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FLOOD06904
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Last modified
1/25/2010 7:10:17 PM
Creation date
10/5/2006 2:35:07 AM
Metadata
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Template:
Floodplain Documents
County
Larimer
Basin
South Platte
Title
Hydrology, Geomorphology, and Dam-Break Modeling of the July 15, 1982 Lawn Lake Dam and Cascade Lake Dam Failures, Larimer County
Date
1/1/1986
Prepared For
Larimer County
Prepared By
USGS
Floodplain - Doc Type
Flood Documentation Report
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<br />DAM,BREAK MODELING <br /> <br />51 <br /> <br />difficult. Field selected n-values (see Supplemental Cross- <br />Section Data section at the end of the report) ranged from <br />an estimated 0.15 on the Roaring River to 0.035 along <br />the lower reach of the Fall River, and the Big Thompson <br />River. Composite n-values used in the model are listed <br />by reach in table 8. Initially, expansion coefficients were <br />-0.5. and the contraction coefficients were 0.5. Cross sec- . <br />tions were assumed to contain only active-flow area based <br />on flood and postflood field observations. <br />The first model runs wonld not compute, as the flow <br />regime alternated between subcritical and supercritical <br />flow. depending on the flow rate. Therefore, runs were <br />made by increasing or decreasing n-values to maintain <br />subcritical flow or supercritical flow in various segments, <br />based on slopes (as previously discussed). When flow was <br />assumed to be supercritical, that is lower n-values, the <br />model peak discharges were too large; water depths were <br />too shallow; and traveltimes were too fast. Therefore, n- <br />values were increased to 0.2 along the Roaring River and <br />to 0.1 on the lower reaches of the Fall River and the Big <br />Thompson River to maintain subcritical flow in all seg- <br />ments. which provided the best results. This substanti- <br />ates that subcritical flow predominated in the river <br />reaches studied These modified or calibrated model n- <br />values averaged 78 percent larger than field-selected n- <br />values; they are listed by segment in table K These n- <br />values were reasonable since Leutheusser and Chisholm <br />(1973) measured an n-value of 0.225 in a heavily vegetated <br />channel; flow also was subcritical. The use of the inac- <br />tive flow area did not improve model results. Results of <br />the model calibration of observed and computed peak dis- <br />charges, flow depths. trave1times of the leading edge of <br />the flood wave, and percent differences for selected loca- <br />tions are shown in table 9. Peak discharges also are shown <br />as a peak-discharge profile in figure 11. The peak- <br />discharge profile was based on indirect peak-discharge <br />measurements and model results. Selected modeled flood <br />hydrographs and the observed hydrograph at Lake Estes <br />are shown in figure 46. Flood profiles are not shown <br />because of the extremely high-gradient slopes and <br />shallow depths of flow. <br />Results of the calibration phase indicated that the <br />model has the potential to simulate dam-break floods in <br />high-gradient stream channels. The range in difference <br />of observed and modeled peak discharges varied from <br />-3,200 ft'ls to 600 ft'/s. At worst. the model under- <br />predicted peak discharge by 27 percent 3.6 mi <br />downstream from Cascade Lake dam (Site 3). Results <br />were quite reasonable, considering the dynamics of the <br />breach development. The range of difference of observed <br />and modeled maximum flood depth was -1.3 to 2.6 ft; <br />the range averaged 1.0 ft. The range of difference of <br />observed and modeled leading edge of traveltime was <br />-0.4 to 0.05 hour. Considering the complex problems <br /> <br />TABLE B.-Field selected- and calibrated model-composite Manning's <br />o.values <br /> <br />Modo! <br />lIegmentEl. <br /> <br />Distance downstream <br />from Lawn Lake dam, <br />in miles <br /> <br />Field selected Calibrated model <br /> <br />n-values <br /> <br />1 <br />2 <br />3 <br />4 <br />5 <br /> <br />0.00- 4.74 <br />4,74- 6.50 <br />6.67- 7.78 <br />7.78-11.46 <br />11.46-12.52 <br /> <br />0.125 0.20 <br />.075 .11 <br />.055 .10 <br />.055 .10 <br />.035 .10 <br /> <br />asee figure 45 for segment location. <br /> <br />previously discussed, the model reasonably simulated <br />this dam-break flood and demonstrated that the model <br />could be used to provide supplementary hydrologic in- <br />formation that could not be obtained otherwise. How- <br />ever. it must be emphasized that model results would <br />have been significantly different without the extensive <br />calibration and the assumptions made to allow the <br />model to operate. <br /> <br />MODEL SIMULATIONS <br /> <br />Selected hypothetical scenarios. of dam-breach <br />development and the probable impact of the failure of <br />Cascade Lake dam were made. Analyses of the <br />scenarios were made to indicate the range in possible <br />flood conditions resulting from the failure of Lawn Lake <br />dam. Factors that could result in the greatest range of <br />peak discharge from the failure of a dam appeared to <br />be the time and width of breach development. Shorter <br />time and greater widths of breach development resulted <br />in larger peak discharges for a given volume of stored <br />water. This particularly applied to Lawn Lake dam <br />where the embankment was narrow and long. Converse- <br />ly, the embankment of Cascade Lake dam was narrow <br />and short and probably would have failed in the same <br />manner, regardless of the magnitude of the inflow-flood <br />hydrograph from the failure of Lawn Lake dam. How- <br />ever. it is important to understand what the flood <br />hydrology would have been if Cascade Lake dam had <br />not been present. or if Cascade Lake dam had not failed. <br />These two general scenarios are discussed separately <br />to provide information on the rang&of flood conditions <br />that could have occurred. <br /> <br />VARIATIONS OF LAWN LAKE DAM BREACH <br />WIDTH AND TIMING <br /> <br />Accuracy of the modeled peak discharges was lowest <br />immediately downstream from Lawn Lake and Cascade <br />Lake dams, primarily because of the uncertain aspects <br />of length of time of full breach development, as well as <br />
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