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<br />~!( <br /> <br />!:.!;., <br /> <br />l\:) <br />~ <br />-..] <br />0") <br /> <br />root zone (Ingvalson, et al. 1976). The water-uptake <br />distribution within the irrigated root zone is assumed to <br />be 40:30:20:10 by successive quarter-depth fractions; <br />steady-state chemistry and "piston-displacement-type" <br />water flow are also assumed. Each of these assumptions <br />is sufficiently true that the results are reasonable <br />(Rhoades and Merrill, 1976). The required leaching <br />fraction, Lr, is taken to be that value of L required to <br />keep the average salinity of the rootzone from exceeding <br />the tolerance level of the crop (the maximum level that <br />the crop can tolerate without loss of yield, ECe. a <br />higher value can be used, if some loss of yield can be <br />tolerated) . <br />The average level of soil salinity (expressed as the <br />electrical conductivity of the saturation-paste extract, <br /> <br />ECe = Fc . ECiw' <br /> <br />[ 2 ] <br /> <br />'I <br />I, <br />I <br />I <br /> <br />ECe) within the crop rootzone resulting from the long- <br />term irrigation with a water of ECiw is predicted from <br /> <br />where ECiw is the electrical conductivity of the <br />irrigation water and Fc is the relating concentration <br />factor appropriate for L. A calculable relationship <br />exists between Fc and L; it is the same as that existing <br />between Fe and Lr, which is depicted in Figure 1 after <br />Rhoades (1982, 1984a). <br />The following example illustrates how the prediction <br /> <br />of ECe is made for the case of conventional irrigation <br />management, an ECiw of 0.5 dS/m and L equal to 0.15. Fc <br />1S determ1ned to be 1.51 (see Figure 1) and hence the <br />average level of soil salinity within the active <br />root zone (ECe basis) is predicted (from Equation. [2]) <br />to be 0.75 dS/m \=0.5 x 1.51). <br />ECe is taken as the maximum tolerable level of ECe in <br />all cases herein. Thus, the maximum degree to which the <br />irrigation water can be concentrated before salinity <br />begins to reduce crop yield is given by Fe: <br /> <br />maximum permissible salinity, EC~ <br />Fe= <br /> <br />. [31 <br /> <br />electrical conductivity of irrigation water, ECiw <br /> <br />The values of ECe used were taken from the crop <br />tolerance tables of Maas, (1986). The leaching <br />requirement is calculated using ECe, the value of F~ <br />obta1ned from Equat10n 3 and Figure 1. <br />The fract10n of the 1rr1gation water that can be <br />consumed in evapotranspiration (i.e., Vet/Viw) without <br />yield loss is related to Lr as <br />Vet/Viw = (l-Lr) [4] <br /> <br />4 <br /> <br />m>oades <br />