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Last modified
1/25/2010 7:10:08 PM
Creation date
10/5/2006 2:33:05 AM
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Template:
Floodplain Documents
County
Statewide
Basin
Statewide
Title
Bridge Scour and Stream Instability Countermeasures
Date
7/1/1997
Prepared By
Federal Highway Administration
Floodplain - Doc Type
Educational/Technical/Reference Information
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<br />/Hgh <br />i / Raws <br />i: <br />. / <br />/ : <br />. / <br />I : <br />.1 <br />I : <br />., <br />I: <br />. \ <br />L <br />. \ <br />\ . <br />\\ <br />\ <br />Figure 6.4 Blue Creek Site <br /> <br /> <br />Row <br />/ <br />1/ <br /> <br />8m <br /> <br />J 1m <br /> <br />N <br /> <br />Low <br />Row. <br /> <br />Bridge Deck <br /> <br /> <br />"I <br />2.4m <br />-L <br />A/Mnent <br /> <br /> <br />Section A-A <br /> <br />1. Determine the velocity value, Vv (m1s). <br />Because the pier is located in the thalweg of the bend, C1 = 1.1. <br />The angle of attack, ex = 150> 50, therefore C. = 1.0. <br />The Toskane pad is installed so that the top of the pad is level with the bed, Ch = 1.0. <br />A randomly installed pad of Toskanes is selected, C; = 1.0. <br /> <br />Vv= (1.5)(2.5)(1.1)(1.0)(1.0)(1.0) = 4.1 m/s. <br /> <br />2. Calculate the adjusted structure width, b. (m). <br />The angle of attack, ex = 150. <br />Length of pier, L = 6 m. <br />Pier width, b = 1 m. <br /> <br />b. = Lsina+bcosa = 6sin(150)+1cos(150)= 2.5 m <br /> <br />3. From Figure 6.2 or the design equation calculate the equivalent spherical diameter, Du, <br />for Vv = 4.1 mls and b. = 2.5 m. <br /> <br />(1.4)Ou = 0.255(4.1}12.5 I 9.806 =) Du = 0,377 m = 377 mm <br /> <br />Using standard sizes, a 100 kg Toskane unit (Du = 430 mm) is selected. The ratio balDu <br />= 2.5/0.43 = 5.8 < 21, therefore the size is acceptable. <br /> <br />6.9 <br />
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