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provide an outlet one -foot below the lowest floor elevation of any adjacent <br />structure for added safety. <br />The Rational Method is a flow rate design method that ignores volumes and <br />assumes a peak flow to each pipe based on hydrologic parameters such as <br />watershed area, time of concentration, and standard rainfall intensity curves. This <br />design method requires the selection and/or computation of a time of <br />concentration and a runoff coefficient. The time of concentration is the time <br />required for the runoff from a storm to become established and for the flow from <br />the most remote point (in time, not distance) of the drainage area to reach the <br />design point. The time of concentration will vary with the slope and type of <br />surface that the rain falls on. Rational Method design including design <br />methodology and hydrologic references should be based on the Minnesota <br />Department of Transportation Drainage Manual. <br />A minimum concentration time of fifteen minutes for residential areas and ten <br />minutes for commercial/industrial areas shall be used for design of the trunk <br />storm sewer systems. These minimum times shall be considered in the design of <br />lateral systems. As the storm water runoff enters the system, the flow time in the <br />storm sewer is then added to the concentration time and compared to the <br />downstream drainage area concentration time. The maximum of these values is <br />used downstream, which results in a longer concentration time and peak runoff <br />rate as the flow moves downstream from the initial design point. <br />5. Land Use Factors in Modeling (Runoff Coefficients) <br />The percentage of rainfall falling on an area that must be collected by a hydraulic <br />facility is dependent on watershed variables such as soil permeability, ground <br />slope, vegetation, surface depressions, type of development and antecedent <br />rainfall. These factors are taken into consideration when selecting a runoff <br />coefficient (C) for the Rational Method or a runoff curve number (CN) for use in <br />SCS methodology. <br />Under ultimate (fully developed) conditions, the values of the coefficient will <br />increase with increases in the amount of impervious surfaces caused by street <br />surfacing, building construction, and grading. <br />The antecedent moisture condition (AMC) relates to the moisture content of the <br />soil prior to a given storm event. Curve numbers based on land use can be <br />adjusted based on an assumed moisture condition. For purposes of the model, <br />normal antecedent moisture condition (AMC II) was assumed. Curve number <br />values can be adjusted for dry conditions (AMC I) or wet conditions (AMC III). <br />Curve numbers are also dependent on the type of soil in a given drainage area. <br />Soil types are classified into four basic hydrologic groups as follows: <br />Group A - Includes well -graded gravels, sandy gravels, gap -graded <br />or uniform gravels, sandy gravels, silty gravels, silty <br />sandy gravels, well -graded gravely sands, gap -graded or <br />uniform sands, gravelly sands. <br />Group B - Includes silty sands, silty gravelly sands, micaceous silts, <br />diatomaceous silts, volcanic ash. <br />Group C - Includes silts, very fine sands, silty or clayey fine sands. <br />Section IV <br />October 21, 2015 Page 37 <br />