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pdf, 12 MiB - Infoscience - EPFL

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Chapter 7 - Establishing an empirical formula<br />

750 m<br />

740 m<br />

730 m<br />

720 m<br />

Figure 7.16: Measured water and bed elevation (scale model) along the left bank (wall) upstream the bridge<br />

(Wilerbrücke); Schutzelement 1 is the vertical side wall equiped with trapezoidal ribs [Kuster et al,<br />

1992, Appendix G, Plan 30]<br />

Figure 7.17: Cross section in the scour hole, upstream the bridge[Kuster et al., 1992, Appendix F, Plan 22]<br />

The following characteristics of the reach were used for the computations: R c = 110 m,<br />

B = 30 m, A≅ 150 m 2 , S 0 = 2.6 %, d 90 = 0.60 m, σ = 10 , φ = 38 °, V ≅ 4 m/s,<br />

Fr = 0.7 , θ = 0.110 and θ cr = 0.047 .<br />

The mean water depth upstream the bend equiped with macro-roughness is obtained taking into<br />

account the influence of the wall roughness (see section 3.3 on page 31) is of 3.8 m. Taking also<br />

into account the backwater curve in the Reuss River (Fig. 7.17), a water depth of h m ≅ 5 m is<br />

found. The hydraulic radius is of R h = 4.3 m. The (experimentally scour depth is of<br />

h smax ,<br />

= 10.9 m.<br />

page 184 / November 9, 2002<br />

Wall roughness effects on flow and scouring

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