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<br />e <br /> <br />,1. <br /> <br />i <br /> <br />e <br /> <br />. <br /> <br />'i <br /> <br />e <br /> <br />v. Composite 'Channel LinirtgDesi~ <br /> <br />The methods of this circular may be used for the design of <br />channels lined with more than one material. The most cOllllllOn <br />composite channel is a grass lined channel with a concrete <br />lining in the channel bottom. The smooth concrete liner <br />greatly increases the capacity of the channel, while the <br />grass lined channel sides provide freeboard. <br /> <br />The junction of two materials with different resistance to flow <br />is critical due to the development of secondary currents at the <br />shear zone. Such junctions should be carefully installed, and <br />dmax for the weaker material should be chosen conservatively. <br /> <br />VI. Design Charts <br /> <br />The following design charts comprise the figures to determine <br />the maximum permissible depth of flow (dmax- So Charts) and <br />the hydraulic resistance (V - R Charts) for the various lining <br />materials. In addition, there are design charts for rock <br />riprap lined channels with side slopes steeper than 3:1 and <br />with bends, and one example capacity chart for a concrete <br />lined trapezoidal channel. <br /> <br />Freceding the design charts is a brief description of each <br />lining material. The descriptions are not meant to be <br />complete specifications; however, they should be adequate <br />for the designer to determine whether the lining material <br />for which the design curves have been prepared is the same <br />as the material available to him. If the material is <br />significantly different, the design charts of this manual <br />should not be used. <br /> <br />Channel Geometry <br /> <br />Chart 1 is an illustrative example of a geometric design aid <br />for trapezoidal channels, either symmetrical or unsymmetrical. <br />Similar charts may be developed for other channel geometries <br />such as parabolic channels. Geometric tables and the equations <br />for a variety of channel shapes are given in the MSU report (3) <br />and Appendix B. <br /> <br />19 <br />