Laserfiche WebLink
<br />I <br />I <br />I <br />I <br />I <br />I <br />I <br />I <br />I <br />I <br />I <br />I <br />I <br />I <br />I <br />I <br />I <br />I <br />I <br /> <br />(Browning. 2002). Cedaredge ha\ a drainage area much larger then this limiting area, so the <br />Rational Method could not be used. In addition. 200 acres is a small enough area that the use of <br />an extensive computer based analysis would be unnecessary. and therefore. the Rational Method <br />is not considered as a hydrologic analysis method for thili project. <br /> <br />If previously repol1ed stream flow records are only 3,,'aiJable for around fifty years, a regression <br />analysis of the data can be used to determine the peak flood discharges for the IOO-year <br />recurrence interval. A flood-frequency curve was produced from USGS gage stations through the <br />water year of 1993 for each hydrologic region classified by the USGS. A flood-frequency curve <br />graphically shows the relationship of the annual peak discharges to the annual exceedance <br />probability obtained from the Log-Pearson probability distribution. Annual exceedance <br />probability is the percent probability that a flood magnitude would be exceeded in anyone year. <br />A recurrence interval is the reciprocal of the exceedance probability, which is then multiplied by <br />100 to obtain a percentage. It is the average time interval between exceedances of any given <br />flood. The flood frequency curves were created from 328 gauging stations on unregulated <br />streams having at least 10 years of data (USGS, 2()(x)). The generalized least-squares regression <br />method is an appropriate method for developing regional regression equations of stream flow <br />characteristics. Base 10 logarithmic transformations are used to normalize the data and to obtain <br />linear relationships. For more information refer to USGS-Analysis of the Magnitude and <br />Frequency of Floods in Colorado (USGS. 2(x)()). <br /> <br />The CWCB has also developed regional regression equations that can be used to determine the <br />I(X)-year peak discharge at given locations based upon the drainage area leading to that point and <br />the regions where they exist. The CWCB warns that these equations should only be used for <br />approximate floodplain delineation where no hydrologic data are available. Major drainage <br />basins were separated into geographic and hydrologic subregions by the CWCR IOO.year flow <br />values for studied streams were collected with their related drainage areas for Colorado's major <br />drainage basins. Regression equations were created using a best.fjt regression technique with <br />GB-Stat. which is a statistical software program. The program fitted values of drainage area and <br />loa-year flow values to different equations and recogmzes regression correlations. For more <br /> <br />13 <br />