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<br />Roaring Fork River
<br />Floodplain In/annation Report
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<br />Town of Basalt, EaRle & Pitkin Counties, Colorado
<br />
<br />Roaring Fork River
<br />Floodplain lnfomwtion Report
<br />
<br />Town of Basalt, EaRle & Pitkin Counties, Colorado
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<br />4400 cfs would split to Ihe South Side in the 100-year flood event. After this flow split determination, a
<br />HEC.RAS model was completed on the South Side,
<br />
<br />the provided work maps,
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<br />McLaughlin Water Engineers, Ltd, review determined that the model was only approximate because it did
<br />not account for the highly complex flow through the buildings, nor did it include a number of complex
<br />flow splits thaI occur within the second and third reaches, At most of these flow splits, floodwaters flow
<br />from the South Side back over Ihe highway and into the North Channel. J,F. SalO used the most recent
<br />version of HEC-RAS, but Ihe software did nol take into account the two,dimensional flow splils over the
<br />highway,
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<br />Highway Spill Model
<br />Modeling of the South Side indicated that approximately 600 cfs spills over Highway 82 and back into
<br />Ihe main stem floodplain upstream of Emma bridge, To model this flow, seven cross sections were cut
<br />between the flow split over the highway and cross section 76,38 on the main stem model. After
<br />re-running the main stem model with the splil flow deducted, Ihe water surface elevation of cross section
<br />76,38 was used as the downstream boundary condition on the new highway spill model. The average
<br />centerline distance between cross sections was 190 feet. Manning's roughness values ranged from 0,035
<br />to 0,3,
<br />
<br />The Town of Basalt was concemed aboul mapping quality and the level of detail in hydraulic modeling
<br />FEMA used to generate the proposed lOO-year floodplain map, McLaughlin Water Engineers, Ltd, was
<br />retained by the Town of Basalt to complete a new floodplain mapping study based upon more detailed
<br />hydraulic modeling and new topographic mapping,
<br />
<br />Trailers and some other obstructions were modeled using higher roughness values, thus the upper limit of
<br />0.3 for Manning's "n" values, Laleral weirs were also used in this model to calculate the amount of flow
<br />spilling inlo zones beyond the extenls of each cross section, The elevation of each lateral weir was set as
<br />the elevations at which flow would spill wilhout returning to the main flow, Locations on the cross
<br />seclions that corresponded to the energy head at critical spill elevations were used to locate the lateral
<br />weirs along the cross section ends, It was found that roughly 145 cfs splits away from the downstream
<br />spill over Highway 82 and flows west on both the north and south sides of the highway,
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<br />South Side Floodplain Mapping
<br />McLaughlin W'1ter Engineers used the U.S, Army Corps of Engineers' HEC-RAS 3,0 model to delineate
<br />the floodplain of the Roaring Fork River on the south side of Highway 82 (South Side) through the town
<br />of Basalt. The soflware' s new split flow capabilities allowed McLaughlin Water Engineers to model the
<br />numerous flow splits that occur throughout the South Side floodplain, In addition, sophisticated two-
<br />dimensional modeling was used to aid in the application of the HEC-RAS models,
<br />
<br />HEC-RAS Calibration Using Two-Dimensional Hydraulic Analysis
<br />The Roaring Fork River split flow at the Highway 82 Upper Basalt Bypass Bridge was previously
<br />modeled by J,F. Sato using HEC,RAS, the one-dimensional hydraulic model developed by the U.S, Army
<br />Corps of Engineers Hydrologic Engineering Center. The team decided 10 employ a two-dimensional
<br />model as a tool for increasing the accuracy of a one-dimensional solution to the flow field for various
<br />reasons, First, the complex nalure of the floodplain lends itself to a two-dimensional solution because of
<br />number of buildings in the floodplain and the intricate, mountainous topography, Second, shallow
<br />flooding and flow splits downstream of the initial split create a complex problem that can affect the
<br />accuracy of a one-dimensional model. Third, while the assumption of one-dimensional flow may be a
<br />good approximation in many instances, when used by itself it is not very accurate for floodplains with ill-
<br />defined, numerous flow paths, numerOus obstructions, and non-parallel flow stream lines, The two-
<br />dimensional modeling tool helped McLaughlin Water Engineers make informed decisions when applying
<br />the one-dimensional model.
<br />
<br />New topographic mapping of the Town of Basalt, (available after J,F. Sato's floodplain study), was used
<br />to cut cross sections and delineate the regulatory floodplain, The new aerial photography allowed the
<br />team to locate buildings, roads, and other features that obstructed the floodplain,
<br />
<br />South Side HEC-RAS Model
<br />McLaughlin Water Engineers cut a total of 53 cross,sections from the split at the Upper Bypass Bridge on
<br />Highway 82 to the confluence of the south side split flow and the main stem river. This confluence is
<br />located downstream of the wastewaler treatment plant. The average centerline distance between cross
<br />sections was roughly 215 feet. All cross sections were cut perpendicular to flow, Flow obstructions
<br />(such as buildings and roads) were coded directly into the cross-sectional geometry, Manning's "n"
<br />(roughness) values ranged from 0,18 to 0,035 with 0,08 being Ihe most frequent estimate of roughness in
<br />the floodplain. Cross section 62 from the main stem model was used as the downstream limit of the south
<br />side split flow model. Manning's "n" values were adjusted in certain seclions to account for effective
<br />conveyance areas between cross seclions,
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<br />After initially running backwater calculations on the South Side, it was determined that flow would spill
<br />over Highway 82 and into the main stem floodplain at two locations, (These flow splits were not
<br />identified on the previous mapping by J ,F. Sato,) The first location was near the downstream limit of the
<br />original South Side model and cross sections were cut across the highway to model the flow as it reached
<br />the north side of the highway,
<br />
<br />Due 10 instability, the model was restricted to include only areas that were completely inundated, We
<br />estimate that more than 50 iterations were used to generate a model thaI would converge to a solution of
<br />the governing flow equations, These iterations were used, in part, to converge on the true extents of
<br />flooding in the model.
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<br />The second flow split was much farther upstream and was modeled using lateral (side-spill) weirs in
<br />HEC-RAS 3,0, Subsequently, olher lateral weirs were placed at locations where significant flows would
<br />spill over the highway and the crest of each weir was set as the elevation at which flow would begin to
<br />spill, Lateral weirs were also placed at the downstream limits of Ihe study where flow can split as it spills
<br />over the highway near the wastewater treatment plant. It was found Ihat approximalely 2400 cfs flows out
<br />of the extents of the cross sections to Ihe east of the wastewater Ireatment plant, leaving roughly 1200 cfs
<br />to join the main stem floodplain west of the treatment plant. Estimates of other spill flows are shown on
<br />
<br />Once the extent of the model had been defined, Ihe downstream boundary condition was set using the
<br />critical flow depth at the location of the downstream spill over Highway 82 (where the south side split and
<br />the main stem flow rejoin), Buildings within the wetted area were blocked out so that flow would be
<br />forced around those locations, To obtain model convergence in the shallow and high velocily flow,
<br />Manning's "n" values, and the eddy viscosity (a measure of energy losses due to turbulence), were
<br />increased until stability was reached,
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<br />South Side Model Results
<br />Results from Ihe two-dimensional model were used to build a more accurate one-dimensional model.
<br />Flow trace animations and the distribution of velocity magnitudes were the primary results of interest
<br />from the SMS model. Figure 6 is a snapshot of the flow trace animation and illustrates the flow around
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