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RESTORATION PLAN Glade Creek Stream Restoration Alleghany ...

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the Mountain physiographic province (Harman et al., 1999). The rural regression relationships areexpressed by the following equations:A bkf = 22.1 A w0.67Q bkf = 115.7 A w0.73W bkf = 19.9A w0.36D bkf = 1.1A w0.31where A w is watershed area in square miles (mi 2 ), A bkf is the bankfull cross-sectional area in squarefeet (ft 2 ), Q bkf is the bankfull discharge in cubic feet per second (cfs), W bkf is the bankfull width in feet(ft), and D bkf is the bankfull mean depth in feet (ft).For the purpose of comparison, a predicted bankfull discharge was also calculated for <strong>Glade</strong> <strong>Creek</strong>and the unnamed tributary using available North Carolina regression relationships for rural streams inthe Piedmont physiographic province (Harman et al., 1999). The rural regression relationships areexpressed by the following equations:A bkf = 21.43 A w0.68Q bkf = 89.04 A w0.72W bkf = 11.89A w0.42D bkf = 1.50A w0.32The discharge was also estimated using the hydrologic model TR-20. The results of deriving Q bkffrom the different methods are listed below, along with the chosen design discharges.<strong>Stream</strong>Manning’sEquationBankfull DischargeMountain RegionalCurvePiedmontRegional CurvePeak Flow,TR-20DesignDischarge<strong>Glade</strong> <strong>Creek</strong>Discharge (cfs) X/S 1: 228 352 267 1-yr: 204 200X/S 2: 153 2-yr: 335Unnamed TributaryDischarge (cfs) 27 98 76 1-yr: 16 202-yr: 23The existing channel cross section geometry data was used in the Manning’s Equation and TR-20estimates, making those estimates site specific. Bankfull indicators were more reliable at crosssection 1 on <strong>Glade</strong> <strong>Creek</strong>. The Manning’s Equation estimate at cross section 1 also falls within thebounds of the 1-year and 2-year discharge predictions from the TR-20 model output. The RegionalCurve predictions are above the Manning’s and TR-20 values, but the Manning’s and TR-20 valuesfall reasonably within confidence intervals on the Piedmont curve, and within a reasonable range onthe Mountain Curve. Therefore, the design discharges were determined using a combination of theManning’s Equation and TR-20 estimates.3.3 Channel Morphology (pattern, dimension, profile)The existing channel morphology exhibits several Rosgen Classifications over the project reaches of<strong>Glade</strong> <strong>Creek</strong> and the unnamed tributary (channel geometry is summarized in Table 4). The diagnosticclassification, measured at stable riffle cross sections for both <strong>Glade</strong> <strong>Creek</strong> and the unnamed tributaryis C4. C4 is what the entire channel would have been classified as before it experienced degradation.17

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