-1. The main effect was to have the salt transported deeper into the soil profile with the deeper root system. This result is consistent with the expected zones of water extraction by the roots. The deeper root system would extract water at deeper depths than the shallow root system. Therefore, at irrigation the infiltrated water would move deeper into the soil profile to replace the extracted water under the deep root system. The flow of water to the deeper zones would transport salt deeper into the profile.
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Having a deeper root system is preferable from two points of view. First, a larger water storage capacity available to plants exists with the deeper root systems, placing less importance on the timing of irrigation. Second, the deeper root system, by extracting water at the greater depths, creates a situation toward increasing the depth of salt leaching by irrigation. The rooting depth is particularly important under saline conditions. With proper irrigation timing and amount of nonsaline irrigation water, approximately equal yields can be achieved regardless of root distribution. However, when irrigating with saline waters, the rooting depth becomes more important.
Received for publication March 5, 2002.
| REFERENCES |
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