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FLOOD07955
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Last modified
1/25/2010 7:13:15 PM
Creation date
10/5/2006 3:19:30 AM
Metadata
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Template:
Floodplain Documents
County
Statewide
Community
State of Colorado
Stream Name
All
Basin
Statewide
Title
Hydraulic Design of Bridges with Risk Analysis
Date
3/1/1980
Prepared For
USDOT
Prepared By
Federal Highway Administration
Floodplain - Doc Type
Educational/Technical/Reference Information
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<br />The difficulty with the procedures such as those published by <br />Anderson and others (1975) and Tseng (1975) is that the unit costs used <br />in developing the regression equations and monographs increase rapidly. <br />In many cases, the risk component due to traffic will be small. Where <br />severe grades, long detours, or extreme speed differences between the <br />main road and detour exist, a detailed evaluation of running costs may <br />be in order. <br /> <br />A reasonable approximation of the cost of the detour can be determined <br />by using the measured traffic volume multiplied by a vehicle cost per <br />mile and the added mileage. FHWA annually publishes figures on the <br />vehicle cost per mile for the various classes of vehicles. From these <br />figures, the cost per mile can be determined for the various traffic <br />mixes.. <br /> <br />Traffic normally increases from an initial low volume to a projected <br />high volume. For purposes of the economic analysis, it is reasonable to <br />assume that the traffic volume will be a gradually varying series. A <br />gradually varying series can be converted to an equivalent uniform <br />annual series by procedures described by Grant and Ireson (1960). The <br />equivalent uniform annual series for the average daily traffic, ADTE, <br />that represents a growing traffic series is: <br /> <br />ADTE = ADTl + G(gf) <br /> <br />(2) <br /> <br />where <br />ADTl = initial ADT at the end of the first year <br />G = growth rate of the traffic volume (ADTN - ADTll/n <br />ADTN = projected ADT at the end of n years <br />gf = factor to convert a gradually varying series to an <br />equivalent annual series <br /> <br />1 <br />gf = <br /> <br />(1 <br />i = interest <br /> <br />i <br /> <br />n <br /> <br />+ i)n <br />rate <br /> <br />- 1 <br /> <br />Since traffic may be interrupted due to flow over the road, user <br />cost decreases as embankment height increases as shown in figure 5. In <br />general, as bridge length increases, more water will go through the <br />bridge and less over the road. Therefore, cost of traffic interruption <br />will decrease as bridge length increases. For a given discharge, when <br />all the flow goes through the bridge, no traffic interruption will <br />occur. <br /> <br />Embankment Repairs.--When road fills are overtopped, some erosion <br />occurs. The amount of erosion is not predictable by available methods. <br />However, there is the question of how much it will cost to replace <br />sections of the embankment if it does wash out. The availability of <br />fill material, haul distance, the cost of equipment, and even the cost <br />of placing temporary structures should be considered. In these studies <br />embankment erosion was assumed to vary with duration and depth of embankment <br />overflow. <br /> <br />22 <br />
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