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<br />Bulleim j Ii:> gUidelines. In order to coniinue usmg this method, a procedure is reqUired to adjUst <br />for the excessive censoring. <br /> <br />Annual flood peaks can generally be considered independent, random quantities (IACWD, 1982; <br />Salas, 1993). The annual peak flows in censored years may be substituted by a random value <br />between zero and the minimum recordable flow. The Bulletin 17B procedure can then be <br />applied to this record to further adjust for high and low outliers and zero-flow years. A sufficient <br />number of these random events must be generated in order to create an ensemble of equally <br />likely frequency curves. This analysis used 100 sets of random records for each site. The result <br />is an upper and lower bound of the frequency curve defined by the maximum and minimum <br />estimates of the flood frequency relation. A best estimate of the frequency relationship is <br />derived from the mean ofthe ensemble statistics. Confidence limits are then computed from this <br />estimate of the frequency curve. <br /> <br />Bulletin 17B was created to provide consistency in flood frequency analysis and methods to deal <br />with outliers and regional skewness. Since its publication, other methods have become available <br />and are becoming more popular. One such method is the Expected Moments Algorithm (EMA). <br />This method is capable of handling censored data and is reported to make more effective use 'Of <br />historical information over the Bulletin 17B method (NRC, 1999). EMA results are presented <br />with the Bulletin 17B frequency curves in Section 4.2.4 of this report. A detailed description of <br />the EMA method is not presented here. The interested reader is referred to referenced <br />documents (Cohn, Lane, and Baier, 1997; England, 1999) for detailed information. <br /> <br />3.4 Model calibration and validation <br /> <br />Various rainfall-runoff models exist that are capable of facilitating this analysis. The two models <br />chosen for this study are the Hydrologic Engineering Center Hydrologic Modeling System <br />(HEC-HMS v1.l) and the Soil Conservation Service Curve Number model (SCS CN). These two <br />models were chosen because of their popularity and simplicity. One goal of this study is to apply <br />a reliable, popular model system such that these procedures may be directly applicable to <br />professionals working on similar topics. These two models are event-based models. Currently, <br />there is no soil moisture or snow accounting component in HEC-HMS to allow continuous <br />modeling. Such a component would allow for better simulation of antecedent moisture <br />conditions and should be considered in future efforts. <br /> <br />The HEC-HMS model is a precipitation-runoff model designed to eventually replace the popular <br />Uood hydrograph model HEC-I (HEC, 1998). The version utilized here is an early version and <br />has limited capability. The precipitation and runoff components are fully functional and are all <br />that are required for the scope of this study. The Green and Ampt infiltration model was used in <br />HEC-HMS in conjunction with the Snyder unit hydrograph transformation. The Green and <br />Ampt model parameters are widely published and are largely measurable. <br /> <br />The SCS curve number method is a very simple and widely used method in estimating flood <br />. hydrogra:phs for small rural basins (Pilgrim and Codery, 1993). The program documentation <br />suggests this method should be used only on basins less than five square miles in area. All sites <br />in this study fall below this threshold. An area-weighted curve number is used in all <br /> <br />9 <br /> <br />/ <br />V <br />