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<br />DOWNSTREAM ROUTING <br /> <br />The peak outflow discharge determined in the preceding step may be <br /> <br /> <br />routed downstream using the dimensionless routing curves in Appendix Ia. <br /> <br /> <br />These curves were developed from numerous executions of the NWS DAMBRK Model <br /> <br /> <br />and they are grouped into families based on the Froude number associated <br /> <br /> <br />with the floodwave peak. To determine the correct family and member curve <br /> <br />that most accurately predicts the attenuation of the flood, the user must <br /> <br /> <br />first define certain routing parameters. <br /> <br />Prior to defining the routing parameters, however, the user must first <br /> <br />describe the river channel downstream from the dam to the first routing <br /> <br /> <br />point as a prism. To describe the river channel downstream of the dam as a <br /> <br /> <br />prismatic channel the user must reduce the topwidth vs. elevation data (see <br /> <br />table 1) for the first two cross-sections. This cross-section data is reduced <br /> <br /> <br />(see table 4, p. 1-24) to depth (h) vs. topwidth (B) data by subtracting the <br /> <br /> <br />channel invert elevation from the elevation associated with each topwidth at a <br /> <br /> <br />given cross-section. From this reduced data, an average cross section may be <br /> <br />determined using the following algorithm. <br /> <br />For each depth (hi)' the average topwidth (Bi) is given by the <br />relation: <br /> <br />- <br />Bi <br /> <br />(Bi,1 + Bi,2) <br />2 <br /> <br />(18) <br /> <br />, <br /> <br />Where: hi is the ith depth, i = 1,2,3 ... I (number of topwidths per <br /> <br />X-Section) <br /> <br />Bi'~ is the ith topwidth (corresponding to the ith depth hi) at the <br /> <br />jt X-section where j = 1,2 <br />th <br />Bi is the average i topwidth <br /> <br />Note: The preceding calculation is unnecessary when depth vs. topwidth <br />data is available for only ~X-section. <br /> <br />1-13 <br />