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<br />DAM-BREAK MODELING <br /> <br />55 <br /> <br />TABLE n.-Comparison of model results of a hypothetical breach width of 200 feet to the actual <br />breach width of 65 feet <br /> <br />Distance down. <br />stream from Lawn <br />Lake dlllD, in <br />""'" <br /> <br />Difference from <br />peak discharge of <br />2OQ..foot width, in <br />cubic feet per <br />~d <br /> <br />Peak discharge, in <br />cubic feet per <br />""",d <br /> <br />Flood elevation, in <br />"'"' <br /> <br />Difference from <br />muimum flood <br />depth of 2QO.foot <br />width, in feet <br /> <br />Maximum flood <br />depth, in feet <br /> <br />0.0 40,600 22,600 <br />.55 38,300 21,700 (al (al <br />1.50 35,600 20,400 (al (al <br />3.83 30,400 17,800 (a) (a) <br />b 4.73 29,100 17,300 (a) (a) <br />5.36 24,100 13,500 8.518.5 13.6 <br />5.78 17,000 9,500 8,513.4 12.4 <br />c 6.50 13,700 7,000 8,496.0 12.4 <br />d 6.67 25,600 9,600 <br />e 7.68 18,400 8,500 8,057.7 12.7 <br /> <br />(a) <br />(a) <br />(a) <br />(a) <br /> <br />2.9 <br />2.2 <br />1.8 <br /> <br />2.8 <br /> <br />7.74 18,200 8,500 8.045.4 13.4 2.4 <br />8.78 14,700 8,000 7,866.1 14.1 3.3 <br />f 10.28 12,700 6,500 7,701.5 12.5 2.9 <br />gl1.45 12,100 6,000 7,582.9 9.9 2,6 <br />h12.50 11,500 5,400 7,507.4 14.9 3.8 <br />Average difference from maximum flood depth of 200-foot width. in feet=2.7 <br /> <br />:~e channel erosion; computations and comparisons are not applitable. <br />~ynthetic ct088 section based on cross section at rive!' mile 5.36- <br />cCascade Lake dam. <br />dcascade Lake dam and Site 2. <br />eSite3. <br />'Site 4. <br />gSite 5. <br />hsite6. <br /> <br />dam embankment in a short span of time. Outflow peak <br />discharges could have been as high as 56,000 ft'ls for <br />a time of full breach development of 10 min (or a greater <br />peak discharge for a shorter breach time), and a breach <br />width of 550 ft, for these extreme conditions. <br /> <br />EFFECTS OF CASCADE LAKE DAM FAILURE <br /> <br />The dam-break model also was used to assess the <br />flood wave downstream from Cascade Lake dam if the <br />dam had not failed or was not present. This scenario <br />was important for assessing the magnitude of damages. <br />Observed and modeled data indicate that the failure of <br />Cascade Lake dam probably doubled the peak discharge <br />immediately downstream from the dam and increased <br />the flood stage by an average of 0.6 it (table 121. <br />The model also was run with the calibrated river <br />hydraulics, except Cascade Lake dam was not allowed <br />to fail. Hence, the inflow flood hydrograph to Cascade <br />Lake dam was simply routed over the top of the dam. <br />Similarly, since the dam was small, these results re- <br />flected the hypothetical condition of Cascade Lake dam <br />not being in the river system. A comparison of model <br />results with and without the failure of Cascade Lake <br /> <br />dam is shown in table 12. Peak discharges would have <br />been 11,300 ft'ls less immediately downstream from <br />the dam, to 500 ftSls less at mile 12.5, without the <br />failure of Cascade Lake dam. Maximum flood depths <br />would have averaged 0.6 it lower. The flood wave without <br />failure would have reached mile 12.5, 0.3 hour later. <br /> <br />DISCUSSION OF RESULTS <br /> <br />Computer modeling provided a means to enhance and <br />supplement the observed data, to evaluate the use of the <br />model on high-gradient streams, to evaluate the relative <br />accuracy of the results, and to evaluate various alter- <br />native dam-breach scenarios. The model, properly <br />calibrated, worked well in high-gradient streams com- <br />pared to the observed data. It is important to note that <br />there also were errors associated with the indirect peak- <br />discharge measurements and flood-wave traveItimes <br />(particularly in the Roaring River). Problems of oper- <br />ating the model in such complex high-gradient channels <br />were overcome by minor changes to the preflood base <br />flows, and with maj or increases of n-values. <br />The state of flow was very important in hydraulic <br />routing. Subcritical flows from the extremely large flow <br />