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FLOOD06431
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Last modified
1/25/2010 7:08:59 PM
Creation date
10/5/2006 2:16:49 AM
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Floodplain Documents
County
Statewide
Basin
Statewide
Title
Estimating Design-Flood Discharches for Streams in Iowa Using Drainage-Basin and Channel-Geometry Characteristics
Date
1/1/1993
Prepared For
Iowa City
Prepared By
USGS
Floodplain - Doc Type
Educational/Technical/Reference Information
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<br />The differences in peak-discharge <br />estimation between regional and statewide <br />active-channel width (ACW) equations are <br />shown in figures 88 and 98 for the 2- and <br />100-year recurrence intervals, respectively. <br />Figures 8B and 9B illustrate the higher <br />estimated peak discharges obtained from the <br />Region I equations relative to those obtained <br />from the Region II equations for a specified <br />active-channel width. The slopes of the Region I <br />regression lines are parallel to those of the <br />statewide regression lines at a higher estimated <br />discharge. The Region II regression lines have <br />steeper slopes relative to the Region I and <br />statewide regression lines but at a lower <br />estimated discharge. Figures SA and 9A <br />illustrate the relation of the Region I, bankfull <br />regression equations for 2- and 100-year <br />recurrence-interval discharges, respectively. <br />Tests performed using STATIT procedure <br />REGGRP (Statware, Inc., 1990, p. 6-32 - 6-36) <br />indicated that there were statistically <br />significant differences in the slopes and <br />intercepts of the Region I and Region II <br />regression lines for both the bankfull and <br />active-channel equations. <br /> <br />The paired-t test was used to test whether <br />design-flood discharge estimates obtained by <br />both the bankfull and active-channel regression <br />equations for the same gaging station were <br />significantly different at the 95-percent level of <br />significance. The paired-t test was applied using <br />STATIT procedure HYPOTH (Statware, Inc., <br />1990, p. 3-21 - 3-23). For table 3, discharge <br />estimates for 111 stations were not significantly <br />different for all design-flood recurrence <br />intervals. For table 4, discharge estimates for 78 <br />stations were significantly different for the <br />2-year recurrence interval, but estimates were <br />not significantly different for the 5-year to <br />100-year recurrence intervals. For table 5, <br />discharge estimates for 33 stations were not <br />significantly different for all design-flood <br />recurrence intervals. <br /> <br />The application of the channel-geometry <br />regression equations listed in tables 4 and 5 for <br />a stream site are determined by two factors, and <br />the application of the channel-geometry <br />equations listed in table 3 are determined only <br />by the second factor. First, the stream site is <br />located in figure 2 to determine whether Region <br />I or Region II equations apply. The user may be <br /> <br />faced with a dilemma if design-flood discharges <br />are to be estimated for a stream site located <br />within the shaded transitional zone or for a <br />stream that crosses regional boundaries. The <br />discharges could be estimated using both the <br />Region I and II equations and hydrologic <br />judgment used to select the most reasonable <br />design-flood estimate, or a weighted average <br />based on the proportion of drainage area within <br />each region could be applied. The most <br />reasonable alternative to resolving this <br />dilemma may be to use the statewide equations <br />listed in table 3 because they preclude regional <br />subjectivity and the majority of statewide <br />design-flood estimates calculate between Region <br />I and Region II estimates. <br /> <br />Second, the stream site is inspected to <br />determine whether the stream was channelized. <br />If evidence of channelization is not found, then <br />the bankfull equations are applicable (the first <br />set of equations listed in tables 3, 4, and 5); if <br />evidence of channelization is found, then the <br />active-channel equations may be applicable for <br />stabilized channels (the second set of equations <br />listed in tables 3, 4, and 5). Appendix C (at end <br />of this report) outlines a procedure for <br />identifying channelized streams and describes <br />the stabilization conditions for which channel- <br />geometry measurements of channelized streams <br />are applicable. <br /> <br />Examples of Equation <br />UsenExamples 2.4 <br /> <br />Examole 2.--Use a regional, channel- <br />geometry equation to estimate the 100-year <br />peak discharge for the discontinued Black Hawk <br />Creek at Grundy Center crest-stage gaging <br />station (station number 05463090; map number <br />73, fig. 2), located in Grundy County, at a bridge <br />crossing on State Highway 14, at the north edge <br />of Grundy Center, in the NWl/4 sec. 7, T. 87 N., <br />R. 16 W. <br /> <br />Step 1. The appropriate regional equation is <br />determined on the basis of which hydrologic <br />region the stream site is located in and whether <br />the stream has been channelized. This gaging <br />station is located in Region I, and an inspection <br />of the USGS 1:100,000-scale Grundy County <br />map and a visit to the site show no evidence of <br />channelization. Therefore the 100-year bankfull <br />equation for Region I, listed in the first set of <br /> <br />ESTIMATING DESIGN-FLOOD DISCHARGES USING CHANNEL-GEOMETRY CHARACTERISTICS 27 <br />
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