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<br />M <br />f= M <br /> <br />(3) <br /> <br />-I <br />.- <br /> <br /> <br /> <br />I <br />I <br />I <br />I <br />I <br />I <br />I <br />I <br />I <br /> <br />I <br />I <br />I <br />I <br />I <br />I <br />I <br />I <br />I <br />I <br />I <br />I <br />I <br />I <br />I <br />I <br />I <br />I <br />I <br /> <br />Rainfall Losses <br /> <br />Hydrologic Design Manual <br />for Maricopa COunty <br /> <br />where <br /> <br />At =: the computation interval <br />F = accumulated depth of infiltration at the start of At. <br /> <br />The average infiltration rate is: <br /> <br />Use of the Green and Ampt equation as coded in HEC-1 involves the simulation of <br />rainfall loss as a two phase process, as illustrated in Figure 4.2. The first phase is <br />the simulation of the surface retention loss as previously described; this loss is called <br />the initial loss (lA) in HEC-1. During this first phase, all rainfall is lost (zero rainfall <br />excess generated) during the period from the start of rainfall up to the time that the <br />accumulated rainfall equals the value of 1A. It is assumed, for modeling purposes, <br />that no infiltration of rainfall occurs during this first phase. Initial loss (lA) is <br />primarily a function of land-use and surface cover, and recommended values of IA <br />for use with the Green and Ampt equation are presented in Table 4.1. For example, <br />about 0.35 inches of rainfall will be lost to runoff due to surface retention for desert <br />and rangelands on relatively flat slopes in Maricopa County. <br /> <br />The second phase of the rainfall loss process is the infiltration of rainfall into the soil <br />matrix. For modeling purposes, the infiltration begins immediately after the surface <br />retention loss (lA) is completely satisfied, as illustrated in Figure 4.2. The three <br />Green and Ampt equation infiltration parameters as coded in HEe-1 are: <br /> <br />.. hydraulic conductivity at natwal saturation CXI<5A TI equal to I<s in Equation 1; <br /> <br />.. wetting front capillary suction (PSIF) equal to 'l' in Equation 1; and <br /> <br />.. volumetric soil moisture deficit at the start of rainfall (DTHET A) equal to <br />e in Equation 1. <br /> <br />The three infiltration parameters are functions of soil characteristics, ground surface <br />characteristics, and land management practices. The soil characteristics of interest <br />are particle size distribution (soil texture), organic matter, and bulk density. The <br />primary soil surface characteristics are vegetation canopy cover, ground cover, and <br />soil crusting. The land management practices are identified as various tillages as <br />they result in changes to soil porosity. <br /> <br />Values of Green and Ampt equation parameters as a function of soil characteristics <br />alone (bare ground condition) have been obtained from published reports (Rawls <br />and others, 1983; Rawls and Brakensiek, 1983). Average values ofXKSAT and PSIF <br />for each of the soil texture classes from Rawls and Brakensiek (1983) are shown in <br />Columns (2) and (3) of Table 4.2. Values ofXKSA T and PSIF (as a function of percent <br />of sand and percent of clay for soil with 0.5 percent organic matter and base value <br />[unaltered) soil porosity) are shown in Figures 4.3 and 4.4, respectively (Rawls and <br />Brakensiek. 1983). The values of XI<5A T and PSIF from Table 4.2 should be used if <br /> <br />: .~. ;.:.;.:.: .}:;: .:.:~_:.:-:.:.}};. ;(.:.:-:~~,:.:_:-:::::;:::-:->>:.:_: ,:.:.;>~:->>::;.:.:-:-w,:~ ,:-:<-:-:,;(,:-:,.;.:.;>:. :.:.:'~}:<<.;.: :.:.: :-:< :<<.:':<.:.:-: ;(.:.:.:.:. ;-: }:_ ;.;.:.: ,.:.:-; : :-: :.;{:-:,: ;.:-:.;>::. :.y'.:::.:.~.: :.~:N:-:.:.:.:.:. x ~:~.:,~. ~~:-: ~~: -:-::: .~:.:.~ x,"~:~' :~.~~: :}:.;'. : .:.:: .:-:'.:~:::.:-:~.:-:-:<<~-::tx:.:.:-:.: ~:.~~:.~~ <br /> <br />46 <br />