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Equation [8] is the general rainfall-runoff relation with the <br /> <br />initial abstraction taken into account. The initial abstraction is <br />co„~prised of interception, infiltration, and surface storage, all of <br />which occur before runoff begins. Each of these processes has been <br />discussed previously in this handbook. <br />In computing storm runoff, it is assumed that a fraction of the <br />potential maximum retention S, is the initial abstraction Ia, as the <br />result of interception, infiltration, and detention storage. These compo- <br />re~ts must be satisfied before runoff begins. The residual retention <br />is primarily the infiltration which occurs after runoff begins. It is <br />controlled: (1) by the rate of infiltration at the soil surface, or <br />(2) by the rate of transmission through the soil mantle, or (3) by the <br />water-holding capacity of the soil mantle, whichever is the limiting <br />factor. The SCS Handbook (SCS, 1972) discusses the relationship of <br />these processes to a succession of rainfall events as follows: <br />A succession of storms, such as one a day for a week, reduces <br />the magnitude of S each day because the limiting factor does <br />not have the opportunity to completely recover its rate or <br />capacity through weathering, evapotranspiration, or drainage. <br />But there is enough recovery, depending on the soil-cover <br />complex, to licit the reduction. During such a storm period <br />the magnitude of S remains virtually the same after the second <br />or third day even if the rains are large so that there is, <br />from a practical viewpoint, a lower limit to S fora given <br />soil-cover complex. Similarly there is a practical upper limit <br />to S, again depending on the soil-cover complex, beyond which <br />the recovery cannot take 5 unless the complex is altered. <br />