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I <br /> i <br /> i <br /> Sheet flow where <br /> Sheet flow is flow over plane surfaces. It usually Tt = travel time (hr), <br /> occurs in the headwater of streams. With sheet flow, n = Manning's roughness coefficient (table 3-1), <br /> the friction value (Manning's n) is an effective L = flow length (ft), <br /> roughness coefficient that includes the effect of P2 = 2-year, 24-hour rainfall (in), and <br /> raindrop impact; drag over the plane surface; s = slope of hydraulic grade line (land slope, <br /> obstacles such as litter, crop ridges, and rocks; and ft/ft). <br /> erosion and transportation of sediment. These n <br /> values are for very shallow flow depths of about 0.1 This simplified form of the Manning's kinematic <br /> foot or so. Table 3-1 gives Manning's n values for solution is based on the following: (1) shallow steady <br /> sheet flow for various surface conditions. uniform flow, (2) constant intensity of rainfall excess <br /> (that part of a rain available for runoff), (3) rainfall <br /> For sheet flow of less than 300 feet, use Manning's duration of 24 hours, and (4) minor effect of <br /> kinematic solution (Overton and Meadows 1976) to infiltration on travel time. Rainfall depth can be <br /> compute Tt: obtained from appendix B. <br /> 1 0.007 (nL)0-8 [Eq. 3-31 <br /> Tt = (p2)p,5 s0.q Shallow concentrated flow <br /> After a maximum of 300 feet, sheet flow usually <br /> becomes shallow concentrated flow. The average <br /> velocity for this flow can be determined from figure <br /> Table 3-1.—Roughness coefficients (Manning's n) for 3-1, in which average velocity is a function of <br /> sheet flow watercourse slope and type of channel. For slopes <br /> ' less than 0.005 ft/ft, use equations given in appendix- <br /> Surface <br /> ppendixSurface description na F for figure 3-1. Tillage can affect the direction of <br /> shallow concentrated flow. Flow may not always be <br /> directly down the watershed slope if tillage runs <br /> Smooth surfaces(concrete. asphalt, gravel, or across the slope. <br /> baresoil) ................................... 0.011 <br /> After determining average velocity in figure 3-1, use <br /> Fallow:(no residue).......................... 0.05 equation 3-1 to estimate travel time for the shallow <br /> concentrated flow segment. <br /> Cultivated soils: <br /> Residue cover 00% ...................... 0.06 <br /> Residue cover >20% ...................... 0.17 <br /> Open channels <br /> 1 <br /> Grass: <br /> Short grass prairie ........................ 0.15 Open channels are assumed to begin where surveyed <br /> Dense grassesa............................ 0.24 cross section information has been obtained, where <br /> Bermudagrass............................. 0.41 channels are visible on aerial photographs, or where <br /> blue lines (indicating streams) appear on United <br /> Range(natural) ............................. 0.13 States Geological Survey (USGS) quadrangle sheets. <br /> Manning's equation or water surface profile <br /> Woods:a information can be used to estimate average flow <br /> Light underbrush.......................... 0.40 velocity. Average flow velocity is usually determined <br /> Dense underbrush ......................... 0.80 <br /> for bank-full elevation. , <br /> 'The n values are a composite of information compiled by Engman <br /> (1986). <br /> alneludes species such as weeping lovegress,bluegrass,buffalo <br /> grass,blue grama grass,and native grass mixtures. <br /> 3when selecting n.consider cover to a height of about 0.1 ft.This <br /> is the only part of the plant e(ver that will obstruct sheet flow. <br /> (210-VI-TR-55, Second Ed., June 1986) <br /> 3-3 <br />