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<br />< <br /> <br />SLOPE-AREA METHOD MEASUREMENTS <br /> <br />1. INTRODUCTION. <br /> <br />The slope-area method is a technique used to determine the peak discharge of a <br />channel after the flood crest has passed. Other methods include the calculation of peak <br />discharge using the head loss through various width contractions, such as culverts and <br />bridges and flow over weirs and dams. <br /> <br />The slope-area method is most widely used by the U.S. Geological Survey (U.S.G.S.) <br />and other cooperating agencies in determining the peak discharge at a stream gage when <br />no measurement was made. The U.S.G.S. also uses the slope area method when <br />conducting Manning's "n" verification studies, in which the discharge is measured and the <br />calculations are used to solve for the roughness coefficient. Slope-areas are made by <br />the Corps of Engineers when estimates of peak flow are needed at ungaged sites in order <br />to analyze a flood problem or design a project. <br /> <br />2. BACKGROUND. <br /> <br />The discharge is computed using the slope-area method, which is based upon a <br />uniform flow equation involving channel characteristics, water surface profiles and a <br />roughness coefficient. An assumption is made that the flow in the reach at the time of <br />the instantaneous peak discharge is uniform, or that the flow depth is the same at every <br />section of the channel at that instant. In the solution of the equation for discharge, it is <br />also assumed that the entire cross sectional area is effective, or that there is no zero flow <br />or reverse flow in any cross section. <br /> <br />A slope-area estimate of peak discharge makes use of the Manning equation, the <br />energy equation and the continuity equation. They are solved simultaneously for <br />discharge for the reach of. channel being analyzed. <br /> <br />Those equations are listed below: <br /> <br />2a. Manning Equation: <br /> <br />v = 1.486 * r % * S y, <br /> <br />n <br /> <br />1-1 <br />