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<br />so that flow information needed for highway design might be computed. The <br />guide presents step-by-step procedures that enable determination of <br />Manning's n values for natural channels and flood plains. <br /> <br />This guide builds on the report by Aldridge and Garrett (1973), who <br />attempted to systematize the selection of roughness coefficients for <br />Arizona streams. An attempt is made to broaden the scope of that work, <br />in particular to describe procedures for the selection of roughness <br />coefficients in densely vegetated flood plains. <br /> <br />The n values for channels are determined by evaluating the effects <br />of certain roughness factors in the channels. 'IWo methods are presented <br />to determine the roughness coefficients of flood plains. One method, <br />similar to that for channel roughness, involves the evaluation of the <br />effects of certain roughness factors in the flood plain. The other method <br />involves the evaluation of the vegetation density of the flood plain to <br />determine the n value. This second method is particularly suited to <br />handle roughness for densely wooded flood plains. <br /> <br />There is a tendency to regard the selection of roughness coefficients <br />as either an arbitrary or an intuitive process. This design guide <br />presents specific procedures to determine the values for roughness <br />coefficients in channels and flood plains. Photographs of flood plains <br />with known roughness coefficients are also presented for comparison. <br /> <br />APPROACH <br /> <br />Values of the roughness coefficient, n, may be assigned for condi- <br />tions that exist at the time of a specific flow event, for average <br />conditions over a range in stage, or for anticipated conditions at the <br />time of a future event. <br /> <br />The procedures described in this report are limited to the selection <br />of roughness coefficients for application to one-aimensional, open-channel <br />flow. Further, in most instances, the values are intended for use in the <br />energy equation as applied to one-dimensional, open-channel flo~-such as <br />in a slope-area or step-backwater procedure for determining flow. <br /> <br />The roughness coefficients apply to a longitudinal reach of channel <br />and (or) flood plain. The cross section within the reach may be of <br />regular geometric shape (such as triangular, trapezoidal, or semicircular) <br />or of an irregular shape typical of many natural channels. The flow may <br />be confined to one or more channels; and, especially during floods, the <br />flow may occur both in the channel and in the flood plain. Such cross <br />sections may be termed compound channels, consisting of channel and flood <br />plain subsections. Cross sections are typically divided into subsections <br />at points where major roughness or geometric changes occur. Fbr example, <br />such changes may be at the juncture of dense woods and a pasture or a <br />flood plain and main channel. However, subsections should reflect <br />representative conditions in the reach rather than only at the cross <br />section. Roughness coefficients are determined for each subsection, and <br />the procedures described herein apply to the selection of roughness <br />coefficients for each subsection. <br /> <br />2 <br />